data:image/jpeg;base64,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
Guys, I know there are lots of way to make pizza but here is mine.
For the perfect homemade pizza:
~ Preheat oven and a baking sheet to 220C/fan 200C.
~ Mix strong bread flour, salt and fast-action yeast together in a large bowl. Quickly stir in lukewarm water and olive oil and bring together to a rough dough.
~ Tip out the mixture onto a lightly floured worksurface and knead for 5 mins until you have a smooth, springy dough.
~ Roll out into a thin round (you may have to stretch it with your hands a little) and place on a floured baking sheet.
~ Add your favourite toppings (such as tomato passata, mozzarella, vegetables or cured meats), place the floured sheet on top of the preheated sheet and bake for 10-15 mins, until the pizza is golden and crispy.
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https://www.bbcgoodfood.com/videos/techniques/how-make-pizza?IGNORE_GEO_REDIRECT_ONCE=true