data:image/png;base64,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

Bdone

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==A"1 egg ½ teaspoon salt ½ teaspoon ground black pepper 1 pound ground beef ½ cup fine dry bread crumbs","1 tablespoon garlic powder 1 tablespoon dried basil ½ teaspoon salt 4 (6 ounce) salmon 2 tablespoons butter 4 lemon wedges","3 tablespoons vegetable oil 1 ½ cups cider vinegar 1 tablespoon salt ¼ teaspoon ground black pepper 2 teaspoons poultry seasoning 2 pounds cut up chicken pieces","2 quarts half-and-half cream ½ pint heavy cream 1 ½ cups white sugar 4 teaspoons vanilla extract 1 pinch salt","½ cup butter 1 cup white sugar 2 eggs 1 teaspoon vanilla extract ⅓ cup unsweetened cocoa powder ½ cup all-purpose flour ¼ teaspoon salt ¼ teaspoon baking powder","3 cups water 3 family size tea bags 2 fresh peaches - peeled, pitted, and sliced 1 cup water 1 ½ teaspoons stevia powder","1 gallon 2% milk 1 cup plain yogurt with active cultures","1 egg 1 cup white sugar ½ cup shortening 1 teaspoon baking soda 2 teaspoons cream of tartar ¼ teaspoon ground nutmeg ¼ teaspoon salt 2 cups all-purpose flour ⅓ cup granulated sugar for decoration ¾ cup sweetened condensed milk"," Search Find a Recipe Profile Menu Log In Join Now Login GET ALLRECIPES MAGAZINE Home Recipes Bread Yeast Bread Recipes Italian Cheese Bread Italian Cheese Bread Rating: 4.39 stars 109 Ratings 110 Reviews 20 Photos A strong tasting cheese bread. By roger russell Save Pin Print Share Gallery Italian Cheese Bread Italian Cheese Bread TheBritishBaker Italian Cheese Bread lcmspw Italian Cheese Bread Christina Italian Cheese Bread Deborah Saufert Gass Recipe Summary test Servings: 12 Yield: 1 - 1 1/2 pound loaf Nutrition Info Ingredients Decrease Serving 12 Increase Serving Adjust Original recipe yields 12 servings Ingredient Checklist 1 ¼ cups warm water 3 cups bread flour ½ cup shredded pepperjack cheese 2 teaspoons Italian seasoning 1 teaspoon ground black pepper 2 tablespoons grated Parmesan cheese 2 tablespoons brown sugar 1 ½ teaspoons salt 2 teaspoons active dry yeast"1A