Difference between revisions of "Category:Gargoyles Meets The Spectacular Spider-Man Meets Young Justice"
Phoenician (talk | contribs) (Created page with "'''GARGOYLES MEETS THE SPIDER-MAN MEETS YOUNG JUSTICE''' are a series of non-canonical crossover Radio Plays written by Greg Weisman for both Tte [[Gathering of the Gargoyles...") |
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| − | '''GARGOYLES MEETS THE SPIDER-MAN MEETS YOUNG JUSTICE''' are a series of non-canonical crossover Radio Plays written by [[Greg Weisman]] for both | + | '''GARGOYLES MEETS THE SPIDER-MAN MEETS YOUNG JUSTICE''' are a series of non-canonical crossover Radio Plays written by [[Greg Weisman]] for both The [[Gathering of the Gargoyles]] and CONvergence conventions. |
The first non-canonical crossover ("Religious Studies 101: A Handful of Thorns"), however, predates ''[[Young Justice]]'' and was simply referred to as [[The Spectacular Spider-Man|THE SPECTACULAR SPIDER-MAN]] MEETS [[Gargoyles (TV series)|GARGOYLES]]'''. [http://s8.org/gargoyles/askgreg/search.php?rid=843] | The first non-canonical crossover ("Religious Studies 101: A Handful of Thorns"), however, predates ''[[Young Justice]]'' and was simply referred to as [[The Spectacular Spider-Man|THE SPECTACULAR SPIDER-MAN]] MEETS [[Gargoyles (TV series)|GARGOYLES]]'''. [http://s8.org/gargoyles/askgreg/search.php?rid=843] | ||
Latest revision as of 08:02, 7 July 2016
GARGOYLES MEETS THE SPIDER-MAN MEETS YOUNG JUSTICE are a series of non-canonical crossover Radio Plays written by Greg Weisman for both The Gathering of the Gargoyles and CONvergence conventions.
The first non-canonical crossover ("Religious Studies 101: A Handful of Thorns"), however, predates Young Justice and was simply referred to as THE SPECTACULAR SPIDER-MAN MEETS GARGOYLES. [1]
References and characters from other projects Greg Weisman has worked on, such as W.I.T.C.H. and Star Wars Rebels, have also had cameos in the Radio Plays.
Pages in category "Gargoyles Meets The Spectacular Spider-Man Meets Young Justice"
The following 4 pages are in this category, out of 4 total.
