data:image/png;base64,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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==Step 1: Add some numbers to your list Step 2: Edit this custom predicate block so that it works! You get to decide the number on the far right, whatever you think it should be. 2donei1length2and your order came out to $ without tax3The amount of tax you owe is 1.1$2Your final total is 1.1$2dookie,green balls3,13doneWhat would you like to order? ,1 dookie,2 green ballsdookie,green balls016You ordered ,dookie,green balls