The Nephilim Chronicles: The Rise of the Fallen June 14, 2016 The Nephilim Chronicles: The Rise of the Fallen Making a good cover, though? Easy as pie! Spread the love Tags: aspect ratio, font boredom, pixelation ◀ A Mortal Indiscretion; Author’s Cut Arias, Jodi: 2013 – Cuchillo y gatillo (Jodi Arias) (Spanish Edition) ▶ 8 Comments Oldest Newest Most Voted Inline Feedbacks View all comments Hitch 8 years ago Well, this doozy–text and all–was on 8tracks.com last year. Go ahead and figure THAT out. red 8 years ago Maximize good − evil where: good = x^2 + p1 + p2 + … +pn + sb evil = y^666 + q1 + q2 + … + qn and x > 1 y = −x p1 .. pn = sum of good resources 1..n q1 .. qn = sum of evil resources 1..n sb = silver bullet. and moon = (x/a)^2 + (y/b)^2 Lydia 8 years ago Reply to red Hah! That’s complicated all right red 8 years ago Reply to Lydia A tried and true, but formulaic, plot. Lydia 8 years ago Reply to red LOL Hitch 8 years ago Reply to red Bravo! James F. Brown 8 years ago Wanna bet that cover was ripped off without payment or obtaining a publishing license? DED 8 years ago Reply to James F. Brown Gotta be. How could anyone pay for that artwork and then ruin it with that typography.
![cover[2]](https://lousybookcovers.com/wp-content/uploads/2016/06/cover2-2.jpg)
Well, this doozy–text and all–was on 8tracks.com last year. Go ahead and figure THAT out.
Maximize good − evil where:
good = x^2 + p1 + p2 + … +pn + sb
evil = y^666 + q1 + q2 + … + qn
and
x > 1
y = −x
p1 .. pn = sum of good resources 1..n
q1 .. qn = sum of evil resources 1..n
sb = silver bullet.
and
moon = (x/a)^2 + (y/b)^2
Hah! That’s complicated all right
A tried and true, but formulaic, plot.
LOL
Bravo!
Wanna bet that cover was ripped off without payment or obtaining a publishing license?
Gotta be. How could anyone pay for that artwork and then ruin it with that typography.