Source code for markdown_it.rules_inline.balance_pairs

# For each opening emphasis-like marker find a matching closing one
#
from .state_inline import StateInline


[docs]def processDelimiters(state: StateInline, delimiters, *args): openersBottom = {} maximum = len(delimiters) closerIdx = 0 while closerIdx < maximum: closer = delimiters[closerIdx] # Length is only used for emphasis-specific "rule of 3", # if it's not defined (in strikethrough or 3rd party plugins), # we can default it to 0 to disable those checks. # closer.length = closer.length or 0 if not closer.close: closerIdx += 1 continue # Previously calculated lower bounds (previous fails) # for each marker and each delimiter length modulo 3. if closer.marker not in openersBottom: openersBottom[closer.marker] = [-1, -1, -1] minOpenerIdx = openersBottom[closer.marker][closer.length % 3] openerIdx = closerIdx - closer.jump - 1 # avoid crash if `closer.jump` is pointing outside of the array, # e.g. for strikethrough if openerIdx < -1: openerIdx = -1 newMinOpenerIdx = openerIdx while openerIdx > minOpenerIdx: opener = delimiters[openerIdx] if opener.marker != closer.marker: openerIdx -= opener.jump + 1 continue if opener.open and opener.end < 0: isOddMatch = False # from spec: # # If one of the delimiters can both open and close emphasis, then the # sum of the lengths of the delimiter runs containing the opening and # closing delimiters must not be a multiple of 3 unless both lengths # are multiples of 3. # if opener.close or closer.open: if (opener.length + closer.length) % 3 == 0: if opener.length % 3 != 0 or closer.length % 3 != 0: isOddMatch = True if not isOddMatch: # If previous delimiter cannot be an opener, we can safely skip # the entire sequence in future checks. This is required to make # sure algorithm has linear complexity (see *_*_*_*_*_... case). # if openerIdx > 0 and not delimiters[openerIdx - 1].open: lastJump = delimiters[openerIdx - 1].jump + 1 else: lastJump = 0 closer.jump = closerIdx - openerIdx + lastJump closer.open = False opener.end = closerIdx opener.jump = lastJump opener.close = False newMinOpenerIdx = -1 break openerIdx -= opener.jump + 1 if newMinOpenerIdx != -1: # If match for this delimiter run failed, we want to set lower bound for # future lookups. This is required to make sure algorithm has linear # complexity. # # See details here: # https:#github.com/commonmark/cmark/issues/178#issuecomment-270417442 # openersBottom[closer.marker][(closer.length or 0) % 3] = newMinOpenerIdx closerIdx += 1