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Source in .scx format of Angel Food Cake

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<ShopNCook version="1.0" generator="Shop&apos;NCook recipe database 1.0" xml:lang="en">
<RecipeList>
<Recipe recipeId="49154" locale="en">
<RecipeHeader>
<RecipeTitle>Angel Food Cake</RecipeTitle>
<Category></Category>
<NbPersons>12</NbPersons>
<PortionYield quantity="1.0" unit=""></PortionYield>
<PrepTime hours="0.0"></PrepTime>
<TotalTime hours="0.0"></TotalTime>
<Source></Source>
</RecipeHeader>
<IngredientList>
<IngredientText>From Cook&apos;s Country - August/September 2009
WHY THIS RECIPE WORKS:
The key to Angel Food Cake is voluminous, stable egg whites. A mere speck of yolk precludes them from whipping to peaks. We had the best success with either cold or room-temperature egg whites. Cold whites whipped to the same volume as room-temperature eggs (they just took a few minutes longer). Cream of tartar offered some insurance against deflated whites. Its acidity helped stabilize the egg whites.
Do not use all-purpose flour. Our tasters unflatteringly compared a cake made with it to Wonder Bread. If your angel food cake pan does not have a removable bottom, line the bottom of the pan with parchment paper. In either case, do not grease the pan (or the paper).
INGREDIENTS</IngredientText>
<Ingredient id="1765" quantity="1.125" unit="cup" comment="" defaultState="true" weightGram="137.0" included="true" cooked="false" isAutoId="true" isAutoWeight="true" isAutoUnit="true">
<IngredientQuantity quantity="1.125" unit="cup">1cup plus 2 tablespoons</IngredientQuantity>
<IngredientItem>cake flour,</IngredientItem>
<IngredientComment>(4 1/2 ounces) (see note)</IngredientComment>
</Ingredient>
<Ingredient id="702" quantity="0.25" unit="teaspoon" comment="" defaultState="true" weightGram="6.0833335" included="true" cooked="false" isAutoId="true" isAutoWeight="true" isAutoUnit="true">
<IngredientQuantity quantity="0.25" unit="teaspoon">1/4teaspoon</IngredientQuantity>
<IngredientItem>salt</IngredientItem>
<IngredientComment></IngredientComment>
</Ingredient>
<Ingredient id="825" quantity="1.75" unit="cups" comment="" defaultState="true" weightGram="201.59999" included="true" cooked="false" isAutoId="true" isAutoWeight="true" isAutoUnit="true">
<IngredientQuantity quantity="1.75" unit="cups">1 3/4cups</IngredientQuantity>
<IngredientItem>granulated sugar,</IngredientItem>
<IngredientComment>(12 1/4 ounces)</IngredientComment>
</Ingredient>
<Ingredient id="314" quantity="12.0" unit="large" comment="" defaultState="true" weightGram="33.0" included="true" cooked="false" isAutoId="true" isAutoWeight="true" isAutoUnit="true">
<IngredientQuantity quantity="12.0" unit="large">12large</IngredientQuantity>
<IngredientItem>egg whites</IngredientItem>
<IngredientComment></IngredientComment>
</Ingredient>
<Ingredient id="757" quantity="1.5" unit="teaspoons" comment="" defaultState="true" weightGram="3.0" included="true" cooked="false" isAutoId="true" isAutoWeight="true" isAutoUnit="true">
<IngredientQuantity quantity="1.5" unit="teaspoons">1 1/2teaspoons</IngredientQuantity>
<IngredientItem>cream of tartar</IngredientItem>
<IngredientComment></IngredientComment>
</Ingredient>
<Ingredient id="767" quantity="1.0" unit="teaspoon" comment="" defaultState="true" weightGram="4.3333335" included="true" cooked="false" isAutoId="true" isAutoWeight="true" isAutoUnit="true">
<IngredientQuantity quantity="1.0" unit="teaspoon">1teaspoon</IngredientQuantity>
<IngredientItem>vanilla extract</IngredientItem>
<IngredientComment></IngredientComment>
</Ingredient>
</IngredientList>
<RecipeText>INSTRUCTIONS

1. PROCESS SUGAR Adjust oven rack to lower-middle position and preheat oven to 325 degrees. Whisk flour and salt in bowl. Process sugar in food processor until fine and powdery, about 1 minute. Reserve half of sugar in small bowl. Add flour mixture to food processor with remaining sugar and process until aerated, about 1 minute.

2. BEAT WHITES With electric mixer on medium-low speed, beat egg whites and cream of tartar until frothy, about 1 minute. Increase speed to medium-high. With motor running, slowly add reserved sugar and beat until soft peaks form, about 6 minutes. Add vanilla and mix until incorporated.

3. SIFT AND FOLD Sift flour mixture over egg whites in 3 additions, folding gently with rubber spatula after each addition until incorporated. Scrape mixture into 12-cup ungreased tube pan.

4. BAKE Bake until toothpick inserted into center comes out clean and cracks in cake appear dry, 40 to 45 minutes. Cool, inverted, to room temperature, about 3 hours. To unmold, run knife along interior of pan. Turn out onto platter. Serve.
</RecipeText>
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</Image>
</Recipe>
</RecipeList>
</ShopNCook>

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