Torta de frango
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)
ingredientes
- 3 colheres (sopa) de óleo
- 1 ovo
- 1 xícara (chá) de leite
- 8 colheres (sopa) de farinha de trigo c/ fermento
- 1 colher (sopa) de queijo parmesão ralado
- 2 colheres (sopa) de cebola ralada
- 1/2 tablete de caldo de galinha
- 1/2 abobrinha média em cubos
- 1 cenoura média em cubos
- 2 tomates médios em cubos
- 1 pimentão verde médio em cubos
- 1 xícara (chá) de peito de frango cozido desfiado
modo de preparo
Massa: bata no liquidificador 1 colher de óleo, o ovo e o leite, até obter uma mistura homogênea. Transfira para uma tigela, junte a farinha peneirada, o queijo, e mexa delicadamente. Recheio: em uma panela, aqueça 1 colher de óleo e doure a cebola. Junte o tablete de caldo de galinha, a abobrinha, a cenoura, o tomate e o pimentão. Refogue por mais 10 minutos, ou até os legumes ficarem macios. Se necessário, acerte o sal. Retire, escorra o excesso de líquido e deixe amornar. Ligue o forno à temperatura média. Junte o peito de frango à massa, com os legumes, e misture. Com o óleo restante unte uma assadeira de 25 cm de diâmetro, enfarinhe e despeje a massa. Leve ao forno por 40 minutos, ou até dourar.
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