O que são Ativos Intangíveis?
Ativos ou bens intangíveis constituem-se na propriedade imaterial das empresas, cujo conjunto é composto por elementos tais como:
- Recursos Humanos
- Software
- Clientes
- Patentes
- Marcas
- Direitos Autorais
- Tecnologia
- Know-How
Para que serve a avaliação destes bens?
- Garantias fiduciárias, principalmente para empresas prestadoras de serviços que não tem lastro em bens de capital.
- Integralização de capitais na empresa para posterior abertura do capital ou outras operações financeiras e comerciais.
- Venda de uma empresa.
- Abertura da empresa para franquias.
- Entrada de novos sócios.
- Saída de sócios.
- Dissolução de sociedades.
- Distribuição acionária no aporte de novos capitais.
A questão tem por objeto tratar da propriedade intelectual, regulada pela lei 9279/96. A propriedade intelectual se divide em:
![](data:image/png;base64,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)
(quadro cedido pelo professor)
Letra A) Alternativa Incorreta. Sem
correspondência.
Letra B) Alternativa Correta. Constituem bens incorpóreos que compõem o
estabelecimento empresarial: as marcas, desenho industrial, patente de invenção
e modelo de utilidade. Os direitos de propriedade intelectual são considerados
bens móveis. Os direitos de propriedade intelectual são considerados bens intangíveis.
A proteção efetuar-se-á mediante: a) concessão de patentes de invenção e
de modelo de utilidade; b) concessão de registro de desenho industrial; c)
concessão de registro de marca; d) repressão às falsas indicações geográficas;
e e) repressão à concorrência desleal.
Letra C) Alternativa Incorreta.
Duplicatas são títulos de crédito.
Letra D) Alternativa Incorreta. São
bens intangíveis não direitos intangíveis. Constituem bens incorpóreos que compõem o estabelecimento
empresarial: as marcas, desenho industrial, patente de invenção e modelo de
utilidade. A proteção da invenção e do modelo de utilidade decorrem da patente,
enquanto o desenho industrial e as marcas são objeto de registro. Os direitos
de propriedade intelectual são considerados bens intangíveis (imateriais).
Letra E) Sem
correspondência.
Gabarito do Professor: B
Dica: Pode ser objeto de patente a invenção que atenda
aos requisitos da:a) Novidade
– algo que ainda não existe, novo.
b) Atividade
inventiva – pode ser uma invenção ou um modelo de utilidade. Notem que
a invenção se caracteriza como algo novo, enquanto o modelo de utilidade
atribui à invenção uma nova forma, utilidade. A invenção é dotada de atividade
inventiva sempre que, para um técnico no assunto, não decorra de maneira
evidente ou óbvia do estado da técnica. O modelo de utilidade é dotado de ato
inventivo sempre que, para um técnico no assunto, não decorra de maneira comum
ou vulgar do estado da técnica (arts. 13 e 14, LPI).
c) Aplicação
industrial - quando possam ser utilizados ou produzidos em qualquer
tipo de indústria. (art.15, LPI).