| सुबह 7:45 इस पृष्ठ पर प्रयुक्त | स्थानीय माध्य समय (UTC+4:38) | कर्क | आश्लेषा, पाद 4 | तुला | B. V. Raman's Notable Horoscopes (chart No. 41) gives 7:45 a.m. local mean time without saying where it came from. It sits close to the oldest printed chart we found, Maurice Wemyss's in The Wheel of Life, which puts 2 degrees of Scorpio on the ascendant (about 07:35 local mean time) and appears to cite Modern Astrology, May 1924. A documentary commentary on his life says only that he was born in the morning. |
| सुबह 7:08 | स्थानीय माध्य समय (UTC+4:38) | कर्क | आश्लेषा, पाद 4 | तुला | Astrotheme (07:08, contributor Isaac Starkman, marked as rectified from an approximate time) and Astro-seek. By our calculation it equals sunrise at Porbandar (05:51 LMT, upper limb) plus 1 h 16 m 48 s, which is 3 ghatikas 12 palas, the way an Indian horoscope records the hour. |
| सुबह 7:09 | स्थानीय माध्य समय (UTC+4:38) | कर्क | आश्लेषा, पाद 4 | तुला | Attributed to a collection cited as 'Notable Nativities' No. 242, which has not been checked; the same sunrise-plus-1 h 16 m 48 s figure with the Sun's center on the horizon. |
| सुबह 7:12 | स्थानीय माध्य समय (UTC+4:38) | कर्क | आश्लेषा, पाद 4 | तुला | Grahaguru (Indian astrology site), labeled IST, no source given; it matches the same sunrise-plus-1 h 16 m 48 s figure with the Hindu sunrise (Sun's center, no refraction, 05:55 LMT), so it is probably local time mislabelled. |
| सुबह 7:33 | स्थानीय माध्य समय (UTC+4:38) | कर्क | आश्लेषा, पाद 4 | तुला | Attributed to Marc Edmund Jones, The Sabian Symbols in Astrology, chart No. 367, which has not been checked; it gives about 1 degree Scorpio rising, close to Wemyss's 2 degrees Scorpio. |
| सुबह 8:36 | भारतीय मानक समय (UTC+5:30) | कर्क | आश्लेषा, पाद 4 | तुला | AstroSage (08:36:19, citing Kundli Sangraha by Bhat; the page states time zone 5.5, i.e. IST, at 69°40' E), repeated by AAPS ('Regional Standard Time') and Agyat; 08:36:19 IST at that longitude is 07:44:59 local mean time, and the lagna these sites show (about 14 degrees Libra sidereal) fits it, so this is Raman's 07:45 LMT restated in IST. |
