A garota da capa vermelha
Na história, Valerie (Amanda Seyfried) é uma jovem que vive numa aldeia isolada do mundo e próxima da temida Floresta Negra. Sua mãe (Virginia Madsen) acredita no casamento arranjado, o pai é um típico perdedor e sua avó (Julie Christie) faz o “bicho grilo” da galera, morando numa casa de árvore. Para adicionar mais tempêro na trama com a netinha, lobo mau e a eterna vovozinha, o roteiro bota a mocinha dividida entre o amor que sente pelo melhor amigo pobretão e o futuro certo que terá ao lado de um rico morador da cidade, pelo qual não sente a menor atração. Uma morte inesperada provoca a ira dos moradores que saem a caça, mas padre Solomon (Gary Oldman), especialista no assunto, chega na área dizendo que o mal está entre eles e começa uma verdadeira inquisição, criando um bom clima de mistério sobre quem poderia ser o lobisomem. Então por que não deu certo?
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)
O ator Lawrence Talbot (Benicio Del Toro), quando criança, sofreu com a morte de sua mãe e nunca mais voltou a morar com o pai (Anthony Hopkins). Mais de duas décadas depois do ocorrido, ele é chamado por sua futura cunhada Gwen Conliffe (Emily Blunt) para ajudá-la a encontrar o noivo desaparecido. Ao retornar para a casa do pai, Talbot acaba se envolvendo numa investigação sobre violentas mortes que acontecem nas noites de lua cheia, entrando em contato com o seu passado e descobrindo um segredo que mudará para sempre a sua vida.
A Sétima Alma
Numa pequena cidade existe a lenda de que um assassino serial jurou na noite de sua morte que voltaria para matar as sete crianças que nasceram naquele dia. Passados 16 anos, pessoas começam a sumir e um dos principais suspeitos também nasceu na fatídica data. Seu nome é Adam "Bug" Heller (Max Thieriot), ele sofre de terríveis pesadelos sobre crimes, não sabe se pode ajudar seus amigos ou se tem um "trabalho" para continuar.
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