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Correction for _path_cut_points() rename.
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4 changed files with 8 additions and 8 deletions
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@ -946,7 +946,7 @@ module path_spread(path, n, spacing, sp=undef, rotate_children=true, closed=fals
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);
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);
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distOK = is_def(n) || (min(distances)>=0 && max(distances)<=length);
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distOK = is_def(n) || (min(distances)>=0 && max(distances)<=length);
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assert(distOK,"Cannot fit all of the copies");
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assert(distOK,"Cannot fit all of the copies");
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cutlist = path_cut_points(path, distances, closed, direction=true);
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cutlist = _path_cut_points(path, distances, closed, direction=true);
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planar = len(path[0])==2;
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planar = len(path[0])==2;
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if (true) for(i=[0:1:len(cutlist)-1]) {
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if (true) for(i=[0:1:len(cutlist)-1]) {
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$pos = cutlist[i][0];
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$pos = cutlist[i][0];
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@ -757,8 +757,8 @@ function _assemble_path_fragments(fragments, eps=EPSILON, _finished=[]) =
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/// Cuts a path at a list of distances from the first point in the path. Returns a list of the cut
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/// Cuts a path at a list of distances from the first point in the path. Returns a list of the cut
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/// points and indices of the next point in the path after that point. So for example, a return
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/// points and indices of the next point in the path after that point. So for example, a return
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/// value entry of [[2,3], 5] means that the cut point was [2,3] and the next point on the path after
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/// value entry of [[2,3], 5] means that the cut point was [2,3] and the next point on the path after
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/// this point is path[5]. If the path is too short then path_cut_points returns undef. If you set
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/// this point is path[5]. If the path is too short then _path_cut_points returns undef. If you set
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/// `direction` to true then `path_cut_points` will also return the tangent vector to the path and a normal
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/// `direction` to true then `_path_cut_points` will also return the tangent vector to the path and a normal
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/// vector to the path. It tries to find a normal vector that is coplanar to the path near the cut
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/// vector to the path. It tries to find a normal vector that is coplanar to the path near the cut
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/// point. If this fails it will return a normal vector parallel to the xy plane. The output with
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/// point. If this fails it will return a normal vector parallel to the xy plane. The output with
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/// direction vectors will be `[point, next_index, tangent, normal]`.
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/// direction vectors will be `[point, next_index, tangent, normal]`.
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@ -649,8 +649,8 @@ function _path_join(paths,joint,k=0.5,i=0,result=[],relocate=true,closed=false)
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assert(d_first<path_length(revresult),str("Path ",i," is too short for specified cut distance ",d_first))
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assert(d_first<path_length(revresult),str("Path ",i," is too short for specified cut distance ",d_first))
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assert(d_next<path_length(nextpath), str("Path ",i+1," is too short for specified cut distance ",d_next))
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assert(d_next<path_length(nextpath), str("Path ",i+1," is too short for specified cut distance ",d_next))
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let(
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let(
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firstcut = path_cut_points(revresult, d_first, direction=true),
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firstcut = _path_cut_points(revresult, d_first, direction=true),
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nextcut = path_cut_points(nextpath, d_next, direction=true)
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nextcut = _path_cut_points(nextpath, d_next, direction=true)
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)
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)
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assert(!loop || nextcut[1] < len(revresult)-1-firstcut[1], "Path is too short to close the loop")
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assert(!loop || nextcut[1] < len(revresult)-1-firstcut[1], "Path is too short to close the loop")
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let(
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let(
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@ -1611,8 +1611,8 @@ function _stroke_end(width,left, right, spec) =
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90-vector_angle([newright[1],newright[0],newleft[0]])/2,
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90-vector_angle([newright[1],newright[0],newleft[0]])/2,
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jointleft = 8*cutleft/cos(leftangle)/(1+4*bez_k),
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jointleft = 8*cutleft/cos(leftangle)/(1+4*bez_k),
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jointright = 8*cutright/cos(rightangle)/(1+4*bez_k),
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jointright = 8*cutright/cos(rightangle)/(1+4*bez_k),
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pathcutleft = path_cut_points(newleft,abs(jointleft)),
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pathcutleft = _path_cut_points(newleft,abs(jointleft)),
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pathcutright = path_cut_points(newright,abs(jointright)),
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pathcutright = _path_cut_points(newright,abs(jointright)),
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leftdelete = intright? pathcutleft[1] : pathcutleft[1] + pathclip[1] -1,
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leftdelete = intright? pathcutleft[1] : pathcutleft[1] + pathclip[1] -1,
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rightdelete = intright? pathcutright[1] + pathclip[1] -1 : pathcutright[1],
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rightdelete = intright? pathcutright[1] + pathclip[1] -1 : pathcutright[1],
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leftcorner = line_intersection([pathcutleft[0], newleft[pathcutleft[1]]], [newright[0],newleft[0]]),
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leftcorner = line_intersection([pathcutleft[0], newleft[pathcutleft[1]]], [newright[0],newleft[0]]),
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@ -1,5 +1,5 @@
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//////////////////////////////////////////////////////////////////////
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//////////////////////////////////////////////////////////////////////
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// LibFile: shapes.scad
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// LibFile: shapes3d.scad
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// Common useful shapes and structured objects.
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// Common useful shapes and structured objects.
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// Includes:
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// Includes:
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// include <BOSL2/std.scad>
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// include <BOSL2/std.scad>
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