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Source in .scx format of Ostia di cipolla trasparente

<?xml version="1.0" encoding="UTF-8" standalone="yes"?>
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<RecipeList>
<Recipe recipeId="84202" locale="it">
<RecipeHeader>
<RecipeTitle>Ostia di cipolla trasparente</RecipeTitle>
<Category></Category>
<NbPersons>0</NbPersons>
<PortionYield quantity="1.0" unit=""></PortionYield>
<PrepTime hours="0.0"></PrepTime>
<TotalTime hours="0.0"></TotalTime>
<Source></Source>
</RecipeHeader>
<IngredientList>
<IngredientText>Cipolla cotta al forno</IngredientText>
</IngredientList>
<RecipeText>cuocere la cipolla di 30 gr 3 ore a140*
fare un gel neutro con 500ml d?acqua 5 gr di Agar Agar 4 g di amido di patata ho portato a bollore  messo a riposare in frigo 40 m

Ho condito la cipolla l?ho frullata molto bene aggiungendo 30 g di gelatina neutra ho steso sul silpat e fatto essiccare a 80* per 90 m circa
</RecipeText>
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</Image>
</Recipe>
</RecipeList>
</ShopNCook>

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