Lazarus: Risen #1 Preview
Here’s a 5-page preview of Lazarus: Risen #1, a 64-page, perfect bound, ongoing series by writer Greg Rucka & artist Michael Lark, with a short story by Lilah Sturges, on sale March 20th, 2019 from Image Comics.
Here’s a 5-page preview of Lazarus: Risen #1, a 64-page, perfect bound, ongoing series by writer Greg Rucka & artist Michael Lark, with a short story by Lilah Sturges, on sale March 20th, 2019 from Image Comics.
Here is a 6 page preview of Lazarus #3 by Greg Rucka & Michael Lark, on sale August 28th, 2013 from Image Comics.
Story – GREG RUCKA
Art/Cover – MICHAEL LARK
AUGUST 21
32 PAGES / FC / M
$2.99
“FAMILY,” Part Three
Forever, now a “guest” of Family Morray in Mexico, shares a message and ultimatum, and gets to know her opposite number, the Morray Lazarus, Joacquim. In Los Angeles, the Twins continue their plot against their father, using Forever as their pawn.
We present a 4 page prelude to Lazarus #1 by Greg Rucka & Michael Lark – on sale in June 2013 from Image Comics.
Press Release
LAZARUS, the upcoming Image Comics series by the Eisner Award-winning creative team of Greg Rucka (Whiteout, Queen and Country, Gotham Central, Wonder Woman) and Michael Lark (Daredevil, Gotham Central, Scene of the Crime) is set in a dystopia where society has reverted to a feudal state — the elite Families who control the wealth control every aspect of the world, and those without are their vassals and serfs. Serving these powerful Families are individuals called their "Lazarus” — lethal protectors of their families’ interests. The Lazarus of the Carlyle Family, which controls the world’s genetic research and development, is a young woman called Forever. Her story starts the day she is killed.
To writer Rucka, the dystopia he created for LAZARUS isn’t a far-fetched science fiction world; it’s a logical extrapolation of where our society is heading. After talking to a friend who works in finance and considering the Occupy Movement, Rucka asked himself, "What would the world look like if 99% became 99.99999%? What if the 1% became the .00001%? What happens when that much wealth and power becomes that concentrated?”