Actress

Mae Clarke

Took the grapefruit in The Public Enemy, and Frankenstein's bride to be.

Mae Clarke was an American actress. She is widely remembered for playing Henry Frankenstein's bride Elizabeth, who is chased by Boris Karloff in Frankenstein, and for being on the receiving end of James Cagney's halved grapefruit in The Public Enemy. Both films were released in 1931.

Summary from Wikipedia, CC BY-SA

Born
1910-08-16, Philadelphia, USAA Tuesday
Died
1992-04-29, Woodland Hills, USAA Wednesday, aged 81
At birth
Sun in Leo, Moon in Capricorn
Nationality
United States
Birth-time source
No birth time on record: Rodden X

Birth Chart

1910-08-16, Philadelphia, USA · time unknown, noon chart

America/New_Yorkthe zone used then

The chart

Planetary placements
BodySignDegreeMotion
SunLeo22°55′Direct
MoonCapricorn3°03′Direct
MercuryVirgo16°30′Direct
VenusCancer26°55′Direct
MarsVirgo6°45′Direct
JupiterLibra12°02′Direct
SaturnTaurus6°34′Direct
UranusCapricorn22°04′Retrograde
NeptuneCancer20°18′Direct
PlutoGemini27°36′Direct

Cast your own birth chart

Death Chart

1992-04-29, Woodland Hills, USA · time unknown, noon chart

America/Los_Angelesthe zone used then

The chart

Planetary placements
BodySignDegreeMotion
SunTaurus9°41′Direct
MoonAries4°04′Direct
MercuryAries13°26′Direct
VenusAries27°42′Direct
MarsPisces25°18′Direct
JupiterVirgo4°38′Retrograde
SaturnAquarius17°49′Direct
UranusCapricorn17°59′Retrograde
NeptuneCapricorn18°56′Retrograde
PlutoScorpio21°54′Retrograde

Cast one for any recorded date

Their Astrocartography

Where each planet sat on one of the four angles at the moment Mae Clarke 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
Ring, where you were bornTap a line for what it meansZoom with the buttons · full screen to pinch, drag and rotate

Draw your own map

How these charts are computed, and how to read them