FY9/Sun conjunction

>>Heinrich Rudolf Hertz (February 22, 1857 – January 1, 1894) was the German physicist and mechanician for whom the hertz, an SI unit, is named. In 1888, he was the first to satisfactorily demonstrate the existence of electromagnetic waves by building an apparatus to produce and detect VHF or UHF radio waves. Another of his important contributions was to the field of contact deformation and mechanics.

Heinrich Rudolf Hertz was born in Hamburg, Germany on February 22, 1857, into a prosperous and cultured Hanseatic family. His father, Gustav Ferdinand Hertz, was a barrister and later a senator. His mother was the former Anna Elisabeth Pfefferkorn. He had three younger brothers and one younger sister.

While studying at the University of Hamburg, he showed an aptitude for sciences as well as languages, learning Arabic and Sanskrit. He studied sciences and engineering in the German cities of Dresden, Munich and Berlin where he studied under Gustav R. Kirchhoff and Hermann von Helmholtz.

In 1880, Hertz obtained his PhD from the University of Berlin; and remained for post-doctoral study under Helmholtz.

In 1883, Hertz took a post as a lecturer in theoretical physics at the University of Kiel.

In 1885, Hertz became a full professor at the University of Karlsruhe where he discovered electromagnetic waves.

Hertz had always had a deep interest in meteorology probably derived from his contacts with Wilhelm von Bezold (he was Hertz's professor in a laboratory course at the Munich Polytechnic in the summer of 1878). Hertz, however, did not contribute much to the field himself except for some early article as an assistant to Helmholtz in Berlin, including research on the evaporation of liquids, a new kind of hygrometer, and a graphical means of determining the properties of moist air when subjected to adiabatic changes.

In 1881–1882, Hertz published two articles on what was to become known as the field of contact mechanics. Hertz is well known for his contributions to the field of electrodynamics (see below) however most papers that look into the fundamental nature of contact cite his two papers as a source for some important ideas. Boussinesq published some critically important observations on Hertz's work, nevertheless establishing this work on contact mechanics to be of immense importance. His work basically summarises how two axi-symmetric objects placed in contact will behave under loading, he obtained results based upon the classical theory of elasticity and continuum mechanics. The most significant failure of his theory was the neglect of any nature of adhesion between the two solids, which proves to be important as the materials composing the solids start to assume high elasticity. It was natural to neglect adhesion in that age as there were no experimental methods of testing for adhesion.

To develop his theory Hertz used his observation of elliptical Newton's rings formed upon placing a glass sphere upon a lens as the basis of assuming that the pressure exerted by the sphere follows an elliptical distribution. He used the formation of Newton's rings again while validating his theory with experiments in calculating the displacement which the sphere has into the lens. K. L. Johnson, K. Kendall and A. D. Roberts (JKR) used this theory as a basis while calculating the theoretical displacement or indentation depth in the presence of adhesion in their landmark article "Surface energy and contact of elastic solids" published in 1971 in the Proceedings of the Royal Society (A324, 1558, 301-313). Hertz's theory is recovered from their formulation if the adhesion of the materials is assumed to be zero. Similar to this theory, however using different assumptions, B. V. Derjaguin, V. M. Muller and Y. P. Toporov published another theory in 1975, which came to be known as the DMT theory in the research community, which also recovered Hertz's formulations under the assumption of zero adhesion. This DMT theory proved to be rather premature and needed several revisions before it came to be accepted as another material contact theory in addition to the JKR theory. Both the DMT and the JKR theories form the basis of contact mechanics upon which all transition contact models are based and used in material parameter prediction in Nanoindentation and Atomic Force Microscopy. So Hertz's research from his days as a lecturer, preceding his great work on electromagnetism, which he himself considered with his characteristic soberness to be trivial, has come down to the age of nanotechnology.

Electromagnetic research

Hertz helped establish the photoelectric effect (which was later explained by Albert Einstein) when he noticed that a charged object loses its charge more readily when illuminated by ultraviolet light. In 1887, he made observations of the photoelectric effect and of the production and reception of electromagnetic (EM) waves, published in the journal Annalen der Physik. His receiver consisted of a coil with a spark gap, whereupon a spark would be seen upon detection of EM waves. He placed the apparatus in a darkened box in order to see the spark better; he observed, however, that the maximum spark length was reduced when in the box. A glass panel placed between the source of EM waves and the receiver absorbed ultraviolet radiation that assisted the electrons in jumping across the gap.

When removed, the spark length would increase. He observed no decrease in spark length when he substituted quartz for glass, as quartz does not absorb UV radiation. Hertz concluded his months of investigation and reported the results obtained. He did not further pursue investigation of this effect, nor did he make any attempt at explaining how the observed phenomenon was brought about.

Earlier in 1886, Hertz developed the Hertz antenna receiver. This is a set of terminals that is not electrically grounded for its operation. He also developed a transmitting type of dipole antenna, which was a center-fed driven element for transmission UHF radio waves. These antennas are the simplest practical antennas from a theoretical point of view. In 1887, Hertz experimented with radio waves in his laboratory. These actions followed Michelson's 1881 experiment (precursor to the 1887 Michelson-Morley experiment) which did not detect the existence of aether drift, Hertz altered the Maxwell's equations to take this view into account for electromagnetism. Hertz used a Ruhmkorff coil-driven spark gap and one meter wire pair as a radiator. Capacity spheres were present at the ends for circuit resonance adjustments. His receiver, a precursor to the dipole antenna, was a simple half-wave dipole antenna for shortwaves.

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The experimental apparatus used by Heinrich Hertz to produce and detect electromagnetic waves. The coil in the background on the left produces a high voltage, which feeds an antenna, the two rods with the big spheres at the end, via a spark discharge between the two small spheres at the centre of the rods. This antenna is the prototype of what we call today a Hertzian dipole

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Through experimentation, he proved that transverse free space electromagnetic waves can travel over some distance. This had been predicted by James Clerk Maxwell and Michael Faraday. With his apparatus configuration, the electric and magnetic fields would radiate away from the wires as traverse waves. Hertz had positioned the oscillator about 12 meters from a zinc reflecting plate to produce standing waves. Each wave was about four meters. Using the ring detector, he recorded how the magnitude and wave's component direction vary. Hertz measured Maxwell's waves and demonstrated that the velocity of radio waves was equal to the velocity of light. The electric field intensity and polarity was also measured by Hertz.

The Hertzian cone was first described by Hertz as a type of wave-front propagation through various media. His experiments expanded the field of electromagnetic transmission and his apparatus was developed further by others in the history of radio. Hertz also found that radio waves could be transmitted through different types of materials, and were reflected by others, leading in the distant future to radar.

Hertz did not understand the practical importance of his experiments. He stated that,

"It's of no use whatsoever[...] this is just an experiment that proves Maestro Maxwell was right - we just have these mysterious electromagnetic waves that we cannot see with the naked eye. But they are there."

Asked about the ramifications of his discoveries, Hertz replied,

"Nothing, I guess."

His discoveries would later be more fully understood by others and be part of the new "wireless age". In bulk, Hertz' experiments explain reflection, refraction, polarization, interference, and velocity of electric waves.

In 1892, Hertz began experimenting and demonstrated that cathode rays could penetrate very thin metal foil (such as aluminium). Philipp Lenard, a student of Heinrich Hertz, further researched this "ray effect". He developed a version of the cathode tube and studied the penetration by X-rays of various materials. Philipp Lenard, though, did not realize that he was producing X-rays. Hermann von Helmholtz formulated mathematical equations for X-rays. He postulated a dispersion theory before Röntgen made his discovery and announcement. It was formed on the basis of the electromagnetic theory of light (Wiedmann's Annalen, Vol. XLVIII). However, he did not work with actual X-rays.

In 1892, an infection was diagnosed (after a bout of severe migraines) and Hertz underwent some operations to correct the illness. He died of Wegener's granulomatosis at the age of 36 in Bonn, Germany in 1894.

His wife, Elizabeth Hertz (maiden name: Elizabeth Doll) did not marry again. Heinrich Hertz left two daughters, Joanna and Mathilde. Subsequently, all three women left Germany in the 1930's to England, after the rise of Adolf Hitler. Charles Susskind interviewed Mathilde Hertz in the 1960's and he later published a book on Heinrich Hertz. Heinrich Hertz's daughters never married and so he does not have any descendants, according to the book by Susskind.

His nephew Gustav Ludwig Hertz was a Nobel Prize winner, and Gustav's son Carl Hellmuth Hertz invented medical ultrasonography.

The SI unit hertz (Hz) was established in his honor by the IEC in 1930 for frequency, a measurement of the number of times that a repeated event occurs per unit of time (also called "cycles per sec" (cps)). In 1969 (East Germany), there was cast a Heinrich Hertz memorial medal. The IEEE Heinrich Hertz Medal, established in 1987, is "for outstanding achievements in Hertzian waves [...] presented annually to an individual for achievements which are theoretical or experimental in nature". It was adopted by the CGPM (Conférence générale des poids et mesures) in 1964.

A crater that lies on the far side of the Moon, just behind the eastern limb, is named in his honor. The Hertz market for radioelectronics products in Nizhny Novgorod, Russia, is named after him. The Heinrich-Hertz-Turm radio telecommunication tower in Hamburg is named after the city's famous son.

Although Hertz would not have considered himself Jewish, his "Jewish" portrait was removed by the Nazis from its prominent position of honor in Hamburg's City Hall (Rathaus) because of what was construed as having been "Jewish ancestry." Hertz was a Lutheran; and although his father’s family had been Jewish, his father had been converted to Catholicism before marrying. One additional fact gives this historical moment a poignant clarity. By this point in German history, Hertz himself had been dead for 26 years. The painting has since been returned to public display.<<

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DoB: 22/2/1857 Time: 06:00 (+0:40 LMT) GMT Time: 05:20

Location: 10E02 53N34 Hamburg (D)

Category: Scientist

Source: Miscellaneous data collections: Astro-Forschungs-Daten Bd.2, Arno M¸ller, 612 Ber¸hmte M”nner

Astrological Setting (Tropical - Placidus)

RIYAL Sun February 22 1857 UT 5h20m00s Lat53n34 Lon10e02 SORT ALL

Planet	Longitude	Latitude	Declin.	Const.	H.D.	Period	Inclin.	O. Range
Ascend	0Aq07	0n00	20s09	Cap
Bienor	0Aq35	12s20	32s03	Mic	19.7	67	20.7	13.3->19.8
BU48	0Sc40 r	14n10	1n35	Vir	43.8	191	14.3	20.3->46.0
Hylonome	1Le21 r	3s29	16n29	Cnc	20.9	125	4.2	18.9->31.2
Pelion	1Ca30 r	5s08	18n20	Ori	22.7	90	9.4	17.5->22.7
DA62	1Cp34	41s24	64s50	Pav	5.5	21	52.3	4.1->11.2
YQ179	2Ar04	20s01	17s29	Cet	99.9	844	20.9	37.7->140.
Thereus	2Pi12	14n42	3n03	Peg	9.5	38	20.2	8.9->13.7
Radamantus	2Aq43	11s27	30s41	Mic	43.7	244	12.7	33.0->45.1
Elatus	2Cp50	0s04	23s30	Sgr	12.1	45	5.5	7.5->17.9
SB60	2Le54 r	11s03	8n45	Cnc	42.5	272	23.9	37.7->46.4
Okyrhoe	3Ta00	10s45	2n25	Cet	8.3	23	15.8	6.0->10.4
VQ94	3Ar12	53s59	46s48	Phe	137.7	2624	70.0	6.9->373.6
QD112	3Ge34	13n23	34n00	Per	26.2	83	14.5	8.0->30.1
Sun	3Pi35	0n00	10s12	Aqr	1.0	1	0.0
GQ21	3Ge43	10s38	10n27	Tau	90.2	906	13.3	38.7->148.
Moon	3Aq45	4s38	23s49	Cap	1.0	0	5.2
LE31	3Ar53	24s31	20s52	Cet	7.7	23	152.6	4.3->11.9
Pluto	3Ta55	16s19	2s33	Cet	49.2	250	17.1	30.1->49.3
FY9	4Pi02	27s39	35s28	Scl	39.3	310	29.0	38.2->53.4
Midheav	4Sa06	0n00	20s59	Sco
SA278	4Aq20	11n27	8s03	Aql	110.6	894	16.2	33.1->152.
Asbolus	5Ta00	9n43	22n20	Ari	13.5	77	17.6	6.9->29.2
Eris	5Pi15	39s05	45s03	Phe	84.0	560	43.9	38.4->97.5
OO67	5Sc50 r	19n30	4n58	Vir	135.0	13518	20.1	20.4->1114
96PW	5Vi50 r	7n25	16n16	Leo	138.8	3527	30.2	2.4->461.0
GV9	6Ar19	19n12	20n03	Peg	45.2	274	22.0	39.3->45.2
RP120	6Sc28 r	1s59	15s33	Vir	102.6	416	120.1	2.5->108.9
Node	6Ar36 r	0n00	2n37	Psc
Mercury	6Aq56	0n28	18s07	Cap	0.4	0	7.0
Vertex	7Vi02
RN43	7Le03 r	16s46	2n17	Hya	42.1	268	19.3	40.5->42.6
Pylenor	7Ar11	4s08	0s56	Cet	14.3	69	5.5	11.7->21.9
TO66	7Vi20 r	8n19	16n32	Leo	41.7	284	27.5	38.2->48.2
Saturn	7Ca29 r	0s27	22n48	Gem	9.0	30	2.5
Chiron	8Aq15	6n32	11s55	Aqr	14.3	49	7.0	8.4->18.3
Chariklo	8Ta42	22n20	35n22	And	17.6	63	23.4	13.2->18.5
Nessus	8Ca46 r	15n21	38n29	Aur	19.3	122	15.6	11.8->37.4
CF119	9Ar22	18n15	20n25	Peg	95.9	848	19.7	39.2->139.
CY118	9Ta24	22s12	6s28	Eri	97.5	866	25.5	35.1->146.
EL61	9Ar36	26s16	20s16	Cet	34.8	287	28.2	34.7->52.3
Deucalion	9Ta54	0s04	14n44	Ari	44.8	296	0.4	41.7->47.1
QB1	9Li55 r	0s27	4s20	Vir	46.9	289	2.2	40.5->46.9
Typhon	10Aq06	1s32	19s12	Cap	54.5	232	2.4	17.6->58.0
GM137	10Ge32	4s34	17n31	Tau	8.3	23	15.6	7.2->9.0
CR105	10Pi40	13s13	19s45	Aqr	92.3	3469	22.8	44.3->414.
OM67	10Li43 r	17s11	19s58	Crv	91.0	964	23.4	38.8->156.
Jupiter	10Ar47	1s08	3n14	Psc	5.0	12	1.3
Crantor	11Pi13	8s51	15s32	Aqr	22.2	86	12.8	14.2->24.8
CE10	11Sc30 r	34s14	47s14	Cen	13.8	31	145.4	2.1->17.5
MS4	11Ge38	11s27	10n51	Ori	35.7	273	17.7	35.7->48.4
XX143	11Le50 r	3n35	20n42	Cnc	26.2	76	6.8	9.6->26.3
Quaoar	11Ge52r	7s22	14n56	Ori	43.2	288	8.0	41.9->45.3
BL41	12Sc06r	12s28	27s18	Hya	12.5	31	13.3	7.1->12.6
TX300	12Vi18 r	9s24	1s44	Sex	46.9	283	25.9	37.8->48.5
MW12	12Ca23r	21s26	1n32	Mon	45.5	311	21.5	39.3->52.5
Ceto	12Pi25	3n02	4s06	Aqr	106.8	1026	22.2	18.0->185.
PA44	13Ge06r	2s22	20n03	Tau	18.2	52	3.3	3.4->24.6
XR190	13Aq20	42n37	24n05	Vul	60.6	435	46.7	53.0->61.7
RD215	15Sc08r	7n48	8s56	Lib	97.7	1345	26.1	37.2->206.
VU2	15Li32 r	13s56	18s55	Crv	6.7	18	13.8	3.1->10.7
FZ53	16Ar03	1n52	8n02	Psc	22.9	117	34.8	12.5->35.3
UX25	16Sc05r	7n39	9s19	Lib	43.5	277	19.5	36.4->48.5
CO104	16Ta14	2n32	19n08	Ari	23.0	119	3.1	20.7->27.7
PB112	17Sc04r	12s15	28s39	Hya	105.5	1111	15.5	34.9->179.
PJ30	17Ca14r	0n25	22n45	Gem	94.6	1351	5.6	28.8->215.
Apogee	18Li30 r	1s05	8s15	Vir
TD10	18Li53 r	1n36	5s55	Vir	115.0	926	6.0	12.0->178.
Orcus	19Sa02	3s21	26s21	Oph	36.3	246	20.6	30.4->48.1
RG33	19Ge06r	33n09	56n00	Cam	12.1	29	35.8	2.2->16.8
OX3	19Ca10r	1s30	20n36	Gem	21.8	183	3.2	17.5->46.9
XA255	19Cp14	0s26	22s31	Sgr	16.3	161	12.7	9.4->49.9
Neptune	19Pi30	1s06	5s11	Aqr	29.9	166	1.8
Teharonhi	19Le38 r	0s48	14n11	Leo	43.1	292	2.6	42.9->45.1
TY364	19Vi47 r	13n42	16n37	Leo	36.7	241	24.9	36.2->41.2
Venus	19Ar54	1n36	9n16	Psc	0.7	1	3.4
QB243	20Ta11	6n42	24n15	Ari	49.8	205	6.8	15.4->54.2
TC302	20Cp39	34s41	55s55	Tel	71.5	411	35.0	39.1->71.5
UJ438	21Ar01	3n06	11n05	Psc	12.1	75	3.8	8.3->27.2
Uranus	21Ta17	0s15	17n51	Ari	19.5	85	0.8
OP32	21Ca20r	25s58	3s55	Mon	46.5	285	27.2	38.9->47.7
RL43	21Cp42	9n16	12s33	Sgr	23.6	121	12.3	23.4->25.6
KX14	21Ar47	0n23	8n51	Psc	37.2	245	0.4	37.0->41.2
AZ84	21Sa50	2n25	20s47	Oph	32.4	247	13.6	32.4->46.3
Ixion	22Ge05r	5n10	28n23	Tau	35.0	251	19.6	29.9->49.6
Huya	22Ar45	9s12	0n18	Cet	47.8	250	15.5	28.9->50.4
UR163	23Vi06 r	0s37	2n11	Vir	52.6	367	0.7	36.8->65.8
HB57	23Ge15r	14s28	8n50	Ori	113.0	2015	15.5	38.5->280.
Varuna	23Sa25	4n00	19s18	Oph	43.3	281	17.2	40.4->45.3
Chaos	23Sa41	6s51	30s09	Sco	50.0	308	12.1	40.8->50.4
XZ255	23Pi46	2s26	4s43	Aqr	15.3	64	2.6	15.3->16.7
RR43	24Li15 r	25n39	14n28	Boo	48.9	282	28.5	36.9->49.2
VS2	24Li25 r	14s53	23s15	Hya	41.9	246	14.8	36.1->42.4
RZ214	24Li27 r	3s13	12s28	Vir	83.7	772	20.6	36.3->132.
TL66	24Sa33	18n17	5s05	Oph	92.5	763	24.1	34.8->132.
Echeclus	24Le42 r	2s12	11n13	Leo	15.1	34	4.4	5.7->15.2
Amycus	25Ge11r	9n51	33n12	Aur	23.7	126	13.3	15.3->34.9
CC22	25Pi15	0s33	2s23	Psc	9.4	20	11.1	5.4->9.4
Pholus	25Cp22	1n28	19s39	Sgr	31.7	91	24.7	8.7->31.8
VR130	25Sa29	3n28	19s55	Sgr	28.0	117	3.5	14.7->33.1
AW197	25Pi48	21n12	17n44	Peg	50.3	327	24.4	41.6->53.4
WL7	25Li49 r	4s09	13s51	Vir	22.6	90	11.2	14.9->25.3
KF77	26Vi18 r	1n20	2n42	Vir	25.9	132	4.3	19.7->32.0
GZ32	26Ge25r	4s36	18n48	Ori	28.0	111	15.0	18.1->28.0
FP185	26Ta43	27s16	7s09	Eri	117.5	3205	30.7	34.7->400.
GB32	27Ge18r	14s14	9n12	Ori	121.9	2968	14.2	35.7->377.
DH5	27Aq33	3n05	9s26	Aqr	28.6	104	22.5	14.0->30.1
RM43	28Sa01	2s37	26s04	Sgr	96.9	865	28.9	34.9->146.
Sedna	28Pi06	7s01	7s11	Cet	151.7	12390	11.9	76.8->994.
Logos	28Aq18	0s51	12s52	Aqr	48.9	306	2.9	40.0->50.7
WN188	28Aq32	12s01	23s13	Aqr	23.3	54	26.9	2.2->26.4
CZ118	28Ge47r	26n54	50n21	Aur	114.3	1234	27.8	38.1->192.
Cyllarus	29Pi10	9s09	8s43	Cet	16.3	136	12.6	16.3->36.6
PN34	29Ta16	13n53	33n32	Per	30.8	174	16.6	13.4->48.9
FZ173	29Ta25	10n59	30n45	Per	98.7	792	12.7	32.9->138.
SQ73	29Ar25	5n15	16n11	Ari	16.5	75	17.5	14.7->20.8
CO1	29Pi32	18s38	17s14	Cet	29.8	94	19.7	11.0->30.4
RZ215	29Vi48 r	9s17	8s26	Crt	101.2	1015	25.6	30.6->171.
QF6	29Vi51 r	14n37	13n26	Vir	10.3	19	23.8	2.2->12.1
Mars	29Pi55	0s36	0s35	Psc	1.4	2	1.9

Focused Minor Planets

Moon = 3 Aq 45 Semisextile

Venus = 19 Ar 54 Semisquare

Pluto = 3 Ta 55 Sextile

OO67 = 5 Sc 50 r Trine

Midheav = 4 Sa 06 Square

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OO67 = 5 Sc 50 r

Mercury = 6 Aq 56 Square

Orcus = 19 Sa 02 Semisquare

TY364 = 19 Vi 47 r

Node = 6 Ar 36 r Quincunx

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Orcus = 19 Sa 02

Venus = 19 Ar 54 Trine

Neptune = 19 Pi 30 Square

TY364 = 19 Vi 47 r

OO67 = 5 Sc 50 r Semisquare

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FZ173 = 29 Ta 25 Sextile

Logos = 28 Aq 18 Semisextile

CZ118 = 28 Ge 47 r Square

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Jupiter = 10 Ar 47

Deucalion = 9 Ta 54 Semisextie

Typhon = 10 Aq 06 Sextile

Nessus = 8 Ca 46 r Square

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Mercury = 6 Aq 56

Saturn = 7 Ca 29 r Semisextile

Ixion = 22 Ge 05 r Semisquare

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Ixion = 22 Ge 05 r

Varuna = 23 Sa 25

Chaos = 23 Sa 41

Uranus = 21 Ta 17 Semisextile

RN43 = 7 Le 03 r Semisquare

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Jupiter = 10 Ar 47 Semisquare

AW197 = 25 Pi 48 Sextile

GB32 = 27 Ge 18 r Semisextile

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Astrological Setting (Sidereal - Fagan/Bradley)

RIYAL Sun February 22 1857 UT 5h20m00s Lat53n34 Lon10e02 SORT ALL

Planet	Longitude
Huya	0Ar01
UR163	0Vi21 r
HB57	0Ge30 r
Varuna	0Sa40
Chaos	0Sa56
XZ255	1Pi01
RR43	1Li30 r
VS2	1Li40 r
RZ214	1Li42 r
TL66	1Sa48
Echeclus	1Le58 r
Amycus	2Ge26 r
CC22	2Pi30
Pholus	2Cp38
VR130	2Sa44
AW197	3Pi03
WL7	3Li04 r
KF77	3Vi33 r
GZ32	3Ge40 r
FP185	3Ta58
GB32	4Ge33 r
DH5	4Aq49
RM43	5Sa16
Sedna	5Pi21
Logos	5Aq34
WN188	5Aq47
CZ118	6Ge03 r
Cyllarus	6Pi25
PN34	6Ta31
FZ173	6Ta40
SQ73	6Ar40
CO1	6Pi48
RZ215	7Vi03 r
QF6	7Vi07 r
Mars	7Pi10
Ascend	7Cp22
Bienor	7Cp50
BU48	7Li55 r
Hylonome	8Ca36 r
Pelion	8Ge46 r
DA62	8Sa49
YQ179	9Pi20
Thereus	9Aq27
Radamantus	9Cp59
Elatus	10Sa06
SB60	10Ca09r
Okyrhoe	10Ar16
VQ94	10Pi27
QD112	10Ta49
Sun	10Aq50
GQ21	10Ta59
Moon	11Cp01
LE31	11Pi09
Pluto	11Ar10
FY9	11Aq17
Midheav	11Sc21
SA278	11Cp35
Asbolus	12Ar16
Eris	12Aq30
OO67	13Li05 r
96PW	13Le05 r
GV9	13Pi34
RP120	13Li43 r
Node	13Pi51 r
Mercury	14Cp11
Vertex	14Le18
RN43	14Ca18r
Pylenor	14Pi26
TO66	14Le36 r
Saturn	14Ge44r
Chiron	15Cp30
Chariklo	15Ar57
Nessus	16Ge01r
CF119	16Pi37
CY118	16Ar40
EL61	16Pi51
Deucalion	17Ar09
QB1	17Vi10 r
Typhon	17Cp21
GM137	17Ta47
CR105	17Aq56
OM67	17Vi58 r
Jupiter	18Pi02
Crantor	18Aq28
CE10	18Li45 r
MS4	18Ta53
XX143	19Ca05r
Quaoar	19Ta07 r
BL41	19Li21 r
TX300	19Le33 r
MW12	19Ge38r
Ceto	19Aq40
PA44	20Ta21 r
XR190	20Cp35
RD215	22Li23 r
VU2	22Vi47 r
FZ53	23Pi18
UX25	23Li20 r
CO104	23Ar29
PB112	24Li20 r
PJ30	24Ge30r
Apogee	25Vi45 r
TD10	26Vi08 r
Orcus	26Sc17
RG33	26Ta21 r
OX3	26Ge26r
XA255	26Sa29
Neptune	26Aq45
Teharonhi	26Ca53r
TY364	27Le03 r
Venus	27Pi09
QB243	27Ar26
TC302	27Sa55
UJ438	28Pi16
Uranus	28Ar32
OP32	28Ge35r
RL43	28Sa58
KX14	29Pi02
AZ84	29Sc05
Ixion	29Ta21 r

Focused Minor Planets

Moon = 11 Cp 01 Semisextile

Venus = 27 Pi 09 Semisquare

Pluto = 11 Ar 10 Sextile

OO67 = 13 Li 05 r Trine

Midheav = 11 Sc 21 Square

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OO67 = 13 Li 05 r

Mercury = 14 Cp 11 Square

Orcus = 26 Sc 17 Semisquare

TY364 = 27 Le 03 r

Node = 13 Pi 51 r Quincunx

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Orcus = 26 Sc 17

Venus = 27 Pi 09 Trine

Neptune = 26 Aq 45 Square

TY364 = 27 Le 03 r

OO67 = 13 Li 05 r Semisquare

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FZ173 = 6 Ta 40 Sextile

Logos = 5 Aq 34 Semisextile

CZ118 = 6 Ge 03 r Square

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Jupiter = 18 Pi 02

Deucalion = 17 Ar 09 Semisextie

Typhon = 17 Cp 21 Sextile

Nessus = 16 Ge 01 r Square

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Mercury = 14 Cp 11

Saturn = 14 Ge 44 r Semisextile

Ixion = 29 Ta 21 r Semisquare

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Ixion = 29 Ta 21 r

Varuna = 0 Sa 40

Uranus = 28 Ar 32 Semisextile

RN43 = 14 Ca 18 r Semisquare

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Jupiter = 18 Pi 02 Semisquare

AW197 = 3 Pi 03 Sextile

GB32 = 4 Ge 33 r Semisextile

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Posted to Centaurs (YahooGroups) on February 20, 2008

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