def new_row(first_node: Node, last_node: Node) -> Node:
if first_node.t != 'text':
raise NotTableError(1)
if last_node.t != 'text':
raise NotTableError(2)
if not first_node.literal.startswith('|'):
raise NotTableError(3)
if not last_node.literal.rstrip().endswith('|'):
raise NotTableError(4)
first_node.literal = first_node.literal[1:].lstrip()
last_node.literal = last_node.literal.rstrip()[:-1].rstrip()
if first_node.literal == '':
if first_node.nxt is None:
raise NotTableError(5)
first_node = first_node.nxt
if last_node.literal == '':
if last_node.prv is None:
raise NotTableError(6)
last_node = last_node.prv
row = Node('tablerow', None)
for cell in yield_cells(first_node, last_node):
row.append_child(cell)
return row
def new_cell(first_node: Node, last_node: Node) -> Node:
node = first_node
cell = Node('tablecell', None)
while node:
if node.t != 'text' or not '|' in node.literal:
cell.append_child(copy.copy(node))
if node == last_node:
node = None
else:
node = node.nxt
else:
_node = node
node = copy.copy(node)
new_node = Node('text', None)
text, remainder = node.literal.split('|', 1)
node.literal = remainder.lstrip()
new_node.literal = text.rstrip()
if not node.literal:
if _node == last_node:
node = None
else:
node = node.nxt
if new_node.literal:
cell.append_child(new_node)
break
return cell, node
def parseHtmlTag(self, block):
"""Attempt to parse a raw HTML tag."""
m = self.match(common.reHtmlTag)
if m is None:
return False
else:
node = Node('html_inline', None)
node.literal = m
block.append_child(node)
return True
def parseHtmlTag(self, block):
"""Attempt to parse a raw HTML tag."""
m = self.match(common.reHtmlTag)
if m is None:
return False
else:
node = Node('html_inline', None)
node.literal = m
block.append_child(node)
return True
def parseBackticks(self, block):
""" Attempt to parse backticks, adding either a backtick code span or a
literal sequence of backticks to the 'inlines' list."""
ticks = self.match(reTicksHere)
if ticks is None:
return False
after_open_ticks = self.pos
matched = self.match(reTicks)
while matched is not None:
if matched == ticks:
node = Node('code', None)
contents = self.subject[after_open_ticks:self.pos-len(ticks)] \
.replace('\n', ' ')
if contents.lstrip(' ') and contents[0] == contents[-1] == ' ':
node.literal = contents[1:-1]
else:
node.literal = contents
block.append_child(node)
return True
matched = self.match(reTicks)
# If we got here, we didn't match a closing backtick sequence.
self.pos = after_open_ticks
block.append_child(text(ticks))
return True
def parseBackticks(self, block):
""" Attempt to parse backticks, adding either a backtick code span or a
literal sequence of backticks to the 'inlines' list."""
ticks = self.match(reTicksHere)
if ticks is None:
return False
after_open_ticks = self.pos
matched = self.match(reTicks)
while matched is not None:
if matched == ticks:
node = Node('code', None)
contents = self.subject[after_open_ticks:self.pos-len(ticks)] \
.replace('\n', ' ')
if contents.lstrip(' ') and contents[0] == contents[-1] == ' ':
node.literal = contents[1:-1]
else:
node.literal = contents
block.append_child(node)
return True
matched = self.match(reTicks)
# If we got here, we didn't match a closing backtick sequence.
self.pos = after_open_ticks
block.append_child(text(ticks))
return True
def parseBackticks(self, block):
""" Attempt to parse backticks, adding either a backtick code span or a
literal sequence of backticks to the 'inlines' list."""
ticks = self.match(reTicksHere)
if ticks is None:
return False
after_open_ticks = self.pos
matched = self.match(reTicks)
while matched is not None:
if (matched == ticks):
node = Node('code', None)
c = self.subject[after_open_ticks:self.pos - len(ticks)]
c = c.strip()
c = re.sub(reWhitespace, ' ', c)
node.literal = c
block.append_child(node)
return True
matched = self.match(reTicks)
# If we got here, we didn't match a closing backtick sequence.
self.pos = after_open_ticks
block.append_child(text(ticks))
return True
def text(s):
node = Node('text', None)
node.literal = s
return node
def text(s):
node = Node('text', None)
node.literal = s
return node