HinduCalendar.in New Delhi
Friday, 2 October 2093

โ† What matters on this day ยท Today's panchang

Panchang

New Delhi ยท Pramadeecha samvatsara ยท Shaka 2015 ยท change location

The five limbs

Dwadashi until 6:42 AM
Shatabhisha 1 until 1:57 AM, Oct 03
Shula until 5:44 PM
Balava
Shukravara

The lunar month

MonthAshwin (Amanta)
Shukla Paksha
Lunar day12
2015
AyanaDakshinayanam
RituVarsha

Your setting is purnimanta reckoning. The same dark fortnight carries a different month name in the two systems. Why โ†’

Sun and Moon

Sunrise6:18 AM
Sunset6:01 PM
Moonrise4:35 PM
Moonset3:26 AM
Moon rashiKumbha (Aquarius)
Sun rashiKanya (Virgo)

Auspicious periods

11:46 AM โ€“ 12:33 PM
Brahma Muhurta4:42 AM โ€“ 5:30 AM
Amrit Kalam9:38 AM โ€“ 11:07 AM
Vijaya Muhurta10:13 AM โ€“ 10:59 AM
Godhuli Muhurta5:58 PM โ€“ 6:28 PM
11:46 PM โ€“ 12:34 AM

Periods to avoid

10:42 AM โ€“ 12:10 PM
3:05 PM โ€“ 4:33 PM
7:46 AM โ€“ 9:14 AM
10:59 AM โ€“ 12:33 PM, 2:54 PM โ€“ 4:27 PM
Varjyam5:03 PM โ€“ 6:32 PM
โ€” day and night

Day

  • Shubh 6:18 AM โ€“ 7:46 AM (auspicious, Jupiter)
  • Rog 7:46 AM โ€“ 9:14 AM (inauspicious, Mars)
  • Udveg 9:14 AM โ€“ 10:42 AM (inauspicious, Sun)
  • Char 10:42 AM โ€“ 12:10 PM (good, Venus)
  • Labh 12:10 PM โ€“ 1:37 PM (auspicious, Mercury)
  • Amrit 1:37 PM โ€“ 3:05 PM (best, Moon)
  • Kaal 3:05 PM โ€“ 4:33 PM (inauspicious, Saturn)
  • Shubh 4:33 PM โ€“ 6:01 PM (auspicious, Jupiter)

Night

  • Labh 6:01 PM โ€“ 7:33 PM (auspicious, Mercury)
  • Amrit 7:33 PM โ€“ 9:05 PM (best, Moon)
  • Kaal 9:05 PM โ€“ 10:37 PM (inauspicious, Saturn)
  • Shubh 10:37 PM โ€“ 12:10 AM (auspicious, Jupiter)
  • Rog 12:10 AM โ€“ 1:42 AM (inauspicious, Mars)
  • Udveg 1:42 AM โ€“ 3:14 AM (inauspicious, Sun)
  • Char 3:14 AM โ€“ 4:46 AM (good, Venus)
  • Labh 4:46 AM โ€“ 6:18 AM (auspicious, Mercury)
โ€” planetary hours
Special yogas today
  • Pushkara Yoga โ€” Auspicious tithi for good works
  • Siddha Yoga โ€” Day favorable for accomplishments

Calculated with the DailyWorks drik-siddhanta panchanga engine, Lahiri (Chitrapaksha) ayanamsa. How these values are derived, and what we do when sources disagree โ†’