1372,97 €
1372,97 €
1372.97
EUR
Tempo de entrega
28 dias
2860,36 €
This combination does not exist.
Adicionar ao carrinho
Encontrou mais barato noutro lugar?
Regulamento VPNHS + sonda de temperatura + anemômetro - REGVPNHS
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
