![](data:image/jpeg;base64,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)
Ingredientes
Massa
• 250 g de chocolate branco
• 200 g de leite condensado
• 50 g de amendoim granulado
• 50 g de bolinhas de cereal
• 5 gotas de essência baunilha
Recheio trufado
• 250 g de chocolate meio amargo
• 90 g de creme de leite
• 10 ml de licor de cacau
Cobertura
• 400 g de chocolate ao leite
• 100 g de chocolate meio amargo
• 100 g de miçangas (confeitos) – Finalização
Preparo
Massa
• Derreta e tempere o chocolate branco
• Misture o leite condensado até formar
uma massa firme
• Agregue os demais ingredientes até formar
uma massa super-recheada
• Aplique sobre um placa forrada com filme
PVC
• Espalhe até ficar na espessura de 5 mm e
formar um quadrado de 25x25 cm
• Leve a geladeira para melhorar a textura
da massa, assim podendo realizar os cortes
• Corte tiras de 2x7 cm, assim formando
várias tiras
• Reserve para aplicar o recheio trufado
Recheio trufado
• Derreta e tempere o chocolate meio
amargo (conforme as instruções da embalagem)
• Misture o creme de leite e o licor, sempre
mexendo até formar uma massa trufada
• Aplique, com o auxílio de um saco de
confeitar, sobre a miniesfera de forma de
silicone
• Leve a geladeira por 2 horas
• Desmolde e aplique três mini esferas cada
tiras de fudge
• Reserve para aplicar o banho
Barrinha fudge super-recheada
Cobertura
• Derreta e tempere os chocolates (conforme as instruções da embalagem) separadamente
• Aplique o chocolate ao leite sobre cada barrinha já recheadas
• Aplique vários riscos com o chocolate meio amargo
• Leve a geladeira para finalizar a cristalização da cobertura
• Coloque a base de cada barrinha sobre o chocolate, assim formando uma fina camada
• Aplique sobre a miçanga, formando uma base para as barrinhas
Dica do Chef
• Para melhor proteger as barrinhas de chocolate, você pode embalar com filme PVC,
sempre realizando um melhor acabamento, finalizando o fechamento para parte de baixo,
cole uma etiqueta com seus contatos para futuros negócios.