Aviation pioneer

Otto Lilienthal

German who made two thousand glider flights and died from a crash, and whose data the Wright brothers used.

Karl Wilhelm Otto Lilienthal was a German pioneer of aviation who became known as the "flying man". He was the first person to make well-documented, repeated, successful flights with gliders, therefore making the idea of heavier-than-air aircraft a reality. Newspapers and magazines published photographs of Lilienthal gliding, favourably influencing public and scientific opinion about the possibility of flying machines becoming practical.

Summary from Wikipedia, CC BY-SA

Born
1848-05-23, Anklam, GermanyA Tuesday
Died
1896-08-10, Berlin, Margraviate of BrandenburgA Monday, aged 48
At birth
Sun in Gemini, Moon in Aquarius
Nationality
Kingdom of Prussia
Birth-time source
No birth time on record: Rodden X

Birth Chart

1848-05-23, Anklam, Germany · time unknown, noon chart

Europe/Berlinthe zone used then

The chart

Planetary placements
BodySignDegreeMotion
SunGemini2°22′Direct
MoonAquarius1°28′Direct
MercuryGemini7°17′Direct
VenusTaurus15°58′Direct
MarsCancer21°06′Direct
JupiterCancer18°48′Direct
SaturnPisces23°44′Direct
UranusAries20°37′Direct
NeptunePisces2°33′Direct
PlutoAries27°12′Direct

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Death Chart

1896-08-10, Berlin, Margraviate of Brandenburg · time unknown, noon chart

Europe/Berlinthe zone used then

The chart

Planetary placements
BodySignDegreeMotion
SunLeo18°15′Direct
MoonVirgo5°04′Direct
MercuryLeo28°12′Direct
VenusLeo27°04′Direct
MarsTaurus26°32′Direct
JupiterLeo19°39′Direct
SaturnScorpio12°57′Direct
UranusScorpio20°30′Direct
NeptuneGemini19°48′Direct
PlutoGemini13°32′Direct

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Their Astrocartography

Where each planet sat on one of the four angles at the moment Otto Lilienthal was born. Tap a line to read what the tradition associates with it.

Cast for noon, as the birth time is unknown, so the longitudes are approximate.

Sun MCSun ICSun ACSun DCMoon MCMoon ICMoon ACMoon DCMercury MCMercury ICMercury ACMercury DCVenus MCVenus ICVenus ACVenus DCMars MCMars ICMars ACMars DC
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How these charts are computed, and how to read them