Divisional charts (vargas)
Chaturvimsamsa (D24) in Vedic astrology
Updated
Chaturvimsamsa: how the API computes it
The chaturvimsamsa, D24, splits each sign into 24 parts of 1 degree 15 minutes. Each planet moves to the sign of its part. Tradition reads it for education and learning. So it is the chart to look at when a user asks about studies, degrees or skill in a subject.
In the API's signifies field it reads education and learning. POST /v1/chart/D24 gives the D24 sign and house of the ascendant (rising sign) and each planet. They are counted by VG-02 and VG-03.
A common way to use it starts with the 4th and 5th houses of D1, the birth chart. Then look at how Mercury and Jupiter are placed in D24. They are the planets tradition ties to learning.
With parts of 1.25 degrees, this chart changes quickly with the birth time. If the time is uncertain, give the user a short answer and an honest warning. Do not give a long reading based on a time you cannot trust.
Get it from the API
POST /v1/chart/D24
# John Doe, born Aug 15, 1990, 10:30 AM, New York
curl -X POST "https://apiforastrology.com/api/astrology/v1/chart/D24" \
-H "Authorization: Bearer $ASTROLOGY_API_KEY" \
-H "Content-Type: application/json" \
-d '{"year":1990,"month":8,"day":15,"hour":10,"minute":30,"second":0,"latitude":40.7128,"longitude":-74.006,"timezone":"America/New_York"}'Where the API returns it
| POST | /v1/chart/{division} | Any of the 16 divisional charts (D1 to D60) |
| GET | /v1/meta | Supported options and limits |
Feature page: Kundli and birth charts. Who uses it: Astrologer consultation platforms. The classical rules the API follows are in the rulebook.
How we check the numbers
Every value here starts from planet positions worked out from NASA JPL planet data (DE440). We test them against NASA JPL Horizons, NASA's planet position service. On 25,571 positions from 1850 to 2149, the Sun and planets agree within 0.001 arc seconds. The Moon agrees within 0.011. On 2,000 random birth charts, the rising sign agrees with Swiss Ephemeris within 0.004 arc seconds. An arc second is 1/3,600 of a degree. A practicing astrologer reviews the rules behind these answers. See how we test.
Related terms
Astrology API
Get these values from the API
Create a free test key and call any endpoint on this page. Or try a request in the API reference first.
Your first answer
John Doe, New York
- RisingVirgoHast
- SunCancerAshlesha
- MoonTaurusMrigashira
- MarsAriesKrittika
Real API output. A free test key gets the same answer.
01
Test key: 1,000 test calls a month to build with
02
Free plan: 2,000 live calls a month, no card needed
03
Open rules: every rule is published, so you can check any answer