Ecopetlar-ecodog

Categoria: Produtos Veterinários
Endereço: Avenida Saudade, 2483 a Centro - Cosmopolis - SP
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A Ecopetlar-ecodog está localizada na Avenida Saudade, 2483 a Centro - Cosmopolis - SP. A Ecopetlar-ecodog oferece diversas formas de pagamento, incluindo cartões de crédito American Express, Dinners Club, MasterCard, Visa, Cartão de Débito, Boleto Bancário, Cheque, Outras. Nossos horários de atendimento são de Segunda a Sexta de 8h às 18hS. Oferecemos diversos convênios, tais como Cãespet, Ecodog, Ecopetlar.

Nossos produtos e serviços são diversos e de excelente qualidade, incluindo Casinha de Cachorro N1, Casinha de Cachorro N2, Casinhas para Cachorro N3, Casinhas para Cachorro N4, Casinhas para Cachorro N5, Casinhas para Cachorro N6, Casinhas para Cachorro N7, Chapa Reciclada Ecológica, Placa Reciclada Ecológica, Telha Reciclada Ecologica. Somos uma empresa séria e confiável, que oferece produtos de qualidade e excelente atendimento aos seus clientes. Venha conhecer a Ecopetlar-ecodog!

Vacinas para animais

Oferecemos vacinas para animais de diversas espécies. Nossa clínica veterinária está equipada com os melhores profissionais e equipamentos para garantir o bem-estar de seu animal.

Vermífugos

Quando o assunto é saúde, não podemos esquecer dos animais de estimação. O Ecopetlar-ecodog é uma empresa especializada em produtos veterinários, como vermífugos. Oferecemos aos nossos clientes os melhores produtos do mercado para manter a saúde dos seus animais de estimação. Além dos vermífugos, também trabalhamos com outros produtos, como vacinas e medicamentos. Tudo para garantir a saúde e o bem-estar dos seus animais.

Antiparasitários

Quando o assunto é saúde, a gente sabe o que faz!

A Ecopetlar-ecodog é uma empresa especializada em produtos veterinários, como antiparasitários. Oferecemos aos nossos clientes um serviço de qualidade, com produtos de alta eficiência.

Temos uma equipe de profissionais altamente qualificados e sempre à disposição para atender às suas necessidades. Além disso, contamos com uma ampla rede de distribuição, que garante a entrega dos produtos em todo o Brasil.

Trabalhamos com os melhores produtos do mercado e oferecemos aos nossos clientes o que há de melhor em termos de saúde animal. A Ecopetlar-ecodog está sempre à frente, buscando inovar e oferecer o melhor para seus clientes.

Produtos para higiene e beleza de animais

Contamos com uma grande variedade de produtos para a higiene e beleza de animais. São produtos de qualidade, seguros e eficazes, para garantir o bem-estar do seu animal.

Alimentos para animais

No quesito alimentação para animais, a Ecopetlar-ecodog é uma das principais referências no mercado. Oferecemos rações para todos os tipos de animais, sejam cães, gatos, cavalos, entre outros.

A Ecopetlar-ecodog é uma empresa especializada em alimentos para animais. Todos os nossos produtos são de alta qualidade e são elaborados com os melhores ingredientes.

Temos uma equipe de profissionais altamente qualificados que estão sempre à disposição para atender às suas necessidades. Além disso, oferecemos um excelente atendimento aos nossos clientes.

Visite o nosso site e confira todos os nossos produtos.

Casinhas Para Cachorro Ecologicamente Correto. Garantia de 01 Ano Contra Defeito de Fabricação

Casinhas Anti-mofo Anti-fungos Impermeáveis Lavável Protege Até 40% do Calor  
Avenida Saudade, 2483 a Centro - Cosmopolis - SP
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Olá, tudo bem!? Nessa página vamos ajudar você a eliminar possíveis dúvidas com relação a escolha de uma Casinha de cachorro. -Porque adquirir uma Casa de cachorro? Os cães também precisam do seu próprio espaço dentro de casa, pois além de criar uma delimitação e diciplina, eles se sentem mais seguros, confortáveis e menos estressados. A casinha de cachorro é uma ótima aliada ao seu pet, principalmente em momentos que ele está com medo, dor, e ainda em dias de festas com rojões e fogos de artifícios. Lembrando que as nossas casinhas de cachorro ecológicas são Semi-Acusticas, com isso a redução do barulho dentro da casinha é considerávelmente menor. -Como escolher uma Casa de cachorro ideal para o meu pet? Nas descrições das nossas Casinhas para cachorros, temos algumas indicações de raças para ajudar você a escolher o tamanho ideal para o seu pet, ou ainda ter referência de tamanho para outras raças. -Meu Cachorro não tem raça definida (srd), como escolher uma casinha ? Em primeiro lugar, tenha em mente que cachorro é animai de toca, portanto, ele não gosta de casinha muito grande. Ao contrário do que muitos pensam, uma casa de cachorro muito grande, pode deixar o cão ainda mais inseguro, ele se sentirá desprotegido, com isso a adaptação do cão ao seu novo lar pode ser mais demorado. -Agora que você ja sabe que a casinha de cachorro não pode ser muito grande, veja a seguir algumas dicas de como escolher uma casinha ideal para o seu pet. O tamanho precisa ser o suficiente para o animal entrar dentro da casinha, fazer o giro 360º em volta do corpo e se deitar. Lembre-se, o cão faz o giro em torno do corpo para se acomodar dentro da casinha, portanto, a largura da casinha não precisa e não deve ser o mesmo comprimento do cão. ## -Medindo o seu Pet: Meça a altura dele pela cernelha, ou seja, da pata dianteira até a parte de cima no dorso. Veja um exemplo abaixo: 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 Anote a medida da altura, e agora meça o comprimento, conforme imagem abaixo: data:image/png;base64,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 Com as duas medidas em mãos, agora compare com a dimensão da casinha para o seu cão. ## OBS: Geralmente a altura do cão já é proporcional ao comprimento, e nossa casinha de cachorro também já é fabricada seguindo essa mesma proporção, portanto, deixando de 10 a 15cm no máximo de sobra na altura do cão para a casinha, já será o suficiente para o seu cachorro também no comprimento da casinha. Salvo alguns casos em que o comprimento do cão seja muito superior a altura, por exemplo da raça tão conhecida como "cofap", "salsicha", entre outros. Contudo, caso ainda fique alguma dúvida, pode nos chamar por whatsapp, email ou telefone. Logo traremos mais informações nessa página. ## Boas compras! Permanecemos à disposição. Ecopetlar A cada dia que acordamos, sabemos que sempre será mais um desafio para vivermos de forma digna, respeitosa, honesta e sem negociar caráter. Sabemos que por mais que tentamos fazer nossa parte, existem muitas desinformações em todos os níveis da vida, e que nos deixam confusos e até mesmo perplexos, tanto negativa quanto positivamente. Sabemos que o nosso Planeta tem sofrido inúmeras investidas negativas, aumentando a cada dia em todos os níveis a destruição da nossa Natureza, e por consequência do nosso meio ambiente. Sabemos que no lugar de tentarmos achar culpados, na medida do possível é preciso cada um fazer a sua parte. Seguindo esse pensamento e o desenvolvimento econômico, ao analisar todo esse cenário, a Ecopetlar através de algumas pesquisas, encontrou uma oportunidade sustentável e socioeconômica para ajudar a diminuir um pouco esse impacto agressivo contra nossa natureza. À uma referencia que em torno de 6 bilhões de embalagens de longa-vida são produzidas no Brasil e, assustadoramente menos de 14% são reaproveitadas. Levando em consideração que a Natureza leva em torno de 180 anos para decompor cada embalagem, deparamos então com um problema Gigantesco nesse processo. Passamos a conhecer melhor todo esse processo de reciclagem, e vimos uma ótima oportunidade para iniciarmos um processo de Frabricação de materiais reciclados ecológicos, no tocante "Casinhas de Cachorro"; Assim como em parcerias com industrias, à distribuição e revendas de Chapas e Telhas Recicladas Ecológicas longa vida (tetrapak). Em todo esse processo, estamos em atividade nesse seguimento à 15 anos. Somos os pioneiros em vendas pela internet desse material, e um dos primeiros na fabricação de Casinhas de cachorro recicladas ecológicas. À um ditado que diz: "Se não puder fazer tudo, faça tudo o que puder". Entendemos que se cada um se esforçar em fazer sua parte, com certeza teremos uma expectativa muito mais esperançosa para nós e principalmente para as gerações futuras. Procure você também fazer a sua parte, pense num futuro Sustentável e Ecológicamente Correto. ## Ecopetlar.
Perguntas frequentes
  • Quais são as formas de pagamento aceitas pela Ecopetlar-ecodog?

    cartões de crédito American Express, Dinners Club, MasterCard, Visa, Cartão de Débito, Boleto Bancário, Cheque, Outras

  • Quais os horários de funcionamento daa Ecopetlar-ecodog?

    Segunda a Sexta de 8h às 18h

  • Qual o endereço da Ecopetlar-ecodog?

    Avenida Saudade, 2483 a Centro - Cosmopolis - SP

  • Qual o telefone da Ecopetlar-ecodog?

    O telefone da Ecopetlar-ecodog é (19) 3872-1546. Também atendemos em nos seguintes números: (19) 7827-7792, (19) 99637-8346.

  • Quais são os produtos e serviços oferecidos pela Ecopetlar-ecodog?

    Casinha de Cachorro N1, Casinha de Cachorro N2, Casinhas para Cachorro N3, Casinhas para Cachorro N4, Casinhas para Cachorro N5, Casinhas para Cachorro N6, Casinhas para Cachorro N7, Chapa Reciclada Ecológica, Placa Reciclada Ecológica, Telha Reciclada Ecologica

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