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

itempricelastword

lastlast 1last has been added to the menu with a price of $2last1001002myselfindex1lengthTake the user's order, then report the price! If the user suggests an item that is not on the menu, let them know and allow them a chance to order again. OrderFull Ordercdcd0Full OrderWhat would you like to order?DoneOrderYou want to order the which costs $2item?Is there anything else you would like to add to your order?i1lengthi1lengthYour full order is and the total cost is $1101003We will get your order out soon. Thank you for buying from the restaurant2Hamburger 4,Cheeseburger 4.5,Chicken sandwich 1000,Grilled fish 6,Steak 18,Salad 2,Spaghetti 5,lobster 24,ok 999