ARGOLI (11)

Henry III

 (19 September 1551 – 2 August 1589; born Alexandre Édouard de France, Polish: Henryk Walezy, Lithuanian: Henrikas Valua) was King of the Polish-Lithuanian Commonwealth from 1573 to 1575 and King of France from 1574 until his death. He was the last French monarch of the House of Valois.

In 1589, Jacques Clément, a Catholic fanatic, murdered Henry III. He was succeeded by the King of Navarre who, as Henry IV, assumed the throne of France after converting to Catholicism, as the first French king of the House of Bourbon.

 

[Argoli, DDC, 170 - Junctinus, 683a]

I)- natal chart

• ASC LEO, ruler SU (cadent, III - can't be hyleg)
• MC ARIES, ruler MA (IV)
• opposition MO-VE and quadrature SA
• ME opposition MC
• SA R

Morinus gives  JU for ALMUTEN and ALCOCODEN seems to be MO. Observe the conjunction between ALGOL and MO.
We find 3 points detrimental : SU, VE and MA.

- HYLEG ASC (?), MO (?)
- ANAERETA SA (MA)

II)- primary directions

A)- 1573 :

Following the death of the Polish ruler Sigismund II Augustus on 7 July 1572, Jean de Monluc was sent as the French envoy to Poland to negotiate the election of Henry to Polish throne in exchange for military support against Russia, diplomatic assistance in dealing with the Ottoman Empire, and financial subsidies.
On 16 May 1573, Polish nobles chose Henry as the first elected monarch of the Polish-Lithuanian Commonwealth. The Lithuanian nobles boycotted this election, however, and it was left to the Lithuanian ducal council to confirm his election Thus the Commonwealth elected Henry, rather than Habsburg candidates, partly in order to be more agreeable to the Ottoman Empire (a traditional ally of France through the Franco-Ottoman alliance) and strengthen a Polish-Ottoman alliance that was in effect.

1)-VE conj MA

- parameters

direction	promissor	significator
C VE conj. MA	conj. MA	VE
long	207,44 S W	230,44 S W
lat	0,080	-2,447
AR	205,494	227,294
dec	-10,512	-20,257
ha	-3,380	-3,760
OA	217,550	251,841
dom Campa	106,759	125,380
dom Regio	101,310	115,250
Dom Placidus	102,044	117,859
pôle Regio	12,449	25,649
pôle Campa	12,449	25,649
Pôle Placidus	8,628	19,712
DM D|N	D |166,343 - N |13,657	D |144,542 - N |35,46
DA pôle D|N	D |25,73 - N |1,613	D |54,209 - N |7,598
DA	12,057	24,547
SA D|N	D |77,94 N |102,06	D |65,45 N |114,55
D Horiz	115,71	79,09
Htd*	17,009	10,909
DH**	0,803	3,250
TS	11,836	0:47:20,733
lat geo,	48,383
eclip	23,495
birth year	1551
event year	1573
*  temporal hour (= 1/6e Sad)	** horary distance, (= mundane positions, see Giuseppe Bezza)

- results

2)- MO opp MA

- parameters

direction	promissor	significator
C MO opp. MA	opp. MA	MO
long	207,44 S W	229,36 S W
lat	0,080	4,988
AR	205,494	228,286
dec	-10,512	-12,805
ha	-3,380	-3,778
OA	217,550	243,110
dom Campa	106,759	130,156
dom Regio	101,310	119,265
Dom Placidus	102,044	121,295
pôle Regio	12,449	28,823
pôle Campa	12,449	28,823
Pôle Placidus	8,628	21,568
DM D|N	D |166,343 - N |13,657	D |143,55 - N |36,45
DA pôle D|N	D |25,73 - N |1,613	D |28,307 - N |5,155
DA	12,057	14,824
SA D|N	D |77,94 N |102,06	D |75,18 N |104,82
D Horiz	115,71	68,37
Htd*	17,009	12,529
DH**	0,803	2,909
TS	11,836	0:47:20,733
lat geo,	48,383
eclip	23,495
birth year	1551
event year	1573
*  temporal hour (= 1/6e Sad)	** horary distance, (= mundane positions, see Giuseppe Bezza)

- results

 We find 2 mundane DP (Placidus and Regio-Campa) and 2 fictitious (AR and Symb).

3)- MA conj SU

- parameters

 

direction	promissor	significator
C MA conj. SU	conj. SU	MA
long	184,9 S E	207,44 S W
lat	0,000	0,080
AR	184,496	205,494
dec	-1,952	-10,512
ha	-3,013	-3,380
OA	186,695	217,550
dom Campa	79,423	106,759
dom Regio	82,930	101,310
Dom Placidus	82,835	102,044
pôle Regio	7,888	12,449
pôle Campa	7,888	12,449
Pôle Placidus	5,122	8,628
DM D|N	D |172,66 - N |7,34	D |166,343 - N |13,66
DA pôle D|N	D |4,323 - N |0,175	D |25,73 - N |1,613
DA	2,198	12,057
SA D|N	D |87,8 N |92,2	D |77,94 N |102,06
D Horiz	84,86	88,4
Htd*	15,366	12,991
DH**	-0,478	1,051
TS	11,836	0:47:20,733
lat geo,	48,383
eclip	23,495
birth year	1551
event year	1573
*  temporal hour (= 1/6e Sad)	** horary distance, (= mundane positions, see Giuseppe Bezza)

- results

Observe that in this region of the zodiac, close to the axis MC-IC, we find more directions in AR, which is perfectly normal. (Here : 2 DP and 2 fictitious AR and symb).

4)- // VE conj IC

This arc must be direct, because the direction occurs with the axis.

- parameters

direction	promissor	significator
// VE conj. MC	conj. MC	VE
long	192,87 S E	167,92 S E
lat	0,000	0,000
AR	191,836	168,891
dec	-5,095	4,788
ha	-3,142	-2,741
OA	197,597	174,301
dom Campa	90,000	54,620
dom Regio	90,000	64,750
Dom Placidus	90,000	65,587
pôle Regio	0,000	25,649
pôle Campa	0,000	25,649
Pôle Placidus	0,000	17,002
DM D|N	D |180 - N |0	D |157,055 - N |22,95
DA pôle D|N	D |12,309 - N |0	D |8,906 - N |1,467
DA	5,761	5,41
SA D|N	D |84,24 N |95,76	D |95,41 N |84,59
D Horiz	95,76	61,64
Htd*	15,96	15,902
DH**	0,000	-1,443
TS	11,836	0:47:20,733
lat geo,	48,383
eclip	23,495
birth year	1551
event year	1573
*  temporal hour (= 1/6e Sad)	** horary distance, (= mundane positions, see Giuseppe Bezza)

 - results

Here, we see that the AR fictitious direction gives the same result as the DP. It is correct because the IC (MC) is involved in the ray. The true ficitious direction is the Symbolic ray in this special case.

B)- 1589 : exitus

On 1 August 1589, Henry III lodged with his army at Saint-Cloud, and was preparing to attack Paris, when a young fanatical Dominican friar, Jacques Clément, carrying false papers, was granted access to deliver important documents to the king. The monk gave the king a bundle of papers and stated that he had a secret message to deliver. The king signalled for his attendants to step back for privacy, and Clément whispered in his ear while plunging a knife into his abdomen. Clément was then killed on the spot by the guards.
At first, the king's wound did not appear fatal, but he enjoined all the officers around him, in the event that he did not survive, to be loyal to Henry of Navarre as their new king. The following morning, the day that he was to have launched his assault to retake Paris, Henry III died.

1)- MO-VE conj MC

Once again, we notice that a particular formation in a theme (here an opposition MO-VE) can coincide first with a favorable event (in the case of Henry III a coronation) then some time later, with another paroxysmal event (assassination). This is a typical case of inversion in astrology.

- parameters

direction	promissor	significator
C MO conj. MC	conj. MC	MO
long	12,87 N W	50,59 N E
lat	0,000	-4,988
AR	11,836	49,505
dec	5,095	13,129
ha	0,000	-0,657
OA	17,597	64,726
dom Campa	270,000	311,117
dom Regio	270,000	300,102
Dom Placidus	270,000	302,219
pôle Regio	0,000	29,447
pôle Campa	0,000	29,447
Pôle Placidus	0,000	22,153
DM D|N	D |0 - N |180	D |37,668 - N |142,33
DA pôle D|N	D |0 - N |12,309	D |5,449 - N |28,972
DA	5,761	15,221
SA D|N	D |95,76 N |84,24	D |105,22 N |74,78
D Horiz	95,76	67,55
Htd*	15,96	12,463
DH**	0,000	3,022
TS	11,836	0:47:20,733
lat geo,	48,383
eclip	23,495
birth year	1551
event year	1589
*  temporal hour (= 1/6e Sad)	** horary distance, (= mundane positions, see Giuseppe Bezza)

- results

See precedent remark about the occurrence of Symb dir. The arc is exactly :

D = AR(MO) - TS = 49.5° - 11.836° = 37,668°. (It is always a direct arc).

2)-  MA # MO

Campanus

It is a converse arc.
- compute Campanus mundane #MO : 57.29°
- Campanus Lz(mundane #MO) =  169.7° VIRGO

- parameters

direction	promissor	significator
C MA # MO	# MO	MA
long	169,71 S E	207,72 S W
lat	4,988	-0,080
AR	172,525	205,699
dec	8,668	-10,761
ha	-2,805	-3,384
OA	182,406	218,052
dom Campa	57,183	106,934
dom Regio	66,815	101,432
Dom Placidus	68,307	102,189
pôle Regio	23,902	12,577
pôle Campa	23,902	12,577
Pôle Placidus	15,248	8,734
DM D|N	D |160,689 - N |19,311	D |166,138 - N |13,86
DA pôle D|N	D |15,897 - N |2,382	D |26,433 - N |1,673
DA	9,881	12,354
SA D|N	D |99,88 N |80,12	D |77,65 N |102,35
D Horiz	60,81	88,49
Htd*	13,353	12,941
DH**	-1,446	1,071
TS	11,836	0:47:20,733
lat geo,	48,383
eclip	23,495
birth year	1551
event year	1589
*  temporal hour (= 1/6e Sad)	** horary distance, (= mundane positions, see Giuseppe Bezza)

- results

2 DP Placidus. 1 Symb.

Placidus

Placidus mundane #MO = 61.56°
Placidus L(z) #MO = 163.096° VIR (with lat + 2.012°)

analysis

Here, we have the analysis uniquely for the Placidus # arc.

result
zodiacal

mundane

D --> M D Placidus 1/EQU orb -0.12.
We don't take care of the MO proper motion, because the promissor is MA.

3)-MO # MA

We have here a mirror direction. Mirror rays are, in my opinion, very important to determine in a theme, especially when they engage planets in a mundane direction (here #).

- compute mundane Campanus #MA = 253.07°
- Lz (#MA) = 0.405° ARIES

- parameters

direction	promissor	significator
C MO # MA	# MA	MO
long	1,64 N W	49,36 N E
lat	-0,080	-4,988
AR	1,533	48,286
dec	0,579	12,805
ha	0,180	-0,636
OA	2,186	63,110
dom Campa	254,859	310,156
dom Regio	259,812	299,265
Dom Placidus	259,771	301,295
pôle Regio	11,260	28,823
pôle Campa	11,260	28,823
Pôle Placidus	7,291	21,568
DM D|N	D |10,303 - N |169,697	D |36,45 - N |143,55
DA pôle D|N	D |0,074 - N |1,239	D |5,155 - N |28,307
DA	0,652	14,824
SA D|N	D |90,65 N |89,35	D |104,82 N |75,18
D Horiz	80,35	68,37
Htd*	15,109	12,529
DH**	0,682	2,909
TS	11,836	0:47:20,733
lat geo,	48,383
eclip	23,495
birth year	1551
event year	1589
*  temporal hour (= 1/6e Sad)	** horary distance, (= mundane positions, see Giuseppe Bezza)

- results

The computation of this arc implies a direct direction that will allow me to say a word on how to find a zodiacal longitude of a directed point. For that, I will refer essentially to the works of Max Duval [les moyens de pronostic en astrologie, Ed. Trad., 1986, pp. 48-49].

Find the L(z) of a progressed point, for instance the #MA.
- L(z) = 0.405°
- compute the rise of this pf :

L(ASC/MA) = -cos(ts')/(tan(l')*sin(w)+cos(w)*sin(ts'))

where :
- ts' =  ts ± B + arc_life (± : [-] if the planet is X, XI, XII or IV, V, VI ; [+] otherwise)

•  ts = sidereal time (11.836°)
• B = diurnal semi-circle of the promissor point (#MA) corresponding to a pole horizon p (l ') - fixed point position circle (B = -tan(p)*tan(dec_pm), where pf = 28.82° and dec = 12.8°
• arc_life = 1589-1551 = 38° (PTO)

- l' = pole of MO (28.82°)
- w = ecliptic

L(ASC/MA) = 51.09° TAURUS (MO = 50.6°, with proper luna motion. Diff MO-L(ASC/MA) = 0.49°).

For the ray, Morinus find C Campanus = 37.656° and we find D = 37.649°.

4)- SA //MO

- find the Campanus mundane //MO =229.84°
- compute L(z) //MO = 344.69° PISCES

 - parameters

direction	promissor	significator
C SA // MO	// MO	SA
long	315,57 N W	343,46 N W
lat	-1,359	-4,988
AR	318,469	346,716
dec	-17,502	-11,117
ha	-5,352	-5,845
OA	339,261	359,495
dom Campa	191,313	226,949
dom Regio	196,763	238,183
Dom Placidus	200,600	240,723
pôle Regio	47,145	30,687
pôle Campa	47,145	30,687
Pôle Placidus	41,213	20,250
DM D|N	D |53,367 - N |126,633	D |25,12 - N |154,88
DA pôle D|N	D |16,033 - N |23,765	D |4,157 - N |19,257
DA	20,792	12,779
SA D|N	D |69,21 N |110,79	D |77,22 N |102,78
D Horiz	15,84	102,34
Htd*	11,535	12,87
DH**	4,627	1,952
TS	11,836	0:47:20,733
lat geo,	48,383
eclip	23,495
birth year	1551
event year	1589
*  temporal hour (= 1/6e Sad)	** horary distance, (= mundane positions, see Giuseppe Bezza)

- results

1 C Regio-Campa :

SA is rising at D = 342.65 (for arc = 38° PTO) with diff D(SA)-//MO = -0.8°

We find also 1 dir Goldmayer Placidus (fictitious).