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Source in .scx format of Crostata con frolla al malto ( no zucchero)

<?xml version="1.0" encoding="UTF-8" standalone="yes"?>
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Shop'NCook recipe exchange format
Generated by Shop'NCook 3.1 (http://www.shopncook.com/)
DTD: http://www.rufenacht.com/shopncook.dtd
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<!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="66494" locale="it">
<RecipeHeader>
<RecipeTitle>Crostata con frolla al malto ( no zucchero)</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="-1" quantity="400.0" unit="g" comment="" defaultState="true" weightGram="1.0" included="true" cooked="false" isAutoId="true" isAutoWeight="true" isAutoUnit="true">
<IngredientQuantity quantity="400.0" unit="g">400g</IngredientQuantity>
<IngredientItem>farina</IngredientItem>
<IngredientComment>(io 250g 00 e 175g integrale)</IngredientComment>
</Ingredient>
<Ingredient id="-1" quantity="80.0" unit="g" comment="" defaultState="true" weightGram="1.0" included="true" cooked="false" isAutoId="true" isAutoWeight="true" isAutoUnit="true">
<IngredientQuantity quantity="80.0" unit="g">80g</IngredientQuantity>
<IngredientItem>succo limpido di mela</IngredientItem>
<IngredientComment></IngredientComment>
</Ingredient>
<Ingredient id="1806" quantity="100.0" unit="g" comment="" defaultState="true" weightGram="1.0" included="true" cooked="false" isAutoId="true" isAutoWeight="true" isAutoUnit="true">
<IngredientQuantity quantity="100.0" unit="g">100g</IngredientQuantity>
<IngredientItem>olio</IngredientItem>
<IngredientComment></IngredientComment>
</Ingredient>
<Ingredient id="-1" quantity="150.0" unit="g" comment="" defaultState="true" weightGram="1.0" included="true" cooked="false" isAutoId="true" isAutoWeight="true" isAutoUnit="true">
<IngredientQuantity quantity="150.0" unit="g">150g</IngredientQuantity>
<IngredientItem>malto di riso</IngredientItem>
<IngredientComment></IngredientComment>
</Ingredient>
<Ingredient id="1785" quantity="1.0" unit="bustina" comment="" defaultState="true" weightGram="0.0" included="true" cooked="false" isAutoId="true" isAutoWeight="true" isAutoUnit="true">
<IngredientQuantity quantity="1.0" unit="bustina">1 bustina</IngredientQuantity>
<IngredientItem>lievito</IngredientItem>
<IngredientComment></IngredientComment>
</Ingredient>
<Ingredient id="-1" quantity="200.0" unit="g" comment="" defaultState="true" weightGram="1.0" included="true" cooked="false" isAutoId="true" isAutoWeight="true" isAutoUnit="true">
<IngredientQuantity quantity="200.0" unit="g">200g</IngredientQuantity>
<IngredientItem>marmellata senza zucchero</IngredientItem>
<IngredientComment>(con i soli zuccheri della frutta)</IngredientComment>
</Ingredient>
</IngredientList>
<RecipeText>Mettete in un pentolino il succo di frutta e il malto e scioglieteli a fiamma bassa, mescolando continuamente.

Mettete le farine in una ciotola insieme al lievito e se vi piace un pizzico di vaniglia (o buccia di limone)

Aggiungete il succo con gli zuccheri e mescolate.

Aggiungete poi anche l’olio e impastate fino ad ottenere un impasto morbido e facilmente lavorabile (non aggiungete la farina tutta in una volta perchè potrebbe volercene un po&apos; di meno).

Stendete l&apos;impasto con un mattarello e mettetelo all&apos;interno della teglia, ripulite i bordi e punzecchiate il fondo con i rebbi di una forchetta.

Spalmate la marmellata sul fondo.

Con i tagliapasta che avrete scelto tagliate le figure che andranno a decorare la torta oppure le classiche strisce per le losanghe.

Cuocete in forno caldo ventilato a 180° per circa 25 minuti.

</RecipeText>
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</Image>
</Recipe>
</RecipeList>
</ShopNCook>

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