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Feb 19th, 2018
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  1. grammar
  2. ╠rule
  3. ║╠left
  4. ║║╚SYMBOL: grammar
  5. ║╠=
  6. ║╠right
  7. ║║╚term
  8. ║║ ╚factor
  9. ║║ ╚cycle
  10. ║║ ╠{
  11. ║║ ╠simple
  12. ║║ ║╚SYMBOL: rule
  13. ║║ ╚}
  14. ║╚;
  15. ╠rule
  16. ║╠left
  17. ║║╚SYMBOL: rule
  18. ║╠=
  19. ║╠right
  20. ║║╚term
  21. ║║ ╠factor
  22. ║║ ║╚simple
  23. ║║ ║ ╚SYMBOL: left
  24. ║║ ╠factor
  25. ║║ ║╚simple
  26. ║║ ║ ╚PURE: =
  27. ║║ ╠factor
  28. ║║ ║╚simple
  29. ║║ ║ ╚SYMBOL: right
  30. ║║ ╚factor
  31. ║║ ╚simple
  32. ║║ ╚PURE: ;
  33. ║╚;
  34. ╠rule
  35. ║╠left
  36. ║║╚SYMBOL: left
  37. ║╠=
  38. ║╠right
  39. ║║╚term
  40. ║║ ╚factor
  41. ║║ ╚simple
  42. ║║ ╚SYMBOL: SYMBOL
  43. ║╚;
  44. ╠rule
  45. ║╠left
  46. ║║╚SYMBOL: right
  47. ║╠=
  48. ║╠right
  49. ║║╚term
  50. ║║ ╠factor
  51. ║║ ║╚simple
  52. ║║ ║ ╚SYMBOL: term
  53. ║║ ╚factor
  54. ║║ ╚cycle
  55. ║║ ╠{
  56. ║║ ╠simple
  57. ║║ ║╚PURE: |
  58. ║║ ╠simple
  59. ║║ ║╚SYMBOL: term
  60. ║║ ╚}
  61. ║╚;
  62. ╠rule
  63. ║╠left
  64. ║║╚SYMBOL: term
  65. ║╠=
  66. ║╠right
  67. ║║╚term
  68. ║║ ╚factor
  69. ║║ ╚cycle
  70. ║║ ╠{
  71. ║║ ╠simple
  72. ║║ ║╚SYMBOL: factor
  73. ║║ ╚}
  74. ║╚;
  75. ╠rule
  76. ║╠left
  77. ║║╚SYMBOL: factor
  78. ║╠=
  79. ║╠right
  80. ║║╠term
  81. ║║║╚factor
  82. ║║║ ╚simple
  83. ║║║ ╚SYMBOL: cycle
  84. ║║╠|
  85. ║║╚term
  86. ║║ ╚factor
  87. ║║ ╚simple
  88. ║║ ╚SYMBOL: simple
  89. ║╚;
  90. ╠rule
  91. ║╠left
  92. ║║╚SYMBOL: cycle
  93. ║╠=
  94. ║╠right
  95. ║║╚term
  96. ║║ ╠factor
  97. ║║ ║╚simple
  98. ║║ ║ ╚PURE: {
  99. ║║ ╠factor
  100. ║║ ║╚simple
  101. ║║ ║ ╚SYMBOL: simple
  102. ║║ ╠factor
  103. ║║ ║╚cycle
  104. ║║ ║ ╠{
  105. ║║ ║ ╠simple
  106. ║║ ║ ║╚SYMBOL: simple
  107. ║║ ║ ╚}
  108. ║║ ╚factor
  109. ║║ ╚simple
  110. ║║ ╚PURE: }
  111. ║╚;
  112. ╚rule
  113. ╠left
  114. ║╚SYMBOL: simple
  115. ╠=
  116. ╠right
  117. ║╠term
  118. ║║╚factor
  119. ║║ ╚simple
  120. ║║ ╚SYMBOL: SYMBOL
  121. ║╠|
  122. ║╚term
  123. ║ ╚factor
  124. ║ ╚simple
  125. ║ ╚SYMBOL: PURE
  126. ╚;
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