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(starting symbol P) P -> S ; P | S S -> proc f ( L ) | if C { P } else {
(starting symbol P) P -> S ";" P | S S -> "proc" f "(" L ")" | "if" C "{" P "}" "else" "{" P "}" | "while" C "{" P "}" | "print" C | C L -> x "," X | x | X -> x "," X | x C -> E | E "<" E | E "=" E E -> T | T M M -> "+" T M | "-" T M | T -> F | F N N -> "*" F N | "/" F N | F -> A | A "^" F A -> "(" C ")" | x ":" "=" C | f "(" R ")" | x | n R -> C "," Q | C | Q -> C "," Q | C You should follow this grammar, but will want to perform some implicit left-factoring (e.g., in nonterminal A), inlining (e.g., of L), and conversion of right-recursion into loops (e.g., M, N) when writing your top-down parser
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