Vedic Birth Chart Analysis
Lord Sands
Lord Sands Kundli, Birth Chart Analysis
Virgo (Kanya) Lagna · Libra (Tula) Moon · Chitra Nakshatra
Birth Date
Oct 18, 1857
Birth Time
10:15:0
Birth Place
02 W 39 53 N 03
Lagna (Ascendant)
Virgo (Kanya)
कन्या लग्न
Moon Sign
Libra (Tula)
तुला राशि
Nakshatra
Chitra
चित्रा
Sun Sign
Libra (Tula)
Kundli Overview
Lord Sands's Virgo (Kanya) lagna places Mercury as the ruling planet of identity and life-direction. The Moon transits Libra in Chitra nakshatra (Mars-ruled) in the 1st house, activating themes of self, identity, body. The Sun in Libra sits in the 1st house, governing self, identity, body from the soul-purpose dimension. Together these placements form the structural template that classical Jyotish reads to understand Lord Sands's career arc, public role, and characteristic life patterns. Birth data sourced from astrosage.com (rating: Reference (R)); chart positions computed independently using Lahiri ayanamsha and Swiss Ephemeris.
Key Yogas & Planetary Combinations
- 01Budhaditya Yoga (Sun-Mercury conjunction in same house): sharp intellect and articulation
- 02Chandra-Mangal Yoga (Moon-Mars conjunction): wealth-through-courage signature
Success Factors
- 01Detailed predictive analysis available via paid consultation
- 02Chart positions computed independently using Lahiri ayanamsha
Challenges & Shadow Themes
- 01Birth-time accuracy: Reference (R); lagna may shift with rectification
Frequently Asked Questions
What is Lord Sands's lagna?
Lord Sands's lagna is Virgo (Kanya), with Mercury as lagna lord per Lahiri ayanamsha computation from birth data Oct 18, 1857, 10:15:0, 02 W 39 53 N 03.
What is Lord Sands's moon sign and nakshatra?
Moon is in Libra (Tula) in Chitra nakshatra (Mars-ruled).
What is Lord Sands's sun sign?
Sun is in Libra (Tula) in the 1st house, governing self, identity, body.
How accurate is the chart given birth-time uncertainty?
Birth-time accuracy is unverified (Reference (R) rating). Lagna and house cusps may shift if exact time is rectified; Sun, Moon, and slow planets remain stable across ±2 hour corrections.
This analysis is based on publicly available birth data and classical Vedic principles.