├── LICENSE ├── README.md ├── diff3d.py ├── examples ├── alignment1.png ├── alignment2.png ├── alignment3.png ├── animation.mov ├── lens-clamp-A.3mf ├── lens-clamp-A.obj ├── lens-clamp-A.step ├── lens-clamp-A.stl ├── lens-clamp-B.3mf ├── lens-clamp-B.obj ├── lens-clamp-B.step ├── lens-clamp-B.stl ├── lens-clamp-C.obj ├── scheme1.png ├── scheme2.png └── scheme3.png └── pyproject.toml /LICENSE: -------------------------------------------------------------------------------- 1 | MIT License 2 | 3 | Copyright (c) 2024 Bruce D. Lucas 4 | 5 | Permission is hereby granted, free of charge, to any person obtaining a copy 6 | of this software and associated documentation files (the "Software"), to deal 7 | in the Software without restriction, including without limitation the rights 8 | to use, copy, modify, merge, publish, distribute, sublicense, and/or sell 9 | copies of the Software, and to permit persons to whom the Software is 10 | furnished to do so, subject to the following conditions: 11 | 12 | The above copyright notice and this permission notice shall be included in all 13 | copies or substantial portions of the Software. 14 | 15 | THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR 16 | IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, 17 | FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE 18 | AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER 19 | LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, 20 | OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE 21 | SOFTWARE. 22 | -------------------------------------------------------------------------------- /README.md: -------------------------------------------------------------------------------- 1 | This Python program provides a simple, fast, and robust way to visually 2 | compare 3d files such as STL, OBJ, 3MF, and STEP. The unchanged parts 3 | of the objects are shown in gray, while the changed parts are shown in 4 | contrasting colors that stand out, illustrated by the following 5 | example. 6 | 7 | 8 | 9 | In this example most of the lens clamp is unchanged and is displayed 10 | in gray, while the differing parts are displayed in red for one file 11 | and green for the other file: in the red file the diameter is smaller, 12 | while in the green file the base is longer, and the threaded hole has 13 | moved. 14 | 15 | 16 | ### Quick start 17 | 18 | You will need to have Python installed - see notes in the next section 19 | on installing Python if you don't already have it. Python comes with a 20 | program called `pip` for installing Python programs at the system 21 | level. To install `diff3d` run this command: 22 | 23 | pip install diff3d 24 | 25 | (On some Linux systems you may need to use `pipx` instead of `pip`; see 26 | next section.) 27 | 28 | Then to test the installation download two test files 29 | [lens-clamp-A.stl](https://raw.githubusercontent.com/bdlucas1/diff3d/refs/heads/master/examples/lens-clamp-A.stl) 30 | and 31 | [lens-clamp-B.stl](https://raw.githubusercontent.com/bdlucas1/diff3d/refs/heads/master/examples/lens-clamp-B.stl) 32 | and run the command 33 | 34 | diff3d lens-clamp-A.stl lens-clamp-B.stl 35 | 36 | The first time you run the `diff3d` command it may take a little time 37 | to start while it loads and compiles the supporting packages, but 38 | after that the startup time will be very quick. 39 | 40 | You can drag the displayed object to rotate it, use the mouse wheel to 41 | zoom, and shift-drag to pan. 42 | 43 | The second file is optional, in which case the first file will simply 44 | be displayed without diffs. This allows the tool to be used as a 45 | simple 3d file viewer in addition to its primary function. 46 | 47 | 48 | ### Supported platforms, file formats, and object types 49 | 50 | I have tested on the following platforms: 51 | 52 | * Windows 11, Python 3.13. Download and install from 53 | [python.org](https://www.python.org/downloads/), and in the 54 | installation program be sure to check the the box that says "Add 55 | python.exe to PATH" which will make `pip` and `diff3d` available 56 | from the command line. Then open a command prompt window and type 57 | `pip install diff3d`. 58 | 59 | * MacOS, Python 3.13 installed using `brew install python`, then `pip 60 | install diff3d`. 61 | 62 | * Linux Mint, Python 3.13 installed using `sudo apt install python 63 | pipx`, then `pipx install diff3d` (instead of using `pip`). 64 | 65 | Out of the box `diff3d` supports STL, OBJ, and 3MF files. Support for a 66 | number of additional file types is available by installing `meshio`, 67 | and support for STEP files can be enabled by installing `build123d`. 68 | 69 | Unlike other tools that do 3d diffs by using 3d boolean operations 70 | like intersection and difference, this tool is robust and is not 71 | limited to manifold (closed surface) meshes, but can diff anything that 72 | can be rendered, including open surfaces, curves, and points. 73 | 74 | 75 | ### Color animation 76 | 77 | Small areas of difference may be difficult to spot under some 78 | circumstances, especially for people with some form of 79 | colorblindness. To help highlight areas of difference, you can press 80 | the "a" key and the colored areas will flash briefly. 81 | 82 | This feature was inspired by the much more sophisticated color 83 | animations for enhancing color vision provided by 84 | [ColorPhi](https://www.colorphi.com). 85 | 86 | 87 | ### Object alignment 88 | 89 | In some cases two objects to be compared may be shifted relative to 90 | each other in addition to other changes. This is illustrated by 91 | example files 92 | [lens-clamp-A.obj](https://raw.githubusercontent.com/bdlucas1/diff3d/refs/heads/master/examples/lens-clamp-A.obj) 93 | and 94 | [lens-clamp-C.obj](https://raw.githubusercontent.com/bdlucas1/diff3d/refs/heads/master/examples/lens-clamp-C.obj) 95 | in the images below. 96 | 97 | 98 | 99 | The first image is produced by just comparing the two files as-is 100 | without any attempt to align them: 101 | 102 | diff3d lens-clamp-A.obj lens-clamp-C.obj 103 | 104 | The misalignment obscures the relevant changes. 105 | 106 | The second image was produced by aligning the centroids of the two 107 | objects. This is better, but it is still difficult to see the 108 | interesting changes. 109 | 110 | Instead `diff3d` provides an alignment method that attempts to align 111 | the objects such that major features that they have in common are 112 | aligned, thus displaying a minimal set of differences between the 113 | objects. This is illustrated by the third image above, produced using 114 | the `--align` flag: 115 | 116 | diff3d --align lens-clamp-A.obj lens-clamp-C.obj 117 | 118 | This is not the default because it's not always necessary and it may 119 | take a bit of time to do the alignment. The first time you use the 120 | `--align` option it may take a little time to start while it loads and 121 | compiles the supporting packages, but after that the startup time will 122 | be very quick. 123 | 124 | 125 | ### Color schemes 126 | 127 | Three color schemes designed to be colorblind-friendly are 128 | provided. (This is based on information from 129 | https://davidmathlogic.com/colorblind, and I have not verified 130 | this. If you have information to add please contact me by opening an 131 | issue on github.) 132 | 133 | 134 | 135 | You can choose a scheme using the `-s` or `--scheme` option. The 136 | above schemes are named "1", "2", and "3" respectively. 137 | 138 | 139 | ### API 140 | 141 | The `diff3d` module provides a simple API if you want to integrate it 142 | into your own program. As this is an early version of the program, 143 | I'll try to maintain the stability of these APIs, but I can't 144 | guarantee it. See the code for details. 145 | 146 | * `diff3d.from_files` opens a window displaying the diff between two files 147 | 148 | * `diff3d.diff` opens a window displaying the diff between two pyvista objects. 149 | 150 | * If you are using a different mesh or CAD package, if you can obtain 151 | point and triangle arrays, you can convert them to pyvista objects 152 | using `pyvista.PolyData.from_regular_faces` 153 | 154 | * You can align two meshes without displaying them using `diff3d.align3d`. 155 | 156 | 157 | ### Discussions and Issues 158 | 159 | If you would like to report an issue, ask a question, or make a 160 | suggestion you do so through the 161 | [Discussions](https://github.com/bdlucas1/diff3d/discussions) and 162 | [Issues](https://github.com/bdlucas1/diff3d/issues) pages. 163 | -------------------------------------------------------------------------------- /diff3d.py: -------------------------------------------------------------------------------- 1 | # load files and display a window showing the diff 2 | def from_files(path1, path2, title=None, **kwargs): 3 | 4 | import pyvista 5 | 6 | pyvista.global_theme.color = (0.70, 0.80, 1.0) 7 | pyvista.global_theme.line_width = 3 8 | pyvista.global_theme.point_size = 8 9 | pyvista.global_theme.window_size = (1500, 1500) 10 | 11 | if title is None: 12 | title = (path1, path2) if path2 else path1 13 | o1 = load(path1) 14 | o2 = load(path2) if path2 else None 15 | diff(o1, o2, title=title, **kwargs) 16 | 17 | 18 | # display a window showing the diff between to pyvista objects 19 | def diff(o1, o2, scheme="1", alpha=0.25, title="diff3d", align=False, width_pcts=None, **kwargs): 20 | 21 | import pyvista 22 | 23 | # for interoperability with other vtk-based libraries 24 | # TODO: add more? 25 | def convert(o): 26 | if "vedo" in str(type(o)): 27 | o = o.dataset 28 | return o 29 | 30 | # accept lists and tuples of objects 31 | if isinstance(o1, (list,tuple)): 32 | o1 = pyvista.MultiBlock([convert(o) for o in o1]) 33 | if isinstance(o2, (list,tuple)): 34 | o2 = pyvista.MultiBlock([convert(o) for o in o2]) 35 | 36 | # align if requested 37 | if align and o2 is not None: 38 | print("aligning...", end="", flush=True) 39 | dot = lambda _: print(".", end="", flush=True) 40 | delta = align3d(o1, o2, dot, width_pcts=width_pcts) 41 | print() 42 | o2 = o2.translate(delta) 43 | 44 | # get color scheme information 45 | name1, name2, color1 = color_schemes[scheme] 46 | 47 | # configure plotter 48 | if isinstance(title, (list,tuple)): 49 | title = f"{name1}: {title[0]} | {name2}: {title[1]}" 50 | pl = pyvista.Plotter(title = title) 51 | pl.enable_terrain_style(mouse_wheel_zooms=True, shift_pans=True) 52 | 53 | # complementary colors 54 | color2 = tuple(250 + min(color1) - c for c in color1) 55 | 56 | # completely opaque doesn't work 57 | alpha = min(alpha, 0.99) 58 | 59 | # add the meshes 60 | if o2: 61 | a1 = pl.add_mesh(convert(o1), color=color1, opacity=alpha, **kwargs) 62 | a2 = pl.add_mesh(convert(o2), color=color2, opacity=alpha, **kwargs) 63 | else: 64 | pl.add_mesh(o1) 65 | 66 | # animate (flash) the colors when commanded 67 | def animate(): 68 | import time 69 | secs, hertz = 0.5, 8 # tune 70 | frames_per_cycle = 2 # we're simply alternating 71 | cs1 = [color1, color2] 72 | cs2 = [color2, color1] 73 | start = time.time() 74 | def set_colors(i): 75 | j = (i+1) % frames_per_cycle 76 | a1.prop.color = cs1[j] 77 | a2.prop.color = cs2[j] 78 | frame_rate = hertz * frames_per_cycle 79 | sleep_time = (start + i / frame_rate) - time.time() 80 | #print(f"{i}, {time.time():.3f} sleep_time {sleep_time:.3f}") 81 | if sleep_time > 0: 82 | time.sleep(sleep_time) 83 | frames = int(secs * hertz) * frames_per_cycle 84 | pl.add_timer_event(frames, 0, set_colors) 85 | 86 | # flash colors on press of "a" key 87 | pl.add_key_event("a", animate) 88 | 89 | pl.show() 90 | 91 | 92 | # load a file from a given path and return a pyvista object 93 | def load(path): 94 | 95 | import pyvista 96 | 97 | if path.endswith(".step") or path.endswith(".stp"): 98 | try: 99 | import build123d 100 | except ModuleNotFoundError: 101 | print("For STEP file support please install build123d") 102 | exit() 103 | step = build123d.importers.import_step(path) 104 | points, faces = step.tessellate(tolerance=0.1) 105 | points = [tuple(p) for p in points] 106 | print(f"{len(points)} points, {len(faces)} faces") 107 | return pyvista.PolyData.from_regular_faces(points, faces) 108 | elif path.endswith(".3mf"): 109 | import lib3mf 110 | wrapper = lib3mf.Wrapper() 111 | model = wrapper.CreateModel() 112 | model.QueryReader("3mf").ReadFromFile(path) 113 | blocks = pyvista.MultiBlock() 114 | items = model.GetBuildItems() 115 | while items.MoveNext(): 116 | item = items.GetCurrent() 117 | res = item.GetObjectResource() 118 | vertices = res.GetVertices() 119 | triangles = res.GetTriangleIndices() 120 | points = [v.Coordinates for v in vertices] 121 | faces = [t.Indices for t in triangles] 122 | blocks.append(pyvista.PolyData.from_regular_faces(points, faces)) 123 | merged = pyvista.merge(blocks) 124 | return merged 125 | else: 126 | return pyvista.read(path) 127 | 128 | 129 | # colorblind-friendly color schemes per https://davidmathlogic.com/colorblind 130 | color_schemes = { 131 | "1": ("green", "red", (0, 250, 0)), 132 | "2": ("blue", "orange", (0, 100, 250)), 133 | "3": ("purple", "yellow", (100, 75, 250)), 134 | } 135 | 136 | 137 | viz = None 138 | dbg = False 139 | 140 | # align two meshes by moving one 141 | # returns the delta that can be used to translate moving to align it with stationary 142 | def align3d(stationary, moving, callback=None, n=2000, width_pcts=None, tol_rel=1e-5): 143 | 144 | import numpy as np 145 | import scipy 146 | 147 | # default value 148 | width_pcts = (np.inf, 8, 2, 0.5) if width_pcts is None else width_pcts 149 | 150 | # for each point find and return the closest point on a mesh to that point 151 | # returned points are not necessarily mesh vertex points 152 | def find_closest(mesh, points): 153 | _, closest = mesh.find_closest_cell(points, return_closest_point=True) 154 | return closest 155 | 156 | # place approximately n sample points on amesh 157 | def sample_points(mesh, n): 158 | 159 | # compute a cell size based on area of mesh such that 160 | # we get approximately n sample points on mesh 161 | def area(face): 162 | p1, p2, p3 = mesh.points[list(face)] 163 | return np.linalg.norm(np.cross(p2-p1, p3-p1)) / 2 164 | total_area = sum(area(face) for face in mesh.regular_faces) 165 | cell_size = np.sqrt(total_area / n) 166 | if dbg: print(f"cell size {cell_size}") 167 | 168 | # construct a 3d grid with points spaced cell_size apart 169 | xmin, xmax, ymin, ymax, zmin, zmax = mesh.bounds 170 | xs = np.arange(xmin, xmax+cell_size, cell_size) 171 | ys = np.arange(ymin, ymax+cell_size, cell_size) 172 | zs = np.arange(zmin, zmax+cell_size, cell_size) 173 | grid = np.array([(x,y,z) for x in xs for y in ys for z in zs]) 174 | if dbg: print(f"{len(grid)} grid points") 175 | if viz: viz.show("mesh with 3d grid", mesh, grid) 176 | 177 | # find the closest point on the mesh to each grid point 178 | closest = find_closest(mesh, grid) 179 | 180 | # filter the closest points to include only those near the grid point it came from 181 | # sanity check: there should be no (or very few) duplicates 182 | points = [p for p, g in zip(closest, grid) if np.max(np.abs(p-g)) <= cell_size/2] 183 | if dbg: print(f"{len(points)} close points; {len(set(tuple(p) for p in points))} without duplicates") 184 | if viz: viz.show("sample points", points) #viz.show(mesh.alpha(0.2), points) 185 | 186 | return points, cell_size 187 | 188 | # place approximately n sample points on the moving_points mesh 189 | # this will give roughly equal weight to all parts of the mesh by area 190 | # using the mesh vertex points might wildly over-weight areas of high detail 191 | moving_points, cell_size = sample_points(moving, n) 192 | if dbg: print(f"{len(moving_points)} sample points") 193 | 194 | # compute distance squared for each point in moving points 195 | # if we were to move moving_points by delta 196 | def sqdists(delta): 197 | 198 | points = moving_points + delta 199 | closest = find_closest(stationary, points) 200 | deltas = closest - points 201 | sqdists = np.array([np.dot(d, d) for d in deltas]) 202 | 203 | if callback: callback(delta) 204 | #if viz: viz.show(stationary, closest) 205 | if dbg: print(f"delta: [{delta[0]:.3f} {delta[1]:.3f} {delta[2]:.3f}]") 206 | 207 | return sqdists 208 | 209 | # minimize total penalty for a given initial delta, tolerance, and width_pct 210 | # width_pct is width of gaussian penalty function in percent of object size 211 | # width_pct of inf means least squares 212 | # "L-BFGS-B" minimization method had by far fewer goal function executions, 213 | # which is important here because they are expensive 214 | xmin, xmax, ymin, ymax, zmin, zmax = stationary.bounds 215 | size = np.sqrt((xmax-xmin)**2 + (ymax-ymin)**2 + (zmax-zmin)**2) 216 | def minimize(delta0, width_pct): 217 | from scipy.optimize import minimize 218 | if dbg: print(f"minimize pass, size {size:.1f}, tol_rel {tol_rel:.1g}, width_pct {width_pct:.2f}") 219 | if width_pct == np.inf: 220 | fun = lambda x: sum(sqdists(x)) 221 | else: 222 | sqwidth = (size * width_pct / 100) ** 2 223 | fun = lambda x: -sum(np.exp(-sqdists(x) / sqwidth)) 224 | result = minimize(fun, x0=delta0.tolist(), method="L-BFGS-B", tol=tol_rel*size) 225 | nonlocal nfev 226 | nfev += result.nfev 227 | return result.x 228 | 229 | # initial guess: align centroids 230 | delta = np.average(stationary.points, axis=0) - np.average(moving.points, axis=0) 231 | 232 | # do multiple minimization passes at different widths 233 | nfev = 0 234 | for width_pct in width_pcts: 235 | delta = minimize(delta, width_pct) 236 | if dbg: print(f"nfev: {nfev}") 237 | 238 | # caller can translate moving by delta to align 239 | return delta 240 | 241 | 242 | def cli(): 243 | 244 | import argparse 245 | 246 | parser = argparse.ArgumentParser( 247 | prog = "diff3d", 248 | description = "Visual diff for 3d files", 249 | ) 250 | 251 | parser.add_argument("file1") 252 | parser.add_argument("file2", nargs="?") 253 | parser.add_argument("--align", "-a", action="store_true", help="Align models") 254 | parser.add_argument( 255 | "--scheme", "-s", 256 | choices = color_schemes.keys(), 257 | default = "1", 258 | help = "Color scheme", 259 | ) 260 | parser.add_argument("--widths", nargs="*", type=float) 261 | args = parser.parse_args() 262 | 263 | from_files( 264 | args.file1, args.file2, scheme=args.scheme, 265 | align=args.align, width_pcts=args.widths 266 | ) 267 | 268 | if __name__ == "__main__": 269 | cli() 270 | 271 | -------------------------------------------------------------------------------- /examples/alignment1.png: -------------------------------------------------------------------------------- https://raw.githubusercontent.com/bdlucas1/diff3d/1e41ed5c4212188060e6a7cfb81ba202aa96e0d1/examples/alignment1.png -------------------------------------------------------------------------------- /examples/alignment2.png: -------------------------------------------------------------------------------- https://raw.githubusercontent.com/bdlucas1/diff3d/1e41ed5c4212188060e6a7cfb81ba202aa96e0d1/examples/alignment2.png -------------------------------------------------------------------------------- /examples/alignment3.png: -------------------------------------------------------------------------------- https://raw.githubusercontent.com/bdlucas1/diff3d/1e41ed5c4212188060e6a7cfb81ba202aa96e0d1/examples/alignment3.png -------------------------------------------------------------------------------- /examples/animation.mov: -------------------------------------------------------------------------------- https://raw.githubusercontent.com/bdlucas1/diff3d/1e41ed5c4212188060e6a7cfb81ba202aa96e0d1/examples/animation.mov -------------------------------------------------------------------------------- /examples/lens-clamp-A.3mf: -------------------------------------------------------------------------------- https://raw.githubusercontent.com/bdlucas1/diff3d/1e41ed5c4212188060e6a7cfb81ba202aa96e0d1/examples/lens-clamp-A.3mf -------------------------------------------------------------------------------- /examples/lens-clamp-A.step: -------------------------------------------------------------------------------- 1 | ISO-10303-21; 2 | HEADER; 3 | /* Generated by software containing ST-Developer 4 | * from STEP Tools, Inc. 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78 | #13=( 79 | BOUNDED_SURFACE() 80 | B_SPLINE_SURFACE(1,2,((#2189,#2190,#2191,#2192,#2193,#2194,#2195,#2196, 81 | #2197,#2198,#2199,#2200,#2201,#2202,#2203,#2204,#2205,#2206,#2207,#2208, 82 | #2209,#2210,#2211,#2212,#2213,#2214,#2215,#2216,#2217,#2218,#2219,#2220, 83 | #2221,#2222,#2223,#2224,#2225,#2226,#2227,#2228,#2229,#2230,#2231,#2232, 84 | #2233,#2234,#2235,#2236,#2237,#2238,#2239,#2240,#2241,#2242,#2243,#2244, 85 | #2245,#2246,#2247,#2248,#2249,#2250,#2251,#2252,#2253,#2254,#2255,#2256, 86 | #2257,#2258,#2259),(#2260,#2261,#2262,#2263,#2264,#2265,#2266,#2267,#2268, 87 | #2269,#2270,#2271,#2272,#2273,#2274,#2275,#2276,#2277,#2278,#2279,#2280, 88 | #2281,#2282,#2283,#2284,#2285,#2286,#2287,#2288,#2289,#2290,#2291,#2292, 89 | #2293,#2294,#2295,#2296,#2297,#2298,#2299,#2300,#2301,#2302,#2303,#2304, 90 | #2305,#2306,#2307,#2308,#2309,#2310,#2311,#2312,#2313,#2314,#2315,#2316, 91 | #2317,#2318,#2319,#2320,#2321,#2322,#2323,#2324,#2325,#2326,#2327,#2328, 92 | #2329,#2330)),.UNSPECIFIED.,.F.,.F.,.F.) 93 | B_SPLINE_SURFACE_WITH_KNOTS((2,2),(3,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2, 94 | 2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,3),(0.,1.),(0.199884483541721,0.208333333333334, 95 | 0.229166666666666,0.25,0.270833333333334,0.291666666666667,0.3125,0.333333333333334, 96 | 0.354166666666667,0.375,0.395833333333334,0.416666666666667,0.4375,0.458333333333333, 97 | 0.479166666666667,0.5,0.520833333333333,0.541666666666667,0.5625,0.583333333333333, 98 | 0.604166666666667,0.625,0.645833333333333,0.666666666666667,0.6875,0.708333333333333, 99 | 0.729166666666667,0.75,0.770833333333333,0.791666666666667,0.8125,0.833333333333333, 100 | 0.854166666666667,0.875,0.895833333333333,0.910077724782135), 101 | .PIECEWISE_BEZIER_KNOTS.) 102 | GEOMETRIC_REPRESENTATION_ITEM() 103 | RATIONAL_B_SPLINE_SURFACE(((0.935403287432627,0.945667300512777,1.,0.866025403784439, 104 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 105 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 106 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 107 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 108 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 109 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 110 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 111 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 112 | 1.,0.908397443550899,0.942057863591905),(0.935403287432627,0.945667300512777, 113 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 114 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 115 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 116 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 117 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 118 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 119 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 120 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 121 | 1.,0.866025403784439,1.,0.908397443550899,0.942057863591905))) 122 | REPRESENTATION_ITEM('') 123 | SURFACE() 124 | ); 125 | #14=( 126 | BOUNDED_CURVE() 127 | B_SPLINE_CURVE(2,(#1650,#1651,#1652,#1653,#1654,#1655,#1656,#1657,#1658, 128 | #1659,#1660,#1661,#1662,#1663,#1664,#1665,#1666,#1667,#1668,#1669,#1670, 129 | #1671,#1672,#1673,#1674,#1675,#1676,#1677,#1678,#1679,#1680,#1681,#1682, 130 | #1683,#1684,#1685,#1686,#1687,#1688,#1689,#1690,#1691,#1692,#1693,#1694, 131 | #1695,#1696,#1697,#1698,#1699,#1700,#1701,#1702,#1703,#1704,#1705,#1706, 132 | #1707,#1708,#1709,#1710,#1711,#1712,#1713,#1714,#1715,#1716,#1717,#1718, 133 | #1719,#1720,#1721,#1722,#1723,#1724,#1725,#1726,#1727,#1728,#1729,#1730, 134 | #1731,#1732,#1733,#1734,#1735,#1736,#1737,#1738,#1739,#1740,#1741,#1742, 135 | #1743,#1744,#1745,#1746),.UNSPECIFIED.,.F.,.F.) 136 | B_SPLINE_CURVE_WITH_KNOTS((3,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2, 137 | 2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,3),(0.,0.0208333333333333, 138 | 0.0416666666666667,0.0625,0.0833333333333333,0.104166666666667,0.125,0.145833333333333, 139 | 0.166666666666667,0.1875,0.208333333333334,0.229166666666666,0.25,0.270833333333334, 140 | 0.291666666666667,0.3125,0.333333333333334,0.354166666666667,0.375,0.395833333333334, 141 | 0.416666666666667,0.4375,0.458333333333333,0.479166666666667,0.5,0.520833333333333, 142 | 0.541666666666667,0.5625,0.583333333333333,0.604166666666667,0.625,0.645833333333333, 143 | 0.666666666666667,0.6875,0.708333333333333,0.729166666666667,0.75,0.770833333333333, 144 | 0.791666666666667,0.8125,0.833333333333333,0.854166666666667,0.875,0.895833333333333, 145 | 0.916666666666667,0.9375,0.958333333333333,0.979166666666667,1.), 146 | .UNSPECIFIED.) 147 | CURVE() 148 | GEOMETRIC_REPRESENTATION_ITEM() 149 | RATIONAL_B_SPLINE_CURVE((1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 150 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 151 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 152 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 153 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 154 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 155 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 156 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 157 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 158 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 159 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 160 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 161 | 1.,0.866025403784439,1.)) 162 | REPRESENTATION_ITEM('') 163 | ); 164 | #15=( 165 | BOUNDED_CURVE() 166 | B_SPLINE_CURVE(2,(#1747,#1748,#1749,#1750,#1751,#1752,#1753,#1754,#1755, 167 | #1756,#1757,#1758,#1759,#1760,#1761,#1762,#1763,#1764,#1765,#1766,#1767, 168 | #1768,#1769,#1770,#1771,#1772,#1773,#1774,#1775,#1776,#1777,#1778,#1779, 169 | #1780,#1781,#1782,#1783,#1784,#1785,#1786,#1787,#1788,#1789,#1790,#1791, 170 | #1792,#1793,#1794,#1795,#1796,#1797,#1798,#1799,#1800,#1801,#1802,#1803, 171 | #1804,#1805,#1806,#1807,#1808,#1809,#1810,#1811,#1812,#1813,#1814,#1815, 172 | #1816,#1817,#1818,#1819,#1820,#1821,#1822,#1823,#1824,#1825,#1826,#1827, 173 | #1828,#1829,#1830,#1831,#1832,#1833,#1834,#1835,#1836,#1837,#1838,#1839, 174 | #1840,#1841,#1842,#1843),.UNSPECIFIED.,.F.,.F.) 175 | B_SPLINE_CURVE_WITH_KNOTS((3,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2, 176 | 2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,3),(0.,0.0208333333333333, 177 | 0.0416666666666667,0.0625,0.0833333333333333,0.104166666666667,0.125,0.145833333333333, 178 | 0.166666666666667,0.1875,0.208333333333334,0.229166666666666,0.25,0.270833333333334, 179 | 0.291666666666667,0.3125,0.333333333333334,0.354166666666667,0.375,0.395833333333334, 180 | 0.416666666666667,0.4375,0.458333333333333,0.479166666666667,0.5,0.520833333333333, 181 | 0.541666666666667,0.5625,0.583333333333333,0.604166666666667,0.625,0.645833333333333, 182 | 0.666666666666667,0.6875,0.708333333333333,0.729166666666667,0.75,0.770833333333333, 183 | 0.791666666666667,0.8125,0.833333333333333,0.854166666666667,0.875,0.895833333333333, 184 | 0.916666666666667,0.9375,0.958333333333333,0.979166666666667,1.), 185 | .UNSPECIFIED.) 186 | CURVE() 187 | GEOMETRIC_REPRESENTATION_ITEM() 188 | RATIONAL_B_SPLINE_CURVE((1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 189 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 190 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 191 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 192 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 193 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 194 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 195 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 196 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 197 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 198 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 199 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 200 | 1.,0.866025403784439,1.)) 201 | REPRESENTATION_ITEM('') 202 | ); 203 | #16=( 204 | BOUNDED_CURVE() 205 | B_SPLINE_CURVE(2,(#1992,#1993,#1994,#1995,#1996,#1997,#1998,#1999,#2000, 206 | #2001,#2002,#2003,#2004,#2005,#2006,#2007,#2008,#2009,#2010,#2011,#2012, 207 | #2013,#2014,#2015,#2016,#2017,#2018,#2019,#2020,#2021,#2022,#2023,#2024, 208 | #2025,#2026,#2027,#2028,#2029,#2030,#2031,#2032,#2033,#2034,#2035,#2036, 209 | #2037,#2038,#2039,#2040,#2041,#2042,#2043,#2044,#2045,#2046,#2047,#2048, 210 | #2049,#2050,#2051,#2052,#2053,#2054,#2055,#2056,#2057,#2058,#2059,#2060, 211 | #2061,#2062,#2063,#2064,#2065,#2066,#2067,#2068,#2069,#2070,#2071,#2072, 212 | #2073,#2074,#2075,#2076,#2077,#2078,#2079,#2080,#2081,#2082,#2083,#2084, 213 | #2085,#2086,#2087,#2088),.UNSPECIFIED.,.F.,.F.) 214 | B_SPLINE_CURVE_WITH_KNOTS((3,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2, 215 | 2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,3),(0.,0.0208333333333333, 216 | 0.0416666666666667,0.0625,0.0833333333333333,0.104166666666667,0.125,0.145833333333333, 217 | 0.166666666666667,0.1875,0.208333333333334,0.229166666666666,0.25,0.270833333333334, 218 | 0.291666666666667,0.3125,0.333333333333334,0.354166666666667,0.375,0.395833333333334, 219 | 0.416666666666667,0.4375,0.458333333333333,0.479166666666667,0.5,0.520833333333333, 220 | 0.541666666666667,0.5625,0.583333333333333,0.604166666666667,0.625,0.645833333333333, 221 | 0.666666666666667,0.6875,0.708333333333333,0.729166666666667,0.75,0.770833333333333, 222 | 0.791666666666667,0.8125,0.833333333333333,0.854166666666667,0.875,0.895833333333333, 223 | 0.916666666666667,0.9375,0.958333333333333,0.979166666666667,1.), 224 | .UNSPECIFIED.) 225 | CURVE() 226 | GEOMETRIC_REPRESENTATION_ITEM() 227 | RATIONAL_B_SPLINE_CURVE((1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 228 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 229 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 230 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 231 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 232 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 233 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 234 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 235 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 236 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 237 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 238 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 239 | 1.,0.866025403784439,1.)) 240 | REPRESENTATION_ITEM('') 241 | ); 242 | #17=( 243 | BOUNDED_CURVE() 244 | B_SPLINE_CURVE(2,(#2092,#2093,#2094,#2095,#2096,#2097,#2098,#2099,#2100, 245 | #2101,#2102,#2103,#2104,#2105,#2106,#2107,#2108,#2109,#2110,#2111,#2112, 246 | #2113,#2114,#2115,#2116,#2117,#2118,#2119,#2120,#2121,#2122,#2123,#2124, 247 | #2125,#2126,#2127,#2128,#2129,#2130,#2131,#2132,#2133,#2134,#2135,#2136, 248 | #2137,#2138,#2139,#2140,#2141,#2142,#2143,#2144,#2145,#2146,#2147,#2148, 249 | #2149,#2150,#2151,#2152,#2153,#2154,#2155,#2156,#2157,#2158,#2159,#2160, 250 | #2161,#2162,#2163,#2164,#2165,#2166,#2167,#2168,#2169,#2170,#2171,#2172, 251 | #2173,#2174,#2175,#2176,#2177,#2178,#2179,#2180,#2181,#2182,#2183,#2184, 252 | #2185,#2186,#2187,#2188),.UNSPECIFIED.,.F.,.F.) 253 | B_SPLINE_CURVE_WITH_KNOTS((3,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2, 254 | 2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,3),(0.,0.0208333333333333, 255 | 0.0416666666666667,0.0625,0.0833333333333333,0.104166666666667,0.125,0.145833333333333, 256 | 0.166666666666667,0.1875,0.208333333333334,0.229166666666666,0.25,0.270833333333334, 257 | 0.291666666666667,0.3125,0.333333333333334,0.354166666666667,0.375,0.395833333333334, 258 | 0.416666666666667,0.4375,0.458333333333333,0.479166666666667,0.5,0.520833333333333, 259 | 0.541666666666667,0.5625,0.583333333333333,0.604166666666667,0.625,0.645833333333333, 260 | 0.666666666666667,0.6875,0.708333333333333,0.729166666666667,0.75,0.770833333333333, 261 | 0.791666666666667,0.8125,0.833333333333333,0.854166666666667,0.875,0.895833333333333, 262 | 0.916666666666667,0.9375,0.958333333333333,0.979166666666667,1.), 263 | .UNSPECIFIED.) 264 | CURVE() 265 | GEOMETRIC_REPRESENTATION_ITEM() 266 | RATIONAL_B_SPLINE_CURVE((1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 267 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 268 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 269 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 270 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 271 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 272 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 273 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 274 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 275 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 276 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 277 | 1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439,1.,0.866025403784439, 278 | 1.,0.866025403784439,1.)) 279 | REPRESENTATION_ITEM('') 280 | ); 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1428 | #1147=DIRECTION('',(-6.12323399573677E-17,1.,-8.15381187298149E-17)); 1429 | #1148=DIRECTION('',(-4.99276980554823E-33,8.15381187298149E-17,1.)); 1430 | #1149=DIRECTION('',(-6.12323399573677E-17,1.,-8.15381187298149E-17)); 1431 | #1150=DIRECTION('',(-4.99276980554823E-33,8.15381187298149E-17,1.)); 1432 | #1151=DIRECTION('',(2.74807679362663E-16,8.15381187298147E-17,1.)); 1433 | #1152=DIRECTION('',(-1.,-6.12323399573677E-17,2.74807679362663E-16)); 1434 | #1153=DIRECTION('',(0.,0.,-1.)); 1435 | #1154=DIRECTION('',(-6.12323399573677E-17,1.,0.)); 1436 | #1155=DIRECTION('',(1.,6.12323399573676E-17,-2.74807679362663E-16)); 1437 | #1156=DIRECTION('',(6.12323399573677E-17,-1.,8.15381187298147E-17)); 1438 | #1157=DIRECTION('',(1.,6.12323399573676E-17,-2.74807679362663E-16)); 1439 | #1158=DIRECTION('',(-6.12323399573677E-17,1.,-8.15381187298147E-17)); 1440 | #1159=DIRECTION('',(-6.12323399573677E-17,1.,-8.15381187298147E-17)); 1441 | #1160=DIRECTION('',(-4.99276980554822E-33,8.15381187298147E-17,1.)); 1442 | #1161=DIRECTION('',(-6.12323399573677E-17,1.,-8.15381187298145E-17)); 1443 | #1162=DIRECTION('',(-4.99276980554821E-33,8.15381187298145E-17,1.)); 1444 | #1163=DIRECTION('',(-6.12323399573677E-17,1.,-8.15381187298147E-17)); 1445 | #1164=DIRECTION('',(-6.12323399573677E-17,1.,-8.15381187298145E-17)); 1446 | #1165=DIRECTION('',(-4.99276980554821E-33,8.15381187298145E-17,1.)); 1447 | #1166=DIRECTION('',(1.,6.12323399573677E-17,0.)); 1448 | #1167=DIRECTION('',(0.,0.,1.)); 1449 | #1168=DIRECTION('',(1.,6.12323399573677E-17,0.)); 1450 | #1169=DIRECTION('',(0.,0.,1.)); 1451 | #1170=DIRECTION('',(-4.99276980554822E-33,8.15381187298147E-17,1.)); 1452 | #1171=DIRECTION('',(-4.32978028117746E-17,0.707106781186546,0.707106781186549)); 1453 | #1172=DIRECTION('',(-6.12323399573677E-17,1.,-8.15381187298147E-17)); 1454 | #1173=DIRECTION('',(-4.32978028117747E-17,0.707106781186548,-0.707106781186547)); 1455 | #1174=DIRECTION('',(4.99276980554822E-33,-8.15381187298147E-17,-1.)); 1456 | #1175=DIRECTION('',(4.99276980554822E-33,-8.15381187298147E-17,-1.)); 1457 | #1176=DIRECTION('',(-6.12323399573677E-17,1.,-8.15381187298147E-17)); 1458 | #1177=DIRECTION('',(-1.,-6.12323399573677E-17,0.)); 1459 | #1178=DIRECTION('',(6.12323399573677E-17,-1.,8.15381187298147E-17)); 1460 | #1179=DIRECTION('',(1.,6.12323399573677E-17,0.)); 1461 | #1180=DIRECTION('',(-6.12323399573677E-17,1.,-8.15381187298147E-17)); 1462 | #1181=DIRECTION('',(-1.,-6.12323399573676E-17,3.10456345778335E-16)); 1463 | #1182=DIRECTION('',(-3.10456345778335E-16,-1.90099685066211E-32,-1.)); 1464 | #1183=DIRECTION('',(-1.,-6.12323399573676E-17,3.10456345778335E-16)); 1465 | #1184=DIRECTION('',(-3.10456345778335E-16,-1.90099685066211E-32,-1.)); 1466 | #1185=DIRECTION('',(1.76227984550482E-16,0.707106781186546,0.707106781186549)); 1467 | #1186=DIRECTION('',(3.10456345778335E-16,8.15381187298147E-17,1.)); 1468 | #1187=DIRECTION('',(-6.12323399573677E-17,1.,-8.15381187298147E-17)); 1469 | #1188=DIRECTION('',(3.10456345778335E-16,8.15381187298147E-17,1.)); 1470 | #1189=DIRECTION('',(2.62823590174031E-16,-0.707106781186548,0.707106781186547)); 1471 | #1190=DIRECTION('',(-6.12323399573677E-17,1.,-8.15381187298147E-17)); 1472 | #1191=DIRECTION('',(-4.99276980554822E-33,8.15381187298147E-17,1.)); 1473 | #1192=DIRECTION('',(-6.12323399573677E-17,1.,-8.15381187298147E-17)); 1474 | #1193=DIRECTION('',(-4.99276980554822E-33,8.15381187298147E-17,1.)); 1475 | #1194=DIRECTION('',(-6.12323399573677E-17,1.,-8.15381187298147E-17)); 1476 | #1195=DIRECTION('',(-4.99276980554822E-33,8.15381187298147E-17,1.)); 1477 | #1196=DIRECTION('',(-6.12323399573677E-17,1.,-8.15381187298147E-17)); 1478 | #1197=DIRECTION('',(1.,6.12323399573677E-17,0.)); 1479 | #1198=DIRECTION('',(-6.12323399573677E-17,1.,-8.15381187298147E-17)); 1480 | #1199=DIRECTION('',(-4.99276980554822E-33,8.15381187298147E-17,1.)); 1481 | #1200=DIRECTION('',(4.99276980554822E-33,-8.15381187298147E-17,-1.)); 1482 | #1201=DIRECTION('',(-4.99276980554822E-33,8.15381187298147E-17,1.)); 1483 | #1202=DIRECTION('',(-6.12323399573677E-17,1.,-8.15381187298147E-17)); 1484 | #1203=DIRECTION('',(-4.99276980554822E-33,8.15381187298147E-17,1.)); 1485 | #1204=DIRECTION('',(-4.99276980554822E-33,8.15381187298147E-17,1.)); 1486 | #1205=DIRECTION('',(-1.,-6.12323399573677E-17,0.)); 1487 | #1206=DIRECTION('',(-1.,-6.12323399573677E-17,0.)); 1488 | #1207=DIRECTION('',(4.99276980554822E-33,-8.15381187298147E-17,-1.)); 1489 | #1208=DIRECTION('',(-6.12323399573677E-17,1.,-8.15381187298147E-17)); 1490 | #1209=DIRECTION('',(1.,6.12323399573677E-17,0.)); 1491 | #1210=DIRECTION('',(-6.12323399573677E-17,1.,-8.15381187298147E-17)); 1492 | #1211=DIRECTION('',(-4.99276980554822E-33,8.15381187298147E-17,1.)); 1493 | #1212=DIRECTION('',(-4.99276980554822E-33,8.15381187298147E-17,1.)); 1494 | #1213=DIRECTION('',(1.,6.12323399573677E-17,0.)); 1495 | #1214=DIRECTION('',(1.,6.12323399573677E-17,0.)); 1496 | #1215=DIRECTION('',(4.99276980554822E-33,-8.15381187298147E-17,-1.)); 1497 | #1216=DIRECTION('',(-6.12323399573677E-17,1.,-8.15381187298147E-17)); 1498 | #1217=DIRECTION('',(-4.99276980554822E-33,8.15381187298147E-17,1.)); 1499 | #1218=DIRECTION('',(4.99276980554822E-33,-8.15381187298147E-17,-1.)); 1500 | #1219=DIRECTION('',(-1.,-6.12323399573677E-17,0.)); 1501 | #1220=DIRECTION('',(-4.99276980554822E-33,8.15381187298147E-17,1.)); 1502 | #1221=DIRECTION('',(-4.99276980554822E-33,8.15381187298147E-17,1.)); 1503 | #1222=DIRECTION('',(6.12323399573677E-17,-1.,8.15381187298147E-17)); 1504 | #1223=DIRECTION('',(-4.99276980554822E-33,8.15381187298147E-17,1.)); 1505 | #1224=DIRECTION('',(6.12323399573677E-17,-1.,8.15381187298147E-17)); 1506 | #1225=DIRECTION('',(0.,0.,-1.)); 1507 | #1226=DIRECTION('',(-6.12323399573677E-17,1.,0.)); 1508 | #1227=DIRECTION('',(6.12323399573677E-17,-1.,8.15381187298147E-17)); 1509 | #1228=DIRECTION('',(1.,6.12323399573677E-17,0.)); 1510 | #1229=DIRECTION('',(-6.12323399573677E-17,1.,-8.15381187298147E-17)); 1511 | #1230=DIRECTION('',(-1.,-6.12323399573677E-17,0.)); 1512 | #1231=DIRECTION('',(-6.12323399573677E-17,1.,-8.15381187298147E-17)); 1513 | #1232=DIRECTION('',(1.,6.12323399573677E-17,0.)); 1514 | #1233=DIRECTION('',(1.,6.12323399573677E-17,0.)); 1515 | #1234=DIRECTION('',(4.99276980554822E-33,-8.15381187298147E-17,-1.)); 1516 | #1235=DIRECTION('',(-1.,-6.12323399573676E-17,2.74807679362663E-16)); 1517 | #1236=DIRECTION('',(-4.99276980554822E-33,8.15381187298147E-17,1.)); 1518 | #1237=DIRECTION('',(1.,6.12323399573677E-17,0.)); 1519 | #1238=DIRECTION('',(0.,0.,1.)); 1520 | #1239=DIRECTION('',(1.,6.12323399573677E-17,0.)); 1521 | #1240=DIRECTION('',(0.,0.,1.)); 1522 | #1241=DIRECTION('',(4.32978028117747E-17,-0.707106781186549,0.707106781186546)); 1523 | #1242=DIRECTION('',(-1.,-6.12323399573677E-17,0.)); 1524 | #1243=DIRECTION('',(-4.32978028117746E-17,0.707106781186546,0.707106781186549)); 1525 | #1244=DIRECTION('',(4.32978028117746E-17,-0.707106781186547,-0.707106781186548)); 1526 | #1245=DIRECTION('',(1.,6.12323399573677E-17,0.)); 1527 | #1246=DIRECTION('',(4.32978028117747E-17,-0.707106781186548,0.707106781186547)); 1528 | #1247=DIRECTION('',(-4.32978028117747E-17,0.707106781186549,-0.707106781186546)); 1529 | #1248=DIRECTION('',(-1.,-6.12323399573677E-17,0.)); 1530 | #1249=DIRECTION('',(-4.32978028117746E-17,0.707106781186546,0.707106781186549)); 1531 | #1250=DIRECTION('',(-4.32978028117746E-17,0.707106781186547,0.707106781186548)); 1532 | #1251=DIRECTION('',(1.,6.12323399573677E-17,0.)); 1533 | #1252=DIRECTION('',(4.32978028117747E-17,-0.707106781186548,0.707106781186547)); 1534 | #1253=DIRECTION('',(0.707106781186547,0.707106781186548,-5.76561566790459E-17)); 1535 | #1254=DIRECTION('',(4.99276980554822E-33,-8.15381187298147E-17,-1.)); 1536 | #1255=DIRECTION('',(0.678598344545847,-0.678598344545845,0.281084637714825)); 1537 | #1256=DIRECTION('',(0.707106781186549,0.5,-0.5)); 1538 | #1257=DIRECTION('',(-4.32978028117746E-17,0.707106781186546,0.707106781186549)); 1539 | #1258=DIRECTION('',(0.678598344545846,-0.281084637714824,0.678598344545847)); 1540 | #1259=DIRECTION('',(-6.12323399573677E-17,1.,-8.15381187298145E-17)); 1541 | #1260=DIRECTION('',(-4.99276980554821E-33,8.15381187298145E-17,1.)); 1542 | #1261=DIRECTION('',(-0.707106781186548,0.707106781186548,-5.76561566790457E-17)); 1543 | #1262=DIRECTION('',(0.707106781186548,-1.43583538672711E-17,-0.707106781186547)); 1544 | #1263=DIRECTION('',(-6.12323399573677E-17,1.,-8.15381187298147E-17)); 1545 | #1264=DIRECTION('',(-0.678598344545846,-0.281084637714822,-0.678598344545847)); 1546 | #1265=DIRECTION('',(0.707106781186549,0.707106781186546,-5.76561566790457E-17)); 1547 | #1266=DIRECTION('',(4.99276980554822E-33,-8.15381187298147E-17,-1.)); 1548 | #1267=DIRECTION('',(0.577350269189624,-0.577350269189627,-0.577350269189626)); 1549 | #1268=DIRECTION('',(0.707106781186547,-0.707106781186548,5.76561566790459E-17)); 1550 | #1269=DIRECTION('',(-4.99276980554822E-33,8.15381187298147E-17,1.)); 1551 | #1270=DIRECTION('',(0.678598344545847,0.678598344545845,-0.281084637714826)); 1552 | #1271=DIRECTION('',(-0.70710678118655,0.5,-0.5)); 1553 | #1272=DIRECTION('',(4.32978028117746E-17,-0.707106781186546,-0.707106781186549)); 1554 | #1273=DIRECTION('',(-0.678598344545846,-0.281084637714826,0.678598344545846)); 1555 | #1274=DIRECTION('',(-0.707106781186549,0.5,0.5)); 1556 | #1275=DIRECTION('',(4.32978028117747E-17,-0.707106781186548,0.707106781186547)); 1557 | #1276=DIRECTION('',(0.678598344545846,0.678598344545848,0.281084637714821)); 1558 | #1277=DIRECTION('',(0.707106781186549,1.0095395949082E-16,0.707106781186546)); 1559 | #1278=DIRECTION('',(-6.12323399573677E-17,1.,-8.15381187298147E-17)); 1560 | #1279=DIRECTION('',(0.707106781186546,-5.28503315074035E-17,-0.707106781186549)); 1561 | #1280=DIRECTION('',(-6.12323399573677E-17,1.,-8.15381187298149E-17)); 1562 | #1281=DIRECTION('',(-4.99276980554823E-33,8.15381187298149E-17,1.)); 1563 | #1282=DIRECTION('',(-0.707106781186549,-0.707106781186546,5.76561566790457E-17)); 1564 | #1283=DIRECTION('',(-0.707106781186548,-1.0095395949082E-16,-0.707106781186547)); 1565 | #1284=DIRECTION('',(-6.12323399573677E-17,1.,-8.15381187298147E-17)); 1566 | #1285=DIRECTION('',(0.678598344545847,-0.281084637714817,-0.678598344545848)); 1567 | #1286=DIRECTION('',(-0.707106781186549,0.707106781186546,-5.76561566790457E-17)); 1568 | #1287=DIRECTION('',(-4.99276980554822E-33,8.15381187298147E-17,1.)); 1569 | #1288=DIRECTION('',(-0.577350269189627,0.577350269189626,-0.577350269189625)); 1570 | #1289=DIRECTION('',(-0.707106781186548,-0.707106781186548,0.)); 1571 | #1290=DIRECTION('',(-2.23650184523287E-15,-0.707106781186548,-0.707106781186548)); 1572 | #1291=DIRECTION('',(0.707106781186548,0.707106781186547,-7.90345805858575E-16)); 1573 | #1292=DIRECTION('',(0.707106781186523,-0.707106781186572,5.76561566790478E-17)); 1574 | #1293=DIRECTION('',(-4.99276980554822E-33,8.15381187298147E-17,1.)); 1575 | #1294=DIRECTION('',(0.577350269189651,0.577350269189612,0.577350269189615)); 1576 | #1295=DIRECTION('',(0.707106781186547,0.5,0.5)); 1577 | #1296=DIRECTION('',(-4.32978028117747E-17,0.707106781186548,-0.707106781186547)); 1578 | #1297=DIRECTION('',(0.678598344545847,-0.678598344545849,-0.281084637714816)); 1579 | #1298=DIRECTION('',(6.12323399573677E-17,-1.,8.15381187298145E-17)); 1580 | #1299=DIRECTION('',(4.99276980554821E-33,-8.15381187298145E-17,-1.)); 1581 | #1300=DIRECTION('',(0.707106781186548,0.707106781186548,-5.76561566790459E-17)); 1582 | #1301=DIRECTION('',(-0.707106781186547,0.707106781186548,-5.76561566790458E-17)); 1583 | #1302=DIRECTION('',(-4.99276980554822E-33,8.15381187298147E-17,1.)); 1584 | #1303=DIRECTION('',(-0.707106781186548,-0.707106781186547,-2.02330992548987E-14)); 1585 | #1304=DIRECTION('',(-2.37616176411252E-16,0.707106781186548,-0.707106781186548)); 1586 | #1305=DIRECTION('',(-1.,-6.12323399573676E-17,2.74807679362663E-16)); 1587 | #1306=DIRECTION('',(-4.32978028117747E-17,0.707106781186548,0.707106781186548)); 1588 | #1307=DIRECTION('',(0.707106781186526,-1.43583538672743E-17,-0.70710678118657)); 1589 | #1308=DIRECTION('',(6.12323399573677E-17,-1.,8.15381187298147E-17)); 1590 | #1309=DIRECTION('',(-0.70710678118657,-1.55422271961471E-17,-0.707106781186526)); 1591 | #1310=DIRECTION('',(-0.707106781186549,-0.707106781186546,5.76561566790457E-17)); 1592 | #1311=DIRECTION('',(4.99276980554822E-33,-8.15381187298147E-17,-1.)); 1593 | #1312=DIRECTION('',(-0.707106781186547,0.707106781186548,-5.76561566790458E-17)); 1594 | #1313=DIRECTION('',(-4.99276980554822E-33,8.15381187298147E-17,1.)); 1595 | #1314=DIRECTION('',(0.707106781186548,0.707106781186548,0.)); 1596 | #1315=DIRECTION('',(-0.707106781186558,1.43583538672697E-17,0.707106781186538)); 1597 | #1316=DIRECTION('',(-6.12323399573677E-17,1.,-8.15381187298147E-17)); 1598 | #1317=DIRECTION('',(0.707106781186538,-3.41294734464942E-16,0.707106781186558)); 1599 | #1318=DIRECTION('',(-0.707106781186538,-4.3297802811774E-17,-0.707106781186557)); 1600 | #1319=DIRECTION('',(-0.577350269189636,0.57735026918962,0.57735026918962)); 1601 | #1320=DIRECTION('',(-0.707106781186538,-4.32978028117741E-17,-0.707106781186557)); 1602 | #1321=DIRECTION('',(4.32978028117746E-17,-0.707106781186548,0.707106781186548)); 1603 | #1322=DIRECTION('',(0.577350269189602,0.577350269189638,-0.577350269189638)); 1604 | #1323=DIRECTION('',(-4.32978028117746E-17,0.707106781186548,0.707106781186548)); 1605 | #1324=DIRECTION('',(-0.707106781186548,0.707106781186547,4.34888038551518E-14)); 1606 | #1325=DIRECTION('',(6.12323399573677E-17,-1.,8.15381187298149E-17)); 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2658 | #2354=APPLICATION_CONTEXT('managed model based 3d engineering'); 2659 | ENDSEC; 2660 | END-ISO-10303-21; 2661 | -------------------------------------------------------------------------------- /examples/lens-clamp-A.stl: -------------------------------------------------------------------------------- https://raw.githubusercontent.com/bdlucas1/diff3d/1e41ed5c4212188060e6a7cfb81ba202aa96e0d1/examples/lens-clamp-A.stl -------------------------------------------------------------------------------- /examples/lens-clamp-B.3mf: -------------------------------------------------------------------------------- https://raw.githubusercontent.com/bdlucas1/diff3d/1e41ed5c4212188060e6a7cfb81ba202aa96e0d1/examples/lens-clamp-B.3mf -------------------------------------------------------------------------------- /examples/lens-clamp-B.stl: -------------------------------------------------------------------------------- https://raw.githubusercontent.com/bdlucas1/diff3d/1e41ed5c4212188060e6a7cfb81ba202aa96e0d1/examples/lens-clamp-B.stl -------------------------------------------------------------------------------- /examples/scheme1.png: -------------------------------------------------------------------------------- https://raw.githubusercontent.com/bdlucas1/diff3d/1e41ed5c4212188060e6a7cfb81ba202aa96e0d1/examples/scheme1.png -------------------------------------------------------------------------------- /examples/scheme2.png: -------------------------------------------------------------------------------- https://raw.githubusercontent.com/bdlucas1/diff3d/1e41ed5c4212188060e6a7cfb81ba202aa96e0d1/examples/scheme2.png -------------------------------------------------------------------------------- /examples/scheme3.png: -------------------------------------------------------------------------------- https://raw.githubusercontent.com/bdlucas1/diff3d/1e41ed5c4212188060e6a7cfb81ba202aa96e0d1/examples/scheme3.png -------------------------------------------------------------------------------- /pyproject.toml: -------------------------------------------------------------------------------- 1 | [project] 2 | name = "diff3d" 3 | version = "0.3.0post1" 4 | authors = [{name = "Bruce D. Lucas"}] 5 | description = "Fast visual 3d diff for STL, OBJ, 3MF, and STEP files" 6 | readme = "README.md" 7 | dependencies = [ 8 | "pyvista", 9 | "lib3mf", 10 | "scipy", 11 | "numpy", 12 | "msvc-runtime; platform_system=='Windows'", 13 | #"build123d", 14 | ] 15 | requires-python = ">=3.9" 16 | classifiers = [ 17 | "Programming Language :: Python :: 3", 18 | "License :: OSI Approved :: MIT License", 19 | "Operating System :: OS Independent", 20 | ] 21 | 22 | [project.urls] 23 | Homepage = "https://github.com/bdlucas1/diff3d" 24 | Issues = "https://github.com/bdlucas1/diff3d/issues" 25 | Discussions = "https://github.com/bdlucas1/diff3d/discussions" 26 | 27 | [project.scripts] 28 | diff3d = "diff3d:cli" 29 | 30 | [build-system] 31 | requires = ["hatchling"] 32 | build-backend = "hatchling.build" 33 | --------------------------------------------------------------------------------