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# Authors: see git history
#
# Copyright (c) 2010 Authors
# Licensed under the GNU GPL version 3.0 or later. See the file LICENSE for details.
import inkex
from ..i18n import _
from .base import InkstitchExtension
class ZigzagLineToSatin(InkstitchExtension):
"""Convert a satin column into a running stitch."""
def __init__(self, *args, **kwargs):
InkstitchExtension.__init__(self, *args, **kwargs)
self.arg_parser.add_argument("--zigzag_to_satin", type=str, default=None)
self.arg_parser.add_argument("--options", type=str, default=None)
self.arg_parser.add_argument("--info", type=str, default=None)
self.arg_parser.add_argument("-s", "--smoothing", type=inkex.Boolean, default=True, dest="smoothing")
self.arg_parser.add_argument("-p", "--pattern", type=str, default="square", dest="pattern")
self.arg_parser.add_argument("-r", "--rungs", type=inkex.Boolean, default=True, dest="rungs")
self.arg_parser.add_argument("-l", "--reduce-rungs", type=inkex.Boolean, default=False, dest="reduce_rungs")
def effect(self):
if not self.svg.selection or not self.get_elements():
inkex.errormsg(_("Please select at least one stroke to convert to a satin column."))
return
for node in self.svg.selection:
d = []
point_list = list(node.get_path().end_points)
rails, rungs = self._get_rails_and_rungs(point_list)
if self.options.rungs:
if self.options.reduce_rungs and len(rungs) > 2:
rungs = rungs[0::2]
d.extend(self._rung_path(rungs))
if not self.options.smoothing:
for rail in rails:
d.append('M ' + ' '.join([str(point) for point in rail]))
else:
d.append(self._smooth_path(rails))
node.set('d', " ".join(d))
node.set('inkstitch:satin_column', True)
def _get_rails_and_rungs(self, point_list):
if self.options.pattern == "sawtooth":
# sawtooth pattern: |/|/|/|
rails = [point_list[0::2], point_list[1::2]]
rungs = list(zip(point_list[1::2], point_list[:-1:2]))
return rails, rungs
elif self.options.pattern == "zigzag":
# zigzag pattern: VVVVV
rails = [point_list[0::2], point_list[1::2]]
rail_points = [[], []]
for i, rail in enumerate(rails):
for j, point in enumerate(rail):
if j == 0 or point in point_list[2::len(point_list)-3]:
rail_points[i].append(point)
continue
p0 = rail[j-1]
rail_points[i].append(inkex.Vector2d(inkex.DirectedLineSegment(p0, point).point_at_ratio(0.5)))
rail_points[i].append(point)
rungs = list(zip(*rail_points))
return rail_points, rungs
else:
# square pattern: |_|▔|_|▔|
point_list = [point_list[i:i+4] for i in range(0, len(point_list), 4)]
rungs = []
rails = [[], []]
for i, points in enumerate(point_list):
if len(points) <= 1:
break
elif len(points) < 4 and len(points) > 1:
rails[0].append(points[0])
rails[1].append(points[1])
rungs.append([points[0], points[1]])
break
rails[0].extend([points[0], points[3]])
rails[1].extend([points[1], points[2]])
rungs.extend([[points[0], points[1]], [points[2], points[3]]])
return rails, rungs
def _smooth_path(self, rails):
path_commands = []
smoothing = 0.2
for rail in rails:
for i, point in enumerate(rail):
if i == 0:
path_commands.append(inkex.paths.Move(*point))
else:
# get the two previous points and the next point for handle calculation
if i < 2:
prev_prev = rail[i - 1]
else:
prev_prev = rail[i-2]
prev = rail[i-1]
if i > len(rail) - 2:
next = point
else:
next = rail[i+1]
# get length of handles
length = inkex.DirectedLineSegment(point, prev).length * smoothing
# get handle positions
start = inkex.DirectedLineSegment(prev_prev, point)
end = inkex.DirectedLineSegment(next, prev)
if not start.length == 0:
start = start.parallel(*prev).point_at_length(start.length - length)
else:
start = start.start
if not end.length == 0:
end = end.parallel(*point).point_at_length(end.length - length)
else:
end = end.start
# generate curves
path_commands.append(inkex.paths.Curve(*start, *end, *point))
return str(inkex.Path(path_commands))
def _rung_path(self, rungs):
if len(rungs) < 3:
return []
d = []
rungs = rungs[1:-1]
for point0, point1 in rungs:
line = inkex.DirectedLineSegment(point0, point1)
point0 = line.point_at_length(-0.8)
point1 = line.point_at_length(line.length + 0.8)
d.append(f'M {point0[0]}, {point0[1]} {point1[0]}, {point1[1]}')
return d
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