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Her moon is on her north node of destiny, which suggests that she was destined for fame. ... This spring brings a fortunate Jupiter transit for Kate, with her Jupiter opposition starting in April ...
A Square or Quartile (abbreviated as "SQr or Squ") is an angle of 90°, which is 1 ⁄ 4 of the 360° ecliptic or 1 ⁄ 2 an opposition (180°). Depending on the involved planets, an orb of 5-10° is allowed. [14] Typically, with a Square, Trine or Sextile, the outer or superior planet has an effect on the inner or inferior planet. A Square ...
Phobos transits the Sun, as viewed by the Perseverance rover on 2 April 2022. In astronomy, a transit (or astronomical transit) is the passage of a celestial body directly between a larger body and the observer. As viewed from a particular vantage point, the transiting body appears to move across the face of the larger body, covering a small ...
The glyph of the Semi-Square under the glyph of the Square, implying the sum of them both. Also known as the sesquisquare, square-and-a-half, and trioctile. Biquintile: Q 2: Q 2: U+0051 U+00B2: 144° 5/2 bQ: bQ: U+0062 U+0051: ±: U+00B1 Quincunx ⚻ U+26BB: 150° 12/5: Five signs apart The intersecting lines from the inner angles of the lower ...
Transit: Jupiter conjunct Uranus in Taurus. When: April 20. Who This Impacts the Most: Taurus, Sagittarius, Pisces. A major theme that’s been brewing since May 2023 culminates on April 20 when ...
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The next time a mutual planetary transit or occultation will happen (as seen from Earth) will be on 22 November 2065 at about 12:43 UTC, when Venus near superior conjunction (with an angular diameter of 10.6") will transit in front of Jupiter (with an angular diameter of 30.9"); however, this will take place only 8° west of the Sun, and will therefore not be visible to the unaided/unprotected ...
Jupiter will not give his full exaltation effects when he is posited in a Nakshatra besides Pushya although he is still generally exalted in the sign of Cancer. Furthermore, each Nakshatra is divided into four sections, also called pāda , and when taking 13°20′/4 results in a precise arc of 3°20′ per pāda.