OCT220707 - EAN 72513032399603011
serie
Sweetie Candy Vigilante #3 gives us our first glimpse into the surreal world that thrives beyond the walls of Sweetie's elusive Candy Vigilante factory headquarters (discretely located in the industrial outskirts of Brooklyn, NY). Now that Pixie has been 'chosen to join the sweet, secret society, she's introduced to mix masters (and highly skilled axe-throwing assassins) Hansel and Gretel! Yes, the epic witch killing duo are real, all grown up, and no longer eat stranger's houses. So please, no jokes about gingerbread. They're still trying to break the stigmatism... Meanwhile, Candy Wolf spills the jelly beans on Sweetie's backstory and family lineage! Turns out her father is the 'Candy Man' himself: Zucker Cane, (of the New York landmark Cane's Sweet Shop). He trained Sweetie and factory home. schooled her with his magical secrets of confectionary wizardry. Pushed to the limits by the mysterious disappearance of her parents, the gentrification of New York destroying 'Mom and Pop' shops, and a fitness obsessed mayor declaring war on sugar -- actually outlawing candy, cake and ice cream in the process -- she's declared a war of her own on anyone who treads on her birthright to sweetness, and those who enjoy a little sugar in their lives. Possess ing skills far beyond her father, she's been testing secret formulas on herself, and now... it's all GOOD! Sweetie said so, and she's the new Candy Boss in town! So make your life a whole lot sweeter with Sweetie Candy Vigilante #3: Candy Boss After all, tis the season! Watch for Sweetie Candy Vigilante's return with issue #4 in February! (immagine)
Categoria: Comics
Ordinabile fino al 14/11/22
By Cafiero, Suzanne. Artist Zornow, Jeff. Cover by Zornow, Jeff.
Prezzo di copertina: USD 3,99
Prezzo HoVistoCose: EUR 3,79
Altri dettagli per materiale USA
serie
Pagina del Previews (OCT/2022): 203
Data di uscita: 07/12/22
Final Order Cutoff: 14/11/22 (se ordinato entro questa data - un paio di giorni prima per permetterci di ordinarlo - le possibilitĂ che l'ordine verrĂ soddisfatto sono molto alte)
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