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MFN: 38138
Identificador: 8b8900e7-cc1c-4c59-aa6a-0a3631c38922
Formato: UNIMARC
Tipo de documento: BOOK
Criado em: 2018-02-07 09:34:25
Alterado em: 2018-02-07 10:35:36

001 INR20180207092901
010   ^a978-85-68883-36-5^b^d
100   ^a20180207d2017    k  y0porb0103    ba
101 0 ^apor
102   ^aBR
105   ^aa   m   001yy
106   ^ar
200 1 ^aEspecialmente positivos^e<a> psicologia positiva aplicada em pessoas com deficiência^fBruna Teitelroit^g
210   ^aRio de Janeiro^cKimera^d2017
215   ^a140 p. ^cil. ; ^d23 cm
225 2 ^a
330   ^aConteúdo: Capítulo 1 - Literalmente especiais; Capítulo 2 - O que é psicologia positiva; Capítulo 3 - Psicologia positiva na prática: intervenções; Capítulo 4 - As síndromes e suas potencialidades; Capítulo 5 - Família e escola: fontes de estímulos positivos; Capítulo 6 - Psicologia positiva como ferramenta de inclusão; Capítulo 7 - Casos verídicos; Capítulo 8 - O que nós aprendemos com eles
606   ^aPSICOLOGIA
606   ^aEDUCACAO ESPECIAL
607   ^a
610   ^a
675   ^a^vBN^zpor
700  1^aTEITELROIT,^bBruna^f1989-
801   ^aPT^bINR^c20180207^gRPC
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