“It is a riddle, wrapped in a mystery, inside an enigma; but perhaps there is a key”

Winston Churchill

An airliner vanishes without a trace

There is no crash site. The airplane with 200 passengers and crew is completely gone. The country goes on high alert and a team is sent out to search for the missing aircraft.


a 27-year-old astrophysicist with a remarkable gift for complex mathematical structures. She also has a strong sense of E.S.P.


a widowed counterterrorism operative who is struggling to cope with his wife’s untimely death.

Dr. Hyman

a NASA scientist who has a theory about what may have happened to the missing aircraft.

The unlikely trio travels on a NASA jet to the area where the airliner vanished when the plane encounters severe turbulence and crashes in an unknown and otherworldly place. They have no idea where they are. Henry thinks they’re being subjected to a government experiment while Monty and Dr. Hyman believe they have been transported to an alien planet. They think the airliner with 200 passengers may have ended up there as well. While they set out to find the missing aircraft and figure out where they are and how to get back to Earth, Monty has premonitions of something that looks like an inverted star, a black star. They realize that an alien intelligence may be controlling their destiny and that something big is about to take place in the universe.

Henry and Monty are forced to confront their deepest fears as everything they have ever known about the Universe will come into question. Guided by her inner voice, Monty must use her mathematical mind to solve a riddle that will unlock the mystery. In the process, she finds herself face to face with the biggest mystery of all: the black star?

Speed at Impact
0 km/h
Travel Time
0 Years
Time to Live
100 Days

G µν + Λgμν = 8 πTμν ·

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