data:image/png;base64,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int fib(int n) { <body> }if <#1> { <#2> }

'<#1>',,console.log(<#1>);console.log(<#1>);fib(<#1>)if (<#1>) {    <#2>}if (<#1>) {    <#2>} else {    <#3>}return <#1>;(<#1> + <#2>)(<#1> - <#2>)(<#1> * <#2>)(<#1> / <#2>)(<#1> % <#2>)(<#1> < <#2>)(<#1> === <#2>)(<#1> > <#2>)(<#1> && <#2>)(<#1> || <#2>)(!<#1>)<#1> = <#2>;<#1> += 1;var <#1>;false(<#1>.length)console.log(<#1>);[<#1>](<#1>.length)<#2>[<#1> - 1]<#2>.push(<#1>);

printf(<#1>); printf("\n");printf(<#1>); printf("\n");#include <stdio.h> int main() { <#1> return(0); }if <#1> { <#2> }if <#1> { <#2> } else { <#3> }return <#1>;while <#1> { <#2> }int <#1>; for (<#1> = <#2>; <#1> <= <#3>; <#1>++) { <#4> }(<#1> + <#2>)(<#1> - <#2>)(<#1> * <#2>)(<#1> / <#2>)(<#1> % <#2>)(<#1> < <#2>)(<#1> == <#2>)(<#1> > <#2>)(<#1> && <#2>)(<#1> || <#2>)(!<#1>)"%d", <#1>int fact(int n) { <body> }fact(<#1>)int fib(int n) { <body> }fib(<#1>)<#1> = <#2>;<#1>++;int <#1>;

console.log(<#1>);console.log(<#1>);<#1>if (<#1>) { <#2> }if (<#1>) { <#2> } else { <#3> }return <#1>;while (<#1>) { <#2> }for (var <#1> = <#2>; <#1> <= <#3>; <#1> += 1) { <#4> }(<#1> + <#2>)(<#1> - <#2>)(<#1> * <#2>)(<#1> / <#2>)(<#1> % <#2>)(<#1> < <#2>)(<#1> === <#2>)(<#1> > <#2>)(<#1> && <#2>)(<#1> || <#2>)(!<#1>)truetruefalsefalse

helloWorld

(<#1> + <#2>)world(<#1>.length)

(typeof <#1> === 'number')

(<#1>.toString())

function fact(n) { <body> }

fact(<#1>)

function fib(n) { <body> }

fib(<#1>)<#1> = <#2>;<#1> += 1;console.log(<#1>);var <#1>;[<#1>]

[](<#1>.length)1<#2>[<#1> - 1]<#2>.push(<#1>);

<#1>

while (<#1>) { <#2> }

for (var <#1> = <#2>; <#1> <= <#3>; <#1> += 1) { <#4> }15

(<#1> + <#2>)helloWorld

(typeof <#1> === 'number')5

(<#1>.toString())5

function fact(n) { <body> }

fact(<#1>)5

function fib(n) { <body> }

fib(<#1>)7

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==Press 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