[92m***************************************[0m
[92mSOURCE:[0m
[92m***************************************[0m
angle := 0
x := 25
y := 60

func pow(base, exponent)
  ret base ^ exponent
end

func factorial(n)
  res := 1.0
  for i := 1, n do
    res := res * i
  end
  ret res
end

func cos(a)
  a := a * 3.141592 / 180
  value := 1
  sign := -1
  n := 200
  i := 2
  while i < n do
    value := value + (pow(a, i) / factorial(i) * sign)
    i := i + 2
    sign := sign * -1
  end
  ret value
end

func sin(a)
  a := a * 3.141592 / 180
  value := a
  sign := -1
  n := 200
  i := 3
  while i < n do
    value := value + (pow(a, i) / factorial(i) * sign)
    i := i + 2
    sign := sign * -1
  end
  ret value
end

func dragon(size, level, d)
  if level == 0 then
    x := x - cos(angle) * size
    y := y + sin(angle) * size
    println("line " + x + " " + y)
  else
    dragon(size / 1.4142135624, level - 1, 1)
    angle := angle - d * 90
    dragon(size / 1.4142135624, level - 1, -1)
  end
end

dragon(60, 12, 1)

[92m***************************************[0m
[92mTOKENS:[0m
[92m***************************************[0m
(TOK_IDENTIFIER, 'angle', 1)
(TOK_ASSIGN, ':=', 1)
(TOK_INTEGER, '0', 1)
(TOK_IDENTIFIER, 'x', 2)
(TOK_ASSIGN, ':=', 2)
(TOK_INTEGER, '25', 2)
(TOK_IDENTIFIER, 'y', 3)
(TOK_ASSIGN, ':=', 3)
(TOK_INTEGER, '60', 3)
(TOK_FUNC, 'func', 5)
(TOK_IDENTIFIER, 'pow', 5)
(TOK_LPAREN, '(', 5)
(TOK_IDENTIFIER, 'base', 5)
(TOK_COMMA, ',', 5)
(TOK_IDENTIFIER, 'exponent', 5)
(TOK_RPAREN, ')', 5)
(TOK_RET, 'ret', 6)
(TOK_IDENTIFIER, 'base', 6)
(TOK_CARET, '^', 6)
(TOK_IDENTIFIER, 'exponent', 6)
(TOK_END, 'end', 7)
(TOK_FUNC, 'func', 9)
(TOK_IDENTIFIER, 'factorial', 9)
(TOK_LPAREN, '(', 9)
(TOK_IDENTIFIER, 'n', 9)
(TOK_RPAREN, ')', 9)
(TOK_IDENTIFIER, 'res', 10)
(TOK_ASSIGN, ':=', 10)
(TOK_FLOAT, '1.0', 10)
(TOK_FOR, 'for', 11)
(TOK_IDENTIFIER, 'i', 11)
(TOK_ASSIGN, ':=', 11)
(TOK_INTEGER, '1', 11)
(TOK_COMMA, ',', 11)
(TOK_IDENTIFIER, 'n', 11)
(TOK_DO, 'do', 11)
(TOK_IDENTIFIER, 'res', 12)
(TOK_ASSIGN, ':=', 12)
(TOK_IDENTIFIER, 'res', 12)
(TOK_STAR, '*', 12)
(TOK_IDENTIFIER, 'i', 12)
(TOK_END, 'end', 13)
(TOK_RET, 'ret', 14)
(TOK_IDENTIFIER, 'res', 14)
(TOK_END, 'end', 15)
(TOK_FUNC, 'func', 17)
(TOK_IDENTIFIER, 'cos', 17)
(TOK_LPAREN, '(', 17)
(TOK_IDENTIFIER, 'a', 17)
(TOK_RPAREN, ')', 17)
(TOK_IDENTIFIER, 'a', 18)
(TOK_ASSIGN, ':=', 18)
(TOK_IDENTIFIER, 'a', 18)
(TOK_STAR, '*', 18)
(TOK_FLOAT, '3.141592', 18)
(TOK_SLASH, '/', 18)
(TOK_INTEGER, '180', 18)
(TOK_IDENTIFIER, 'value', 19)
(TOK_ASSIGN, ':=', 19)
(TOK_INTEGER, '1', 19)
(TOK_IDENTIFIER, 'sign', 20)
(TOK_ASSIGN, ':=', 20)
(TOK_MINUS, '-', 20)
(TOK_INTEGER, '1', 20)
(TOK_IDENTIFIER, 'n', 21)
(TOK_ASSIGN, ':=', 21)
(TOK_INTEGER, '200', 21)
(TOK_IDENTIFIER, 'i', 22)
(TOK_ASSIGN, ':=', 22)
(TOK_INTEGER, '2', 22)
(TOK_WHILE, 'while', 23)
(TOK_IDENTIFIER, 'i', 23)
(TOK_LT, '<', 23)
(TOK_IDENTIFIER, 'n', 23)
(TOK_DO, 'do', 23)
(TOK_IDENTIFIER, 'value', 24)
(TOK_ASSIGN, ':=', 24)
(TOK_IDENTIFIER, 'value', 24)
(TOK_PLUS, '+', 24)
(TOK_LPAREN, '(', 24)
(TOK_IDENTIFIER, 'pow', 24)
(TOK_LPAREN, '(', 24)
(TOK_IDENTIFIER, 'a', 24)
(TOK_COMMA, ',', 24)
(TOK_IDENTIFIER, 'i', 24)
(TOK_RPAREN, ')', 24)
(TOK_SLASH, '/', 24)
(TOK_IDENTIFIER, 'factorial', 24)
(TOK_LPAREN, '(', 24)
(TOK_IDENTIFIER, 'i', 24)
(TOK_RPAREN, ')', 24)
(TOK_STAR, '*', 24)
(TOK_IDENTIFIER, 'sign', 24)
(TOK_RPAREN, ')', 24)
(TOK_IDENTIFIER, 'i', 25)
(TOK_ASSIGN, ':=', 25)
(TOK_IDENTIFIER, 'i', 25)
(TOK_PLUS, '+', 25)
(TOK_INTEGER, '2', 25)
(TOK_IDENTIFIER, 'sign', 26)
(TOK_ASSIGN, ':=', 26)
(TOK_IDENTIFIER, 'sign', 26)
(TOK_STAR, '*', 26)
(TOK_MINUS, '-', 26)
(TOK_INTEGER, '1', 26)
(TOK_END, 'end', 27)
(TOK_RET, 'ret', 28)
(TOK_IDENTIFIER, 'value', 28)
(TOK_END, 'end', 29)
(TOK_FUNC, 'func', 31)
(TOK_IDENTIFIER, 'sin', 31)
(TOK_LPAREN, '(', 31)
(TOK_IDENTIFIER, 'a', 31)
(TOK_RPAREN, ')', 31)
(TOK_IDENTIFIER, 'a', 32)
(TOK_ASSIGN, ':=', 32)
(TOK_IDENTIFIER, 'a', 32)
(TOK_STAR, '*', 32)
(TOK_FLOAT, '3.141592', 32)
(TOK_SLASH, '/', 32)
(TOK_INTEGER, '180', 32)
(TOK_IDENTIFIER, 'value', 33)
(TOK_ASSIGN, ':=', 33)
(TOK_IDENTIFIER, 'a', 33)
(TOK_IDENTIFIER, 'sign', 34)
(TOK_ASSIGN, ':=', 34)
(TOK_MINUS, '-', 34)
(TOK_INTEGER, '1', 34)
(TOK_IDENTIFIER, 'n', 35)
(TOK_ASSIGN, ':=', 35)
(TOK_INTEGER, '200', 35)
(TOK_IDENTIFIER, 'i', 36)
(TOK_ASSIGN, ':=', 36)
(TOK_INTEGER, '3', 36)
(TOK_WHILE, 'while', 37)
(TOK_IDENTIFIER, 'i', 37)
(TOK_LT, '<', 37)
(TOK_IDENTIFIER, 'n', 37)
(TOK_DO, 'do', 37)
(TOK_IDENTIFIER, 'value', 38)
(TOK_ASSIGN, ':=', 38)
(TOK_IDENTIFIER, 'value', 38)
(TOK_PLUS, '+', 38)
(TOK_LPAREN, '(', 38)
(TOK_IDENTIFIER, 'pow', 38)
(TOK_LPAREN, '(', 38)
(TOK_IDENTIFIER, 'a', 38)
(TOK_COMMA, ',', 38)
(TOK_IDENTIFIER, 'i', 38)
(TOK_RPAREN, ')', 38)
(TOK_SLASH, '/', 38)
(TOK_IDENTIFIER, 'factorial', 38)
(TOK_LPAREN, '(', 38)
(TOK_IDENTIFIER, 'i', 38)
(TOK_RPAREN, ')', 38)
(TOK_STAR, '*', 38)
(TOK_IDENTIFIER, 'sign', 38)
(TOK_RPAREN, ')', 38)
(TOK_IDENTIFIER, 'i', 39)
(TOK_ASSIGN, ':=', 39)
(TOK_IDENTIFIER, 'i', 39)
(TOK_PLUS, '+', 39)
(TOK_INTEGER, '2', 39)
(TOK_IDENTIFIER, 'sign', 40)
(TOK_ASSIGN, ':=', 40)
(TOK_IDENTIFIER, 'sign', 40)
(TOK_STAR, '*', 40)
(TOK_MINUS, '-', 40)
(TOK_INTEGER, '1', 40)
(TOK_END, 'end', 41)
(TOK_RET, 'ret', 42)
(TOK_IDENTIFIER, 'value', 42)
(TOK_END, 'end', 43)
(TOK_FUNC, 'func', 45)
(TOK_IDENTIFIER, 'dragon', 45)
(TOK_LPAREN, '(', 45)
(TOK_IDENTIFIER, 'size', 45)
(TOK_COMMA, ',', 45)
(TOK_IDENTIFIER, 'level', 45)
(TOK_COMMA, ',', 45)
(TOK_IDENTIFIER, 'd', 45)
(TOK_RPAREN, ')', 45)
(TOK_IF, 'if', 46)
(TOK_IDENTIFIER, 'level', 46)
(TOK_EQEQ, '==', 46)
(TOK_INTEGER, '0', 46)
(TOK_THEN, 'then', 46)
(TOK_IDENTIFIER, 'x', 47)
(TOK_ASSIGN, ':=', 47)
(TOK_IDENTIFIER, 'x', 47)
(TOK_MINUS, '-', 47)
(TOK_IDENTIFIER, 'cos', 47)
(TOK_LPAREN, '(', 47)
(TOK_IDENTIFIER, 'angle', 47)
(TOK_RPAREN, ')', 47)
(TOK_STAR, '*', 47)
(TOK_IDENTIFIER, 'size', 47)
(TOK_IDENTIFIER, 'y', 48)
(TOK_ASSIGN, ':=', 48)
(TOK_IDENTIFIER, 'y', 48)
(TOK_PLUS, '+', 48)
(TOK_IDENTIFIER, 'sin', 48)
(TOK_LPAREN, '(', 48)
(TOK_IDENTIFIER, 'angle', 48)
(TOK_RPAREN, ')', 48)
(TOK_STAR, '*', 48)
(TOK_IDENTIFIER, 'size', 48)
(TOK_PRINTLN, 'println', 49)
(TOK_LPAREN, '(', 49)
(TOK_STRING, '"line "', 49)
(TOK_PLUS, '+', 49)
(TOK_IDENTIFIER, 'x', 49)
(TOK_PLUS, '+', 49)
(TOK_STRING, '" "', 49)
(TOK_PLUS, '+', 49)
(TOK_IDENTIFIER, 'y', 49)
(TOK_RPAREN, ')', 49)
(TOK_ELSE, 'else', 50)
(TOK_IDENTIFIER, 'dragon', 51)
(TOK_LPAREN, '(', 51)
(TOK_IDENTIFIER, 'size', 51)
(TOK_SLASH, '/', 51)
(TOK_FLOAT, '1.4142135624', 51)
(TOK_COMMA, ',', 51)
(TOK_IDENTIFIER, 'level', 51)
(TOK_MINUS, '-', 51)
(TOK_INTEGER, '1', 51)
(TOK_COMMA, ',', 51)
(TOK_INTEGER, '1', 51)
(TOK_RPAREN, ')', 51)
(TOK_IDENTIFIER, 'angle', 52)
(TOK_ASSIGN, ':=', 52)
(TOK_IDENTIFIER, 'angle', 52)
(TOK_MINUS, '-', 52)
(TOK_IDENTIFIER, 'd', 52)
(TOK_STAR, '*', 52)
(TOK_INTEGER, '90', 52)
(TOK_IDENTIFIER, 'dragon', 53)
(TOK_LPAREN, '(', 53)
(TOK_IDENTIFIER, 'size', 53)
(TOK_SLASH, '/', 53)
(TOK_FLOAT, '1.4142135624', 53)
(TOK_COMMA, ',', 53)
(TOK_IDENTIFIER, 'level', 53)
(TOK_MINUS, '-', 53)
(TOK_INTEGER, '1', 53)
(TOK_COMMA, ',', 53)
(TOK_MINUS, '-', 53)
(TOK_INTEGER, '1', 53)
(TOK_RPAREN, ')', 53)
(TOK_END, 'end', 54)
(TOK_END, 'end', 55)
(TOK_IDENTIFIER, 'dragon', 57)
(TOK_LPAREN, '(', 57)
(TOK_INTEGER, '60', 57)
(TOK_COMMA, ',', 57)
(TOK_INTEGER, '12', 57)
(TOK_COMMA, ',', 57)
(TOK_INTEGER, '1', 57)
(TOK_RPAREN, ')', 57)

[92m***************************************[0m
[92mAST:[0m
[92m***************************************[0m
Stmts(
  [Assignment(
    Identifier['angle'], Integer[0]
  )
  , Assignment(
    Identifier['x'], Integer[25]
  )
  , Assignment(
    Identifier['y'], Integer[60]
  )
  , FuncDecl(
    'pow', [Param['base'], Param['exponent']], Stmts(
      [RetStmt[BinOp(
        '^', Identifier['base'], Identifier['exponent']
      )
      ]]
    )
  )
  , FuncDecl(
    'factorial', [Param['n']], Stmts(
      [Assignment(
        Identifier['res'], Float[1.0]
      )
      , ForStmt(
        Identifier['i'], Integer[1], Identifier['n'], None, Stmts(
          [Assignment(
            Identifier['res'], BinOp(
              '*', Identifier['res'], Identifier['i']
            )
          )
          ]
        )
      )
      , RetStmt[Identifier['res']]]
    )
  )
  , FuncDecl(
    'cos', [Param['a']], Stmts(
      [Assignment(
        Identifier['a'], BinOp(
          '/', BinOp(
            '*', Identifier['a'], Float[3.141592]
          )
          , Integer[180]
        )
      )
      , Assignment(
        Identifier['value'], Integer[1]
      )
      , Assignment(
        Identifier['sign'], UnOp(
          '-', Integer[1]
        )
      )
      , Assignment(
        Identifier['n'], Integer[200]
      )
      , Assignment(
        Identifier['i'], Integer[2]
      )
      , WhileStmt(
        BinOp(
          '<', Identifier['i'], Identifier['n']
        )
        , Stmts(
          [Assignment(
            Identifier['value'], BinOp(
              '+', Identifier['value'], Grouping(
                BinOp(
                  '*', BinOp(
                    '/', FuncCall(
                      'pow', [Identifier['a'], Identifier['i']]
                    )
                    , FuncCall(
                      'factorial', [Identifier['i']]
                    )
                  )
                  , Identifier['sign']
                )
              )
            )
          )
          , Assignment(
            Identifier['i'], BinOp(
              '+', Identifier['i'], Integer[2]
            )
          )
          , Assignment(
            Identifier['sign'], BinOp(
              '*', Identifier['sign'], UnOp(
                '-', Integer[1]
              )
            )
          )
          ]
        )
      )
      , RetStmt[Identifier['value']]]
    )
  )
  , FuncDecl(
    'sin', [Param['a']], Stmts(
      [Assignment(
        Identifier['a'], BinOp(
          '/', BinOp(
            '*', Identifier['a'], Float[3.141592]
          )
          , Integer[180]
        )
      )
      , Assignment(
        Identifier['value'], Identifier['a']
      )
      , Assignment(
        Identifier['sign'], UnOp(
          '-', Integer[1]
        )
      )
      , Assignment(
        Identifier['n'], Integer[200]
      )
      , Assignment(
        Identifier['i'], Integer[3]
      )
      , WhileStmt(
        BinOp(
          '<', Identifier['i'], Identifier['n']
        )
        , Stmts(
          [Assignment(
            Identifier['value'], BinOp(
              '+', Identifier['value'], Grouping(
                BinOp(
                  '*', BinOp(
                    '/', FuncCall(
                      'pow', [Identifier['a'], Identifier['i']]
                    )
                    , FuncCall(
                      'factorial', [Identifier['i']]
                    )
                  )
                  , Identifier['sign']
                )
              )
            )
          )
          , Assignment(
            Identifier['i'], BinOp(
              '+', Identifier['i'], Integer[2]
            )
          )
          , Assignment(
            Identifier['sign'], BinOp(
              '*', Identifier['sign'], UnOp(
                '-', Integer[1]
              )
            )
          )
          ]
        )
      )
      , RetStmt[Identifier['value']]]
    )
  )
  , FuncDecl(
    'dragon', [Param['size'], Param['level'], Param['d']], Stmts(
      [IfStmt(
        BinOp(
          '==', Identifier['level'], Integer[0]
        )
        , then:Stmts(
          [Assignment(
            Identifier['x'], BinOp(
              '-', Identifier['x'], BinOp(
                '*', FuncCall(
                  'cos', [Identifier['angle']]
                )
                , Identifier['size']
              )
            )
          )
          , Assignment(
            Identifier['y'], BinOp(
              '+', Identifier['y'], BinOp(
                '*', FuncCall(
                  'sin', [Identifier['angle']]
                )
                , Identifier['size']
              )
            )
          )
          , PrintStmt(
            Grouping(
              BinOp(
                '+', BinOp(
                  '+', BinOp(
                    '+', String[line ], Identifier['x']
                  )
                  , String[ ]
                )
                , Identifier['y']
              )
            )
            , end='\n'
          )
          ]
        )
        , else:Stmts(
          [FuncCallStmt(
            FuncCall(
              'dragon', [BinOp(
                '/', Identifier['size'], Float[1.4142135624]
              )
              , BinOp(
                '-', Identifier['level'], Integer[1]
              )
              , Integer[1]]
            )
          )
          , Assignment(
            Identifier['angle'], BinOp(
              '-', Identifier['angle'], BinOp(
                '*', Identifier['d'], Integer[90]
              )
            )
          )
          , FuncCallStmt(
            FuncCall(
              'dragon', [BinOp(
                '/', Identifier['size'], Float[1.4142135624]
              )
              , BinOp(
                '-', Identifier['level'], Integer[1]
              )
              , UnOp(
                '-', Integer[1]
              )
              ]
            )
          )
          ]
        )
      )
      ]
    )
  )
  , FuncCallStmt(
    FuncCall(
      'dragon', [Integer[60], Integer[12], Integer[1]]
    )
  )
  ]
)

[92m***************************************[0m
[92mINTERPRETER:[0m
[92m***************************************[0m
line 24.06250000021403 60
line 24.062499693843815 59.06250000021408
line 24.999999693629587 59.06249938747365
line 24.999999387259372 58.12499938768773
line 25.937499387045143 58.1249987749473
line 25.937500306155787 59.06249877473282
line 26.87500030594156 59.062498161992394
line 26.874999999571344 58.124998162206474
line 27.812499999357115 58.124997549466045
line 27.81250091846776 59.06249754925157
line 26.87500091868258 59.062498774732425
line 26.875001837793224 59.99999877451795
line 27.812501837578996 59.99999816177752
line 27.81250275668964 60.93749816156304
line 28.75000275647541 60.93749754882261
line 28.750002450105196 59.99999754903669
line 29.687502449890967 59.99999693629626
line 29.68750336900161 60.937496936081786
line 28.750003369216433 60.937498161562644
line 28.750004288327077 61.87499816134817
line 27.8125042885419 61.874999386829025
line 27.81250275669084 60.937499387044284
line 26.875002756905662 60.93750061252514
line 26.875003676016306 61.875000612310664
line 27.812503675802077 61.874999999570235
line 27.81250459491272 62.81249999935576
line 26.875004595127542 62.812501224836616
line 26.875005514238186 63.75000122462214
line 27.812505514023957 63.75000061188171
line 27.8125064331346 64.68750061166723
line 28.750006432920372 64.6874999989268
line 28.750006126550158 63.749999999140876
line 29.68750612633593 63.74999938640045
line 29.687507045446573 64.68749938618598
line 28.750007045661395 64.68750061166683
line 28.75000796477204 65.62500061145236
line 27.81250796498686 65.62500183693322
line 27.812506433135802 64.68750183714849
line 26.875006433350624 64.68750306262935
line 26.875007352461267 65.62500306241488
line 25.93750735267609 65.62500428789573
line 25.93750582082503 64.687504288111
line 26.875005820609097 64.68750244988989
line 26.87500428875804 63.75000245010515
line 25.93750428897286 63.75000367558601
line 25.937502757121802 62.81250367580127
line 25.000002757336624 62.812504901282125
line 25.000003676447268 63.75000490106765
line 25.93750367623304 63.75000428832722
line 25.937504595343682 64.68750428811275
line 25.000004595558504 64.6875055135936
line 25.000005514669148 65.62500551337914
line 24.06250551488397 65.62500673886
line 24.06250398303291 64.68750673907526
line 23.125003983247733 64.68750796455612
line 23.125004902358377 65.62500796434165
line 24.06250490214415 65.62500735160121
line 24.062505821254792 66.56250735138674
line 23.125005821469614 66.5625085768676
line 23.125006740580258 67.50000857665313
line 24.06250674036603 67.5000079639127
line 24.062507659476672 68.43750796369822
line 25.000007659262444 68.43750735095779
line 25.00000735289223 67.50000735117186
line 25.937507352678 67.50000673843142
line 25.937508271788644 68.43750673821695
line 25.000008272003466 68.43750796369781
line 25.00000919111411 69.37500796348334
line 24.06250919132893 69.3750091889642
line 24.062507659477873 68.43750918917947
line 23.125007659692695 68.43751041466032
line 23.12500857880334 69.37501041444585
line 22.18750857901816 69.37501163992671
line 22.187507047167102 68.43751164014198
line 23.12500704695117 68.43750980192087
line 23.12500551510011 67.50000980213613
line 22.187505515314932 67.50001102761699
line 22.187503983463873 66.56251102783226
line 21.250003983678695 66.56251225331312
line 21.25000490278934 67.50001225309865
line 20.31250490300416 67.5000134785795
line 20.312503371153102 66.56251347879477
line 21.25000337093717 66.56251164057366
line 21.25000183908611 65.62501164078893
line 22.187501838870176 65.62500980256782
line 22.187503983460783 66.56250980235211
line 23.12500398324485 66.562507964131
line 23.12500245139379 65.62500796434627
line 22.187502451608612 65.62500918982713
line 22.187500919757554 64.68750919004239
line 23.12500091954162 64.68750735182128
line 23.12499938769056 63.75000735203654
line 22.187499387905383 63.7500085775174
line 22.187497856054325 62.81250857773266
line 21.249997856269147 62.812509803213516
line 21.24999877537979 63.75000980299904
line 22.18749877516556 63.75000919025861
line 22.187499694276205 64.68750919004414
line 21.249999694491027 64.687510415525
line 21.25000061360167 65.62501041531053
line 20.312500613816493 65.62501164079139
line 20.312499081965434 64.68751164100665
line 19.374999082180256 64.68751286648751
line 19.3750000012909 65.62501286627304
line 18.43750000150572 65.6250140917539
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