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C:\Users\gl\Desktop\gı.py
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class DoubleEg { public static void main ( String[] args ) { double value = 32; System.out.println("A double: " + value); } }
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coq uco lod aco loz afo dad aco loz avu lel olo loq uba vuz a
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#import <objc/objc.h> #import <objc/Object.h> @interface TestObj : Object { int num; } - (void)foo; @end
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{Browse 999}
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declare Max proc{Max X Y Z} if X>Y then Z=X else Z=Y end end {Show max({Max 1 2})}
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declare Max proc{Max X Y Z} if X>Y then Z=X else Z=Y end end {Browse max({Max 1 2})}
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class Example{ main() public static void main(string args[]) { system.out.println("heloo m learning java "); } }
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class Example{ public static void main(string args[]) { system.out.println("heloo m learning java "); } }
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class Example{ public static void main(string arg[]) { system.out.println("heloo m learning java "); } }
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declare fun {GetLast S} if S.2 == nil then S.1 else {GetLast S.2} end end declare fun {And c1 c2} if c1 then if c2 then true else false
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declare proc {Sudoku P ?Grid} Grid = {List.make 9} {List.forAll Grid proc {$ Row} Row = {FD.list 9 1#9} end} for I in 1..9 do {FD.distinct {Nth Grid I}} end for J in 1..9 do {FD.distinct {List.map Grid fun {$ Row}
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declare proc {Sudoku P ?Grid} %% Creo la lista di 9 elementi, tutti UNBOUND inizialmente Grid = {List.make 9} %% Popola ogni elemento di Grid con un'altra lista, aventi 9 elementi con valore 1#9 (range di valori ammissibili del sudoku) {List.forAll Grid proc {$ Row} Row = {FD.list 9 1#9} end} %% Vincoli RIGA for I in 1..9 do {FD.distinct {Nth Grid I}} %% Nth estrae l'iesimo elemento da Grid, la distinct verifica che non si ripetano elementi
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local MyMap in MyMap = proc {$ Ls F R} case Ls of `|`(1:H 2:T) then local Res in {F H Res} local RestAns in R=`|`(1:Res 2:RestAns) {MyMap T F RestAns}
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local MyMap in MyMap = proc {$ Ls F R} case Ls of ’|’(1:H 2:T) then local Res in {F H Res} local RestAns in R=’|’(1:Res 2:RestAns) {MyMap T F RestAns}
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The Wizard of....
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program HelloWorld; uses crt; function factorial(n : longint) : longint; begin if (n>0) then begin factorial:= n*factorial(n-1); end else
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declare fun {NewPortObject2 Proc} Sin in {Browse Sin} thread for Msg in Sin do {Proc Msg} end end {NewPort Sin} end declare fun {Player Others} {NewPortObject2 proc {$ Msg} case Msg of ball(X) then
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print "Kode Multus"
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functor import Application System define {System.showInfo 'Hello World!'} {Application.exit 0}
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functor import Application System define {System.showInfo 'Hello World!'} end
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functor import Application System define {System.showInfo 'Hello World!'} end
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functor import Application System define {System.showInfo 'Hello World!'} declare
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$ rm unknow1file
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vi test123
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$ echo "Today is `date`".
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...
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declare Out A thread Out = {Map [5 A 0] fun {$ X} X + 2 end } end thread A = 6 end {Show Out}
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functor import Application System define {System.showInfo 'Hello World!'} {Application.exit 0}
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<?xml version="1.0" ?> <!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> <html xmlns="http://www.w3.org/1999/xhtml"><head> <title>Geocache GC... Für Informatiker - 2</title> </head>
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