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The Beginner's Information To Studying Astrology

Taking without reciprocity means a severing of relationship, but as a result of we're all interconnected, it signifies that we sever ourselves from the very things that give us life. Because Your Astrology Language are webs of interconnected subjectivities (similar to we're – I am just as much the micro organism in my guts as I am Amanda Yates Garcia) they have agency. If we exploit them, we're harming extra-than-human people. And spirits are individuals, extra-than-human people, and folks have will and agency.


Test your compatibility and learn how your love and work relationships rank together with your associate, colleagues, friends and family. During the month of April, all planets are direct in the course of the vast majority of the month, giving us cosmic permission to materialize our dreams. With the solar in fiery Aries at the beginning of the month and Venus entering Taurus around mid-month, we’re charging forward into Spring. Unpack the mysteries of the universe with our horoscopes!

<h2>Need To Have Our Daily Horoscopes Sent To Your E-mail? Start By Choosing Your Star Signal:</h2>

Adherents imagine that girls born in hinoeuma years are unmarriageable and produce bad luck to their father or husband. In 1966, the variety of infants born in Japan dropped by over 25% as parents tried to keep away from the stigma of getting a daughter born in the hinoeuma year. A 2005 Gallup ballot and a 2009 survey by the Pew Research Center reported that 25% of US adults consider in astrology.

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<p lang="en" dir="ltr">A prof of computer science once explained to me that CS is easier than physics because CS has conference deadlines and this &quot;breaks time translation symmetry&quot;, making it easier for CS people to focus creatively.

This is almost the same argument, but for astrology😀</p>— Michael Nielsen (@michael_nielsen) April 17, 2021
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Among both Greeks and Romans, Babylonia became so identified with astrology that 'Chaldean knowledge' grew to become synonymous with divination using planets and stars. The 1st century BCE Egyptian Dendera Zodiac shares two signs – the Balance and the Scorpion – with Mesopotamian astrology. Sixtus IV was the first Catholic pope to draw and interpret a horoscope, Leo X and Paul III at all times relied on astrologers for advice whereas Julius II has chosen his coronation date astrologically. Astrocartography is one technique of locational astrology which claims to determine varying life circumstances by way of differences in geographic location.

<h3>Chinese And East Asian</h3>

Mercury feels proper at residence in Gemini, one of many signs that it guidelines. We are likely to take more pleasure in gaining a superficial knowledge of many subjects rather than dig deep into anybody subject. We are especially astute in terms of arguing or making a degree. A Venus-Jupiter quintile conjures up cooperation in conditions that call for it. We extra readily and naturally give each other the good thing about the doubt.

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" width="303px" alt="Astrology" />

Here is your first downside - There isn't any salvation “without doing a lot”. This is the principle downside with approach to chart readings – everybody has to place up a powerful effort to vary issues in their lives. Mayan astrology is predicated on the Mayan calendar and it's one of the forward-pondering sorts of astrology. The Mayan calendar or Tzolkin relies on the intangible energy of the cosmos and the evolution of creation.

<h2>Astrology Techniques</h2>

The fourteenth-century English poets John Gower and Geoffrey Chaucer each referred to astrology in their works, together with Gower's Confessio Amantis and Chaucer's The Canterbury Tales. Chaucer commented explicitly on astrology in his Treatise on the Astrolabe, demonstrating personal data of 1 space, judicial astrology, with an account of the way to discover the ascendant or rising signal. On February 2011, the Bombay High Court reaffirmed astrology's standing in India when it dismissed a case that challenged its standing as a science. Many astrologers claim that astrology is scientific, whereas some have proposed standard causal agents similar to electromagnetism and gravity. Scientists reject these mechanisms as implausible since, for example, the magnetic subject, when measured from Earth, of a large however distant planet similar to Jupiter is way smaller than that produced by ordinary household appliances.

<ul>
<li>And the deeper you go into the research of astrology the more complex it gets.</li>
<li>However, the mathematical a part of astrology can also be thought-about to be a science because it requires an understanding of astronomy and arithmetic.</li>
<li>It uses the tropical zodiac, which is aligned to the equinoctial factors.</li>
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It can even jog our recollections in an uplifting and enriching means. While we may not act out of character now, we are susceptible to creating decisions that might seem unusual to others. Follow your heart and you can break stale habits holding you back.

People can speak and listen and are always in relationship. • While making love, ask a partner to sync up your respiratory and be part of you in visualizing the identical elegant picture. I invite you to write down down temporary descriptions of the five most enjoyable moments you've got ever skilled in your life. Let your imagination dwell lovingly on these memories for, say, 20 minutes.

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