Skip to content
![Cinnamon apple squares](data:image/jpeg;base64,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)
Ingredients
Serves : 12
- For the dough
- 550g plain flour
- 350g margarine
- 40g fresh yeast
- 1 egg
- 2 tablespoons caster sugar
- 1 pinch salt
- 1 teaspoon baking powder
- For the filling
- 1.5 to 2kg tart apples, peeled and grated
- 250g caster sugar
- 1 teaspoon ground cinnamon
- For the egg wash
- 1 egg yolk
- 2 tablespoons double cream
Directions to make the Cinnamon apple squares
- Preheat oven to 200 C / Gas 6. Butter a deep baking tray.
- Knead together all the dough ingredients to form a smooth dough. (Crumble yeast into mixture before kneading).
- Cut the dough in half and line the prepared tray with one piece.
- To make the filling: In a bowl, mix together apples, sugar and cinnamon. Pour into dough-lined baking tray. Level out.
- Roll out the remaining dough on baking parchment. Arrange over the apple mixture.
- Beat together egg yolk and cream to make the egg wash. Brush over the dough. Pierce the top several times with a fork.
- Bake in preheated oven for 40 minutes. Let cool before cutting into squares.
BACK TO APPLE RECIPES