TARTA BARCO PIRATA

Mirando por muchos blog y foros encontré esta tarta tan original que quise hacerle a alguien que le encantan los playmobil. Esta vez no puedo poner enlace de receta original porque fue el resultado de muchos, solo puedo agradecer a todos por sus ideas. Me pareció super original y no era la típica tarta redonda o cuadrada de cumpleaños y no tendría que recurrir al fondant....

TARTA BARCO PIRATA DE PLAYMOBIL



Ingredientes:
-Para bizcocho
  usé bizcocho de brownie receta aquí
-Para el relleno:
  1 l de nata para montar
  100gr de nueces
  90 gr de azúcar
  1 sobre de gelatina neutra en polvo
-Para la cobertura:
  1/2l de nata para montar
  200 gr de chocolate en polvo
  180 gr de azúcar
  1 sobre de gelatina neutra en polvo
-Para decorar:

  filipinos o similar
https://encrypted-tbn0.google.com/images?q=tbn:ANd9GcQCgUbIbncRx2mDj5giK_7DDE5DxT9cecJeLsC96PNXBCQZmKie
  
  mikados o similar
  data:image/jpeg;base64,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
  barquillos de chocolate o similar (yo usé twix)
data:image/jpeg;base64,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

Elaboración:



-Tenemos el bizcocho hecho y reposado en nevera durante 24 horas...

 

-Cortamos el bizcocho en tres capas.

-Procedemos a hacer el relleno, yo usé th... como siempre usaremos el truco de enfriar las cuchillas picando hielo así montará mas rápido. Usar siempre nata con materia grasa del 35%. Añadimos 1/2l de nata 90 gr de azúcar y 1 sobre de gelatina neutra para darle consistencia a la nata y que no se afloje. Pondremos sin tiempo vel 3 1/2 hasta que adquiera la textura deseada.

-Procederemos a hacer lo mismo con la falsa trufa (nata y cacao). Usaremos 1litro de nata 180gr de azúcar, 200 gr de cacao en polvo (si se desea mas consistente de chocolate agregar 200gr mas) y  sobre de levadura neutra en polvo. Igualmente el truco del hielo antes y sin tiempo vel. 3 1/2 hasta conseguir la textura deseada.
-Este bizcocho es húmedo así que esta vez no hice almíbar, pero si os gusta mas mojado podéis hacerlo.

Montaje:

- Pondremos una capa de bizcocho,
- Extenderemos la nata montada y colocaremos las nueces a gusto.
- Capa de bizcocho
- Extendemos la trufa
- Y ultima capa de bizcocho

- Darle la vuelta al bizcocho y situarlo en una base plana para proceder a cortarlo y darle forma de barco...

- Cortaremos la parte de alante dándole forma y usaremos los recortes para darle altura a la parte trasera... me ayudé de nocilla para pegar el recorte...

-Cubriremos de trufa

-Procederemos a decorar con mikados, filipinos y twix

-Colacaremos velas y adornos varios y listo...

El cumpleañero quedó encantado y la tarta estaba buenisima.

1 comentario:

Lichitrap dijo...

Qué tarta más fantástica. Me encanta. Y a los peques seguro que les vuelve locos.