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)
18
Manual Electrónico do Projector LED
Vista inferior
Conector de tripé
Ligue um tripé ao projector LED utilizando este conector.
Suporte incorporado
Este projector LED está equipado com um suporte
incorporado que permite ajustar a altura do projector em 4,5
ou 9,7 graus.