HinduCalendar.in New Delhi
Friday, 4 October 2013

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

Panchang

New Delhi ยท Vijaya samvatsara ยท Shaka 1935 ยท change location

The five limbs

Chaturdashi until 6:37 AM
Uttara Phalguni 3 until 3:51 PM
Brahma until 1:59 AM, Oct 05
Shakuni
Shukravara

Vrats and observances โ€” the recurring fasting days and their next dates โ†’

The lunar month

MonthBhadrapada (Amanta)
Krishna Paksha
Lunar day29
1935
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

Sunrise6:19 AM
Sunset5:59 PM
Moonrise5:22 AM
Moonset5:41 PM
Moon rashiKanya (Virgo)
Sun rashiKanya (Virgo)

Auspicious periods

11:46 AM โ€“ 12:33 PM
Brahma Muhurta4:43 AM โ€“ 5:31 AM
Amrit Kalam5:03 PM โ€“ 6:41 PM
Vijaya Muhurta10:12 AM โ€“ 10:59 AM
Godhuli Muhurta5:56 PM โ€“ 6:26 PM
11:45 PM โ€“ 12:33 AM

See today's muhurat windows together โ†’

Periods to avoid

10:42 AM โ€“ 12:09 PM
3:04 PM โ€“ 4:32 PM
7:47 AM โ€“ 9:14 AM
10:59 AM โ€“ 12:33 PM, 2:53 PM โ€“ 4:26 PM
Varjyam10:45 PM โ€“ 12:23 AM
โ€” day and night

Day

  • Shubh 6:19 AM โ€“ 7:47 AM (auspicious, Jupiter)
  • Rog 7:47 AM โ€“ 9:14 AM (inauspicious, Mars)
  • Udveg 9:14 AM โ€“ 10:42 AM (inauspicious, Sun)
  • Char 10:42 AM โ€“ 12:09 PM (good, Venus)
  • Labh 12:09 PM โ€“ 1:37 PM (auspicious, Mercury)
  • Amrit 1:37 PM โ€“ 3:04 PM (best, Moon)
  • Kaal 3:04 PM โ€“ 4:32 PM (inauspicious, Saturn)
  • Shubh 4:32 PM โ€“ 5:59 PM (auspicious, Jupiter)

Night

  • Labh 5:59 PM โ€“ 7:32 PM (auspicious, Mercury)
  • Amrit 7:32 PM โ€“ 9:04 PM (best, Moon)
  • Kaal 9:04 PM โ€“ 10:37 PM (inauspicious, Saturn)
  • Shubh 10:37 PM โ€“ 12:09 AM (auspicious, Jupiter)
  • Rog 12:09 AM โ€“ 1:42 AM (inauspicious, Mars)
  • Udveg 1:42 AM โ€“ 3:14 AM (inauspicious, Sun)
  • Char 3:14 AM โ€“ 4:47 AM (good, Venus)
  • Labh 4:47 AM โ€“ 6:19 AM (auspicious, Mercury)
โ€” planetary hours

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