Triste colombina...
![](data:image/jpeg;base64,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)
((Google Imagem))
Pintei sobre a tela,
Com tintas de aquarela,
A triste colombina,
Cuja lagrima domina...
Sem teu pierrô,
A quem tanto amou,
Ela segue sozinha,
Pela sua vidinha...
Como sofre ela!
Mesmo sendo tão bela...
Abandonada pelo seu pierrô,
Que por outra se encantou,
Vive amargurada,
Largada, abandonada...
Pobre colombina...
Mesmo sendo tão menina,
Ja sofre de tanto amor...
Também pra que amar um pierrô?
Pintei sobre a tela,
Com tintas de aquarela,
A triste colombina,
Cuja lagrima domina...
Sem teu pierrô,
A quem tanto amou,
Ela segue sozinha,
Pela sua vidinha...
Como sofre ela!
Mesmo sendo tão bela...
Abandonada pelo seu pierrô,
Que por outra se encantou,
Vive amargurada,
Largada, abandonada...
Pobre colombina...
Mesmo sendo tão menina,
Ja sofre de tanto amor...
Também pra que amar um pierrô?