Online Recipe Database Direct Access

Tools
Recipes
RSS Feeds
Information
Links

Source in .scx format of Spiedini di pollo aromatico

<?xml version="1.0" encoding="UTF-8" standalone="yes"?>
<!--
Shop'NCook recipe exchange format
Generated by Shop'NCook 3.1 (http://www.shopncook.com/)
DTD: http://www.rufenacht.com/shopncook.dtd
-->
<!DOCTYPE ShopNCook>
<?xml-stylesheet href="shopncook1.css" type="text/css"?>
<ShopNCook version="1.0" generator="Shop&apos;NCook recipe database 1.0" xml:lang="en">
<RecipeList>
<Recipe recipeId="66878" locale="it">
<RecipeHeader>
<RecipeTitle>Spiedini di pollo aromatico</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>
<Ingredient id="957" quantity="4.0" unit="fettine" comment="" defaultState="true" weightGram="0.0" included="true" cooked="false" isAutoId="true" isAutoWeight="true" isAutoUnit="true">
<IngredientQuantity quantity="4.0" unit="fettine">4 fettine</IngredientQuantity>
<IngredientItem>petto di pollo</IngredientItem>
<IngredientComment>(circa 400 gr)</IngredientComment>
</Ingredient>
<Ingredient id="952" quantity="4.0" unit="fette" comment="" defaultState="true" weightGram="0.0" included="true" cooked="false" isAutoId="true" isAutoWeight="true" isAutoUnit="true">
<IngredientQuantity quantity="4.0" unit="fette">4 fette</IngredientQuantity>
<IngredientItem>prosciutto cotto</IngredientItem>
<IngredientComment></IngredientComment>
</Ingredient>
<Ingredient id="1112" quantity="1.0" unit="spicchio" comment="" defaultState="true" weightGram="3.0" included="true" cooked="false" isAutoId="true" isAutoWeight="true" isAutoUnit="true">
<IngredientQuantity quantity="1.0" unit="spicchio">uno spicchio</IngredientQuantity>
<IngredientItem>aglio</IngredientItem>
<IngredientComment></IngredientComment>
</Ingredient>
<IngredientText>un mazzettino di prezzemolo</IngredientText>
<Ingredient id="-1" quantity="1.0" unit="manciata" comment="" defaultState="true" weightGram="0.0" included="true" cooked="false" isAutoId="true" isAutoWeight="true" isAutoUnit="true">
<IngredientQuantity quantity="1.0" unit="manciata">una manciata</IngredientQuantity>
<IngredientItem>foglie di basilico</IngredientItem>
<IngredientComment></IngredientComment>
</Ingredient>
<Ingredient id="2144" quantity="0.0" unit="" comment="" defaultState="true" weightGram="0.0" included="true" cooked="false" isAutoId="true" isAutoWeight="true" isAutoUnit="true">
<IngredientQuantity quantity="0.0" unit=""></IngredientQuantity>
<IngredientItem>olio extravergine d&apos;oliva q.b</IngredientItem>
<IngredientComment></IngredientComment>
</Ingredient>
<Ingredient id="702" quantity="0.0" unit="" comment="" defaultState="true" weightGram="0.0" included="true" cooked="false" isAutoId="true" isAutoWeight="true" isAutoUnit="true">
<IngredientQuantity quantity="0.0" unit=""></IngredientQuantity>
<IngredientItem>sale</IngredientItem>
<IngredientComment></IngredientComment>
</Ingredient>
<Ingredient id="726" quantity="0.0" unit="" comment="" defaultState="true" weightGram="0.0" included="true" cooked="false" isAutoId="true" isAutoWeight="true" isAutoUnit="true">
<IngredientQuantity quantity="0.0" unit=""></IngredientQuantity>
<IngredientItem>pepe</IngredientItem>
<IngredientComment></IngredientComment>
</Ingredient>
</IngredientList>
<RecipeText>Mettete a bagno in acqua fredda quattro stecchini di legno per spiedini. Sbucciate lo spicchio d&apos;aglio e tritatelo con il prezzemolo e il basilico lavati e asciugati. Mettete le fettine di pollo tra due fogli di carta da forno o di pellicola alimentare e battetele con un batticarne in modo da assottigliarle il più possibile.

Cospargete abbondantemente la carne con il trito aromatico, coprite ciascuna fettina con una fetta di prosciutto cotto e arrotolatele strettamente, compattando gli involtini con le mani. Tagliate eventualmente le estremità degli involtini in modo da ottenere tanti cilindri regolari (cosa che non ho fatto perchè lo trovo uno spreco inutile e tagliate ciascuno in tre fette o, comunque, in fette di circa 3 cm di spessore.

Infilzate i rotolini di pollo con gli stecchini, mettendone 3 per ogni spiedino, spennellateli con un poco d&apos;olio e cuoceteli sulla piastra ben calda, girandoli su ogni lato finchè non risulteranno essere ben cotti e rosolati. Salate, pepate a piacere e servite ancora caldo.
</RecipeText>
<Image>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</Image>
</Recipe>
</RecipeList>
</ShopNCook>

Back to the recipe

Home  |   Shop'NCook main  |   PRIVACY  |   Copyright  |   Contact