mercredi 28 février 2018

WW (Worsdale 203)

WW Worsdale 203


Born in the city of Lincoln, March 11th, 1802, 20h 12 PM and died on the 2nd of June 1823, aged twenty-one years, two months and twenty-one days. [Celestial philosophy, 200].


I. Natal chart


Ruler of ASC in VE. ME is infortunate (PIS) and SU, ME and VE are cadent. The ALMUTEN, according to Ibn-Ezra and Omar, is VE. In mundane chart, we find #MO-ME and //MO-SA.



II. Primary directions


A. VE conj MA




1. parameters


2. analysis

3. result
zodiacal




mundane



D --> Z D Regio-Campa 1/AR orb -0.38.

B. □MO conj SA



Here, we have a mundane □MO which has the particularity oh having 27.87° of equator ! This is, naturally, because of the Campanus system... It is very interesting because we can test in this case two systems of latitude. The so-called 'deutsch system' (H.J. Gouchon talks about in his 'L'Horoscope annuel simplifié' (Dervy-Livres, 1973) and the system recommended by Max Duval (the converse mundane directions).

1. compute mundane □MO
- MO campanus domitude = 35.51° without latitude (the latitude of MO = + 5.169°).
- if we take the system of Max Duval, we have MO = 23.36° (with lat + 5.169).
L(z) □MO = 121.65° LEO.
- if we take the other system, we must therefore compute separately the latitude according to :

l(z) = DEGRES(ATAN(COS(RADIANS(delta))*TAN(RADIANS(lat_m))))

where delta is the distance between MO and the ray. In zodiaco, this distance is 90°. In mundo, here, the distance is L(MO) - L(□MO) = 27.87°. and lat_m : l(z) = 4.53°.
So L(z) □MO = 122.29° LEO.

There is a 3rd system, commented and criticized by Morin de Villefranche, passim Bianchini (Astrologia Gallica, book 16, p.21 and sq., trans. by James Holden, 2008). Max Duval talks a lot about this system in 'Les Moyens de pronostic en astrologie' (Ed. Traditionnelles, 1985).

2. parameters with □MO 121.65°

3. analysis

4. result
zodiacal





mundane



D --> M D Regio-Campa EQU orb -0.18.

It is a converse direction : you must imagine that SA is 'carried' to □MO. But it is only an impression.







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