From 9ebdb0aa4f50318a1107a578ee0a9246853927d9 Mon Sep 17 00:00:00 2001 From: Francesco Milano <122035005+frescomilano@users.noreply.github.com> Date: Mon, 27 Mar 2023 14:09:31 +0200 Subject: [PATCH 1/2] Francesco-assignment03 --- lecture_03/201_visualize_model_artist.py | 48 +- lecture_03/210_build_your_own_robot.py | 23 +- .../assignment_03/assignment_03_template.ghx | 2813 -------- .../francesco_milano/assignment_03.ghx | 6293 +++++++++++++++++ 4 files changed, 6353 insertions(+), 2824 deletions(-) delete mode 100644 lecture_04/assignment_03/assignment_03_template.ghx create mode 100644 lecture_04/assignment_03/francesco_milano/assignment_03.ghx diff --git a/lecture_03/201_visualize_model_artist.py b/lecture_03/201_visualize_model_artist.py index de7495b..9395ab3 100644 --- a/lecture_03/201_visualize_model_artist.py +++ b/lecture_03/201_visualize_model_artist.py @@ -1,9 +1,49 @@ +"""Assignment 02: Build your own robot model +""" from compas.artists import Artist +from compas.datastructures import Mesh +from compas.geometry import Circle +from compas.geometry import Cylinder +from compas.geometry import Frame +from compas.geometry import Plane +from compas.geometry import Translation +from compas.robots import Configuration +from compas.robots import Joint from compas.robots import RobotModel -model = RobotModel.from_urdf_file("models/01_myfirst.urdf") +# create cylinder in yz plane +radius, length = 0.3, 5 +cylinder = Cylinder(Circle(Plane([0, 0, 0], [1, 0, 0]), radius), length) +cylinder.transform(Translation.from_vector([length / 2.0, 0, 0])) -artist = Artist(model, layer="Robot") -artist.clear_layer() +# create robot model +model = RobotModel("robot", links=[], joints=[]) + +# link meshes (calling Mesh.from_shape effectively creates a copy of the shape) +mesh1 = Mesh.from_shape(cylinder) +mesh2 = Mesh.from_shape(cylinder) + +# add links +link0 = model.add_link("world") +link1 = model.add_link("link1", visual_mesh=mesh1, visual_color=(0.2, 0.5, 0.6)) +link2 = model.add_link("link2", visual_mesh=mesh2, visual_color=(0.5, 0.6, 0.2)) + +# add joints between the links +axis = (0, 0, 1) + +origin = Frame.worldXY() +model.add_joint("joint1", Joint.CONTINUOUS, link0, link1, origin, axis) + +origin = Frame((length, 0, 0), (1, 0, 0), (0, 1, 0)) +model.add_joint("joint2", Joint.CONTINUOUS, link1, link2, origin, axis) + +# Create a configuration object matching the number of joints in your model +# configuration = .... + +# Update the model using the artist +artist = Artist(model) +# artist.update ... + +# Render everything artist.draw_visual() -artist.redraw() +artist.redraw() \ No newline at end of file diff --git a/lecture_03/210_build_your_own_robot.py b/lecture_03/210_build_your_own_robot.py index 7e68314..8363322 100644 --- a/lecture_03/210_build_your_own_robot.py +++ b/lecture_03/210_build_your_own_robot.py @@ -1,3 +1,5 @@ +"""Assignment 02: Build your own robot model +""" from compas.artists import Artist from compas.datastructures import Mesh from compas.geometry import Circle @@ -20,28 +22,35 @@ # link meshes (calling Mesh.from_shape effectively creates a copy of the shape) mesh1 = Mesh.from_shape(cylinder) mesh2 = Mesh.from_shape(cylinder) +mesh3 = Mesh.from_shape(cylinder) # add links link0 = model.add_link("world") link1 = model.add_link("link1", visual_mesh=mesh1, visual_color=(0.2, 0.5, 0.6)) link2 = model.add_link("link2", visual_mesh=mesh2, visual_color=(0.5, 0.6, 0.2)) +link3 = model.add_link("link3", visual_mesh=mesh3, visual_color=(0.3, 0.1, 0.7)) # add joints between the links -axis = (0, 0, 1) +axis = (0, 1, 0) -origin = Frame.worldXY() -model.add_joint("joint1", Joint.CONTINUOUS, link0, link1, origin, axis) +origin_1 = Frame.worldXY() +model.add_joint("joint1", Joint.CONTINUOUS, link0, link1, origin_1, axis) -origin = Frame((length, 0, 0), (1, 0, 0), (0, 1, 0)) -model.add_joint("joint2", Joint.CONTINUOUS, link1, link2, origin, axis) +origin_2 = Frame((length, 0, 0), (1, 0, 0), (0, 1, 0)) +model.add_joint("joint2", Joint.CONTINUOUS, link1, link2, origin_2, axis) + +origin_3 = Frame((length, 0, 0), (1, 0, 0), (0, 1, 0)) +model.add_joint("joint3", Joint.CONTINUOUS, link2, link3, origin_3, axis) # Create a configuration object matching the number of joints in your model -# configuration = .... +configuration = model.zero_configuration() #close to all zeros +configuration.joint_values =[50,45,35] # Update the model using the artist artist = Artist(model) -# artist.update ... +artist.update(configuration) # Render everything artist.draw_visual() artist.redraw() + diff --git a/lecture_04/assignment_03/assignment_03_template.ghx b/lecture_04/assignment_03/assignment_03_template.ghx deleted file mode 100644 index 4ae4a5e..0000000 --- a/lecture_04/assignment_03/assignment_03_template.ghx +++ /dev/null @@ -1,2813 +0,0 @@ - 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- -class RobotVisualize(component): - def RunScript( - self, - robot, - group, - configuration, - show_visual, - show_collision, - show_frames, - show_base_frame, - show_end_effector_frame, - show_cm, - show_acm, - ): - - visual = None - collision = None - collision_meshes = None - attached_meshes = None - frames = None - base_frame = None - ee_frame = None - - if robot: - show_visual = True if show_visual is None else show_visual - show_cm = True if show_cm is None else show_cm - show_acm = True if show_acm is None else show_acm - configuration = configuration or robot.zero_configuration() - - robot.update(configuration, visual=show_visual, collision=show_collision) - compas_frames = robot.transformed_frames(configuration, group) - - if show_visual: - visual = robot.artist.draw_visual() - - if show_collision: - collision = robot.artist.draw_collision() - - if show_base_frame: - base_compas_frame = compas_frames[0] - artist = Artist(base_compas_frame) - base_frame = artist.draw() - - if show_end_effector_frame: - ee_compas_frame = robot.forward_kinematics( - configuration, group, options=dict(solver="model") - ) - artist = Artist(ee_compas_frame) - ee_frame = artist.draw() - - if show_frames: - frames = [] - for compas_frame in compas_frames[1:]: - artist = Artist(compas_frame) - frame = artist.draw() - frames.append(frame) - - if show_cm or show_acm: - scene = PlanningScene(robot) - scene = robot.client.get_planning_scene() - - collision_meshes = [] - attached_meshes = [] - - if show_cm: - for co in scene.world.collision_objects: - header = co.header - frame_id = header.frame_id - cms = co.to_collision_meshes() - - for cm in cms: - if cm.frame != Frame.worldXY(): - t = Transformation.from_frame(cm.frame) - mesh = cm.mesh.transformed(t) - else: - mesh = cm.mesh - - collision_meshes.append(Artist(mesh).draw()) - - if show_acm: - for aco in scene.robot_state.attached_collision_objects: - for acm in aco.to_attached_collision_meshes(): - frame_id = aco.object["header"]["frame_id"] - frame = robot.forward_kinematics( - 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show_cm - show_cm - true - 0 - true - 0 - d60527f5-b5af-4ef6-8970-5f96fe412559 - - - - - - 2358 - 301 - 130 - 20 - - - 2424.5 - 311 - - - - - - - - true - Whether or not to show the attached collision meshes (if any). - c258dd5f-afd6-4742-9840-e8ae6df45c59 - show_acm - show_acm - true - 0 - true - 0 - d60527f5-b5af-4ef6-8970-5f96fe412559 - - - - - - 2358 - 321 - 130 - 20 - - - 2424.5 - 331 - - - - - - - - Rhino meshes of the robot's visual geometry (if any). - b51fd205-41de-4772-b77b-54118aa40c2c - visual - visual - false - 0 - - - - - - 2518 - 141 - 93 - 28 - - - 2564.5 - 155.2857 - - - - - - - - Rhino meshes of the robot's collision geometry (if any). - 3fd4309e-805a-4b2a-8b39-fb39cda51d21 - collision - collision - false - 0 - - - - - - 2518 - 169 - 93 - 29 - - - 2564.5 - 183.8571 - - - - - - - - Rhino meshes of the scene's collision meshes (if any). - ba8f5aaf-7d4f-4021-b0f3-328651e5f766 - collision_meshes - collision_meshes - false - 0 - - - - - - 2518 - 198 - 93 - 28 - - - 2564.5 - 212.4286 - - - - - - - - Rhino meshes of the scene's attached collision meshes (if any). - 00b4652c-1968-4bef-b124-5b86f4dc25bc - attached_meshes - attached_meshes - false - 0 - - - - - - 2518 - 226 - 93 - 29 - - - 2564.5 - 241 - - - - - - - - The robot's joint frames as Rhino planes (if any). - 243eeb3c-e1ad-4233-9a1a-b0ec9fd1c962 - frames - frames - false - 0 - - - - - - 2518 - 255 - 93 - 28 - - - 2564.5 - 269.5714 - - - - - - - - The robot's base frame as a Rhino plane (if any). - 91fd1995-e0da-4f23-a4c6-afeefc044dee - base_frame - base_frame - false - 0 - - - - - - 2518 - 283 - 93 - 29 - - - 2564.5 - 298.1429 - - - - - - - - The robot's end-effector frame as a Rhino plane (if any). - 5a2c4711-ae2f-4f0f-b633-afc7c8fccfd2 - ee_frame - ee_frame - false - 0 - - - - - - 2518 - 312 - 93 - 29 - - - 2564.5 - 326.7143 - - - - - - - - - - - - - - 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe - Scribble - - - - - false - - 46.70692 - 651.1613 - - - 317.5712 - 651.1613 - - - 317.5712 - 671.2599 - - - 46.70692 - 671.2599 - - A quick note - Cambria - fccb98c9-c6e5-4caa-8384-ca0ddf85fd1f - false - Scribble - Scribble - 22 - 4) Solve IK for pick-up plane - - - - - - 41.70692 - 646.1613 - 280.8643 - 30.09863 - - - 46.70692 - 651.1613 - - - - - - - - - - 8ec86459-bf01-4409-baee-174d0d2b13d0 - Data - - - - - Contains a collection of generic data - 02bc89eb-6961-419b-a5c7-ecf1d7beb296 - Data - Pickup config - false - 0 - - - - - - 1226 - 749 - 78 - 20 - - - 1265.877 - 759.2832 - - - - - - - - - - 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe - Scribble - - - - - false - - 73.59002 - 675.2849 - - - 238.8633 - 675.2849 - - - 238.8633 - 689.9958 - - - 73.59002 - 689.9958 - - A quick note - Cambria - 6e5b9db8-970d-4e5b-bf3d-6ec1c492b072 - false - Scribble - Scribble - 16 - Results in pickup config - - - - - - 68.59002 - 670.2849 - 175.2733 - 24.71094 - - - 73.59002 - 675.2849 - - - - - - - - - - c552a431-af5b-46a9-a8a4-0fcbc27ef596 - Group - - - - - 1 - - 150;240;218;146 - - A group of Grasshopper objects - fccb98c9-c6e5-4caa-8384-ca0ddf85fd1f - 02bc89eb-6961-419b-a5c7-ecf1d7beb296 - 6e5b9db8-970d-4e5b-bf3d-6ec1c492b072 - fb4c5d39-e0a5-4c45-b606-72de43c589ac - b96209a7-93e4-4212-b096-c83e82b4da7b - 98209ace-c305-4683-b351-d9b9daf31e36 - 6 - 3962a36b-d451-45d1-acb9-c99a5708db90 - Group - - - - - - - - - - - 00027467-0d24-4fa7-b178-8dc0ac5f42ec - Value List - - - - - Provides a list of preset values to choose from - 137a3255-a54e-4e4c-a9c3-e6d902b2a8bb - 2 - 3 - Value List - List - false - 0 - - - - - 0 - Pickup config - true - - - - - 1 - Trajectory - false - - - - - - 1591 - 171 - 123 - 22 - - - - - - - - - - eeafc956-268e-461d-8e73-ee05c6f72c01 - Stream Filter - - - - - Filters a collection of input streams - 471af287-d88e-43f4-9bb2-98daa088f633 - Stream Filter - Filter - - - - - - 2046 - 170 - 77 - 64 - - - 2078 - 202 - - - - - - 3 - 2e3ab970-8545-46bb-836c-1c11e5610bce - 8ec86459-bf01-4409-baee-174d0d2b13d0 - 8ec86459-bf01-4409-baee-174d0d2b13d0 - 1 - 8ec86459-bf01-4409-baee-174d0d2b13d0 - - - - - Index of Gate stream - fde7ac2c-1b3d-473c-8b2b-4addc4d52e1a - Gate - G - false - 137a3255-a54e-4e4c-a9c3-e6d902b2a8bb - 1 - - - - - - 2048 - 172 - 15 - 20 - - - 2057 - 182 - - - - - - 1 - - - - - 1 - {0} - - - - - 0 - - - - - - - - - - - 2 - Input stream at index 0 - e6a67ce5-d55f-4ec2-a44c-573291be81a5 - false - Stream 0 - 0 - true - a38644b3-ef3b-4bc2-bf1d-8843907a4a1f - 1 - - - - - - 2048 - 192 - 15 - 20 - - - 2057 - 202 - - - - - - - - 2 - Input stream at index 1 - 14985ec3-7977-426f-bc6b-ad27afc61e04 - false - Stream 1 - 1 - true - a4b043bc-8e30-4b4c-bb40-e7f42497696d - 1 - - - - - - 2048 - 212 - 15 - 20 - - - 2057 - 222 - - - - - - - - 2 - Filtered stream - ddfd1927-535b-4f08-acf1-f1762fa62a54 - false - Stream - S(0) - false - 0 - - - - - - 2093 - 172 - 28 - 60 - - - 2107 - 202 - - - - - - - - - - - - - - c552a431-af5b-46a9-a8a4-0fcbc27ef596 - Group - - - - - 1 - - 150;0;155;194 - - A group of Grasshopper objects - 7a58f25a-3dc8-4dfa-bf0f-35404273569e - 137a3255-a54e-4e4c-a9c3-e6d902b2a8bb - 471af287-d88e-43f4-9bb2-98daa088f633 - 766f518e-d29b-4814-a406-a45e5ded4a64 - e4b338fe-125d-4929-92e1-4e17c08f9b3b - f53212f5-507f-4bda-b372-34bf2b7020a3 - a38644b3-ef3b-4bc2-bf1d-8843907a4a1f - e9d20ac9-0dbc-44cb-9f48-878ae446678f - 619d4216-bdfd-4395-b679-83b02e397c53 - df7fb28b-31b3-40c8-ab8a-ec66c12ea055 - 10 - ca0ff086-508f-4122-8664-195d1a456efe - Group - - - - - - - - - - - 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe - Scribble - - - - - false - - 1582.769 - 120.3864 - - - 1707.132 - 120.3864 - - - 1707.132 - 135.9304 - - - 1582.769 - 135.9304 - - A quick note - Cambria - 766f518e-d29b-4814-a406-a45e5ded4a64 - false - Scribble - Scribble - 22 - Visualization - - - - - - 1577.769 - 115.3864 - 134.3623 - 25.54398 - - - 1582.769 - 120.3864 - - - - - - - - - - 8ec86459-bf01-4409-baee-174d0d2b13d0 - Data - - - - - Contains a collection of generic data - b96209a7-93e4-4212-b096-c83e82b4da7b - Data - Pickup plane - false - d385349b-7e03-4362-b9d0-eacd34e2562b - 1 - 2 - - - - - - 70 - 735 - 75 - 20 - - - 108.0366 - 745.3143 - - - - - - - - - - 8ec86459-bf01-4409-baee-174d0d2b13d0 - Data - - - - - Contains a collection of generic data - 98209ace-c305-4683-b351-d9b9daf31e36 - Data - Robot - false - 4e66fe1b-29b3-4955-9524-ca986decd9ac - 1 - 2 - - - - - - 70 - 711 - 50 - 20 - - - 95.8785 - 721.4962 - - - - - - - - - - 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe - Scribble - - - - - false - - 46.70692 - 861.2363 - - - 379.9403 - 861.2363 - - - 379.9403 - 881.4101 - - - 46.70692 - 881.4101 - - A quick note - Cambria - ba94b074-3f68-4274-8b84-f87aa5c4cb3e - false - Scribble - Scribble - 22 - 5) Plan trajectory to selected plane - - - - - - 41.70692 - 856.2363 - 343.2334 - 30.17383 - - - 46.70692 - 861.2363 - - - - - - - - - - 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe - Scribble - - - - - false - - 75.11641 - 888.1221 - - - 314.835 - 888.1221 - - - 314.835 - 902.8331 - - - 75.11641 - 902.8331 - - A quick note - Cambria - 01b0a494-be40-47b6-bdc4-7c92967b9f38 - false - Scribble - Scribble - 16 - From pickup config to target plane - - - - - - 70.11641 - 883.1221 - 249.7186 - 24.71094 - - - 75.11641 - 888.1221 - - - - - - - - - - 8ec86459-bf01-4409-baee-174d0d2b13d0 - Data - - - - - Contains a collection of generic data - 55db7485-e593-4762-a166-64303d976c7a - Data - Target planes - false - aacb02be-ffde-4997-b910-3a5670a6e5b1 - 1 - 2 - - - - - - 70 - 998 - 78 - 20 - - - 109.1617 - 1008.612 - - - - - - - - - - 8ec86459-bf01-4409-baee-174d0d2b13d0 - Data - - - - - Contains a collection of generic data - 538c02c6-6b3b-4712-a784-dda0bc63f847 - Data - Robot - false - 4e66fe1b-29b3-4955-9524-ca986decd9ac - 1 - 2 - - - - - - 70 - 941 - 50 - 20 - - - 95.34219 - 951.0811 - - - - - - - - - - 8ec86459-bf01-4409-baee-174d0d2b13d0 - Data - - - - - Contains a collection of generic data - c666c109-2ccb-4c50-90cd-00130af76eaa - Data - Pickup config - false - 02bc89eb-6961-419b-a5c7-ecf1d7beb296 - 1 - 2 - - - - - - 70 - 969 - 78 - 20 - - - 109.694 - 979.456 - - - - - - - - - - 57da07bd-ecab-415d-9d86-af36d7073abc - Number Slider - - - - - Numeric slider for single values - e4b338fe-125d-4929-92e1-4e17c08f9b3b - Number Slider - - false - 0 - - - - - - 1591 - 205 - 160 - 20 - - - 1591.409 - 205.586 - - - - - - 3 - 1 - 1 - 100 - 0 - 0 - 0 - - - - - - - - - 59daf374-bc21-4a5e-8282-5504fb7ae9ae - List Item - - - - - 0 - Retrieve a specific item from a list. - df7fb28b-31b3-40c8-ab8a-ec66c12ea055 - List Item - Item - - - - - - 2163 - 190 - 64 - 64 - - - 2197 - 222 - - - - - - 3 - 8ec86459-bf01-4409-baee-174d0d2b13d0 - 2e3ab970-8545-46bb-836c-1c11e5610bce - cb95db89-6165-43b6-9c41-5702bc5bf137 - 1 - 8ec86459-bf01-4409-baee-174d0d2b13d0 - - - - - 1 - Base list - 39c89e61-bc93-43d0-a501-c5bba7a3da6e - List - L - false - ddfd1927-535b-4f08-acf1-f1762fa62a54 - 1 - - - - - - 2165 - 192 - 17 - 20 - - - 2175 - 202 - - - - - - - - Item index - 83d287eb-3d9d-4785-b735-156766b364e7 - Index - i - false - e4b338fe-125d-4929-92e1-4e17c08f9b3b - 1 - - - - - - 2165 - 212 - 17 - 20 - - - 2175 - 222 - - - - - - 1 - - - - - 1 - {0} - - - - - 0 - - - - - - - - - - - Wrap index to list bounds - 60da4aea-66d4-49fc-8aa9-a5189edc913b - Wrap - W - false - 0 - - - - - - 2165 - 232 - 17 - 20 - - - 2175 - 242 - - - - - - 1 - - - - - 1 - {0} - - - - - true - - - - - - - - - - - Item at {i'} - 4ca3f55b-10fb-41c3-9f24-2b4809b96eeb - false - Item - i - false - 0 - - - - - - 2212 - 192 - 13 - 60 - - - 2218.5 - 222 - - - - - - - - - - - - - - 8ec86459-bf01-4409-baee-174d0d2b13d0 - Data - - - - - Contains a collection of generic data - bcf27a28-24e5-4d31-8438-444d7fe511cb - Data - Trajectory - false - 0 - - - - - - 1243 - 1025 - 61 - 20 - - - 1274.394 - 1035.907 - - - - - - - - - - 410755b1-224a-4c1e-a407-bf32fb45ea7e - 00000000-0000-0000-0000-000000000000 - GhPython Script - - - - - configs = trajectory.points - GhPython provides a Python script component - - 182 - 182 - - - 558 - 571 - - true - true - 2 - false - f53212f5-507f-4bda-b372-34bf2b7020a3 - false - true - GhPython Script - get configs - - - - - - 1704 - 315 - 132 - 28 - - - 1774 - 329 - - - - - - 1 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 1 - 8ec86459-bf01-4409-baee-174d0d2b13d0 - - - - - true - Script variable Python - 50f68354-3c25-4a84-a5f7-ddaf267be516 - trajectory - trajectory - true - 0 - true - e9d20ac9-0dbc-44cb-9f48-878ae446678f - 1 - 87f87f55-5b71-41f4-8aea-21d494016f81 - - - - - - 1706 - 317 - 53 - 24 - - - 1734 - 329 - - - - - - - - Script output configs. - a4b043bc-8e30-4b4c-bb40-e7f42497696d - a - configs - false - 0 - - - - - - 1789 - 317 - 45 - 24 - - - 1811.5 - 329 - - - - - - - - - - - - - - 8ec86459-bf01-4409-baee-174d0d2b13d0 - Data - - - - - Contains a collection of generic data - a38644b3-ef3b-4bc2-bf1d-8843907a4a1f - Data - Pickup config - false - 02bc89eb-6961-419b-a5c7-ecf1d7beb296 - 1 - 2 - - - - - - 1591 - 300 - 78 - 20 - - - 1630.11 - 310.7518 - - - - - - - - - - 8ec86459-bf01-4409-baee-174d0d2b13d0 - Data - - - - - Contains a collection of generic data - e9d20ac9-0dbc-44cb-9f48-878ae446678f - Data - Trajectory - false - bcf27a28-24e5-4d31-8438-444d7fe511cb - 1 - 2 - - - - - - 1591 - 324 - 61 - 20 - - - 1621.626 - 334.0815 - - - - - - - - - - 8ec86459-bf01-4409-baee-174d0d2b13d0 - Data - - - - - Contains a collection of generic data - 619d4216-bdfd-4395-b679-83b02e397c53 - Data - Robot - false - 4e66fe1b-29b3-4955-9524-ca986decd9ac - 1 - 2 - - - - - - 1591 - 275 - 50 - 20 - - - 1616.464 - 285.9058 - - - - - - - - - - c552a431-af5b-46a9-a8a4-0fcbc27ef596 - Group - - - - - 1 - - 150;240;218;146 - - A group of Grasshopper objects - ba94b074-3f68-4274-8b84-f87aa5c4cb3e - 01b0a494-be40-47b6-bdc4-7c92967b9f38 - 55db7485-e593-4762-a166-64303d976c7a - 97392278-c93e-4240-86e9-5e59dc2eb992 - 4a09e38e-e49b-43a1-809e-f310b5a4c3e2 - 1f8b3c58-8382-468d-8885-a179a0ad05e0 - 538c02c6-6b3b-4712-a784-dda0bc63f847 - c666c109-2ccb-4c50-90cd-00130af76eaa - 13b3eb29-3c6d-41ba-80fe-d6214ebc9674 - 9d4e5cda-5bb7-42fe-acfa-968fa6c6c067 - cd76efff-9d02-4eb1-b6dd-080d6a0e6d4d - bcf27a28-24e5-4d31-8438-444d7fe511cb - 12 - 4c3c7466-b1c2-4942-9ac0-63cb70a5b6b7 - Group - - - - - - - - - - - 59e0b89a-e487-49f8-bab8-b5bab16be14c - Panel - - - - - A panel for custom notes and text values - ecc8c71a-07d9-4980-90b1-a3cd2f8081a6 - Panel - - false - 0 - 0 - Define multiple target planes in any way you like, for example, -reference a curve from Rhino, divide it and assign a plane to each point - -Make sure all planes are oriented in a way that makes sense -for the robot to reach it as well. - - - - - - -530 - 485 - 523 - 96 - - 0 - 0 - 0 - - - - - 3 - - 255;255;250;90 - - true - true - true - false - false - true - - - - - Courier New - 8 - - - - - - - - - - - 59e0b89a-e487-49f8-bab8-b5bab16be14c - Panel - - - - - A panel for custom notes and text values - fb166dfc-4abf-4aa5-9ecf-d86922966dfe - Panel - - false - 0 - 0 - Define one pick-up plane in any way you like, -for example, reference a point from Rhino and assign a plane to it. - -Make sure the plane is oriented in a way that makes sense -for the robot to reach it. You can check this by observing the -results of the IK solution for this pickup-plane. - - - - - - -536 - 293 - 529 - 96 - - 0 - 0 - 0 - - -535.2353 - 293.4706 - - - - - - 3 - - 255;255;250;90 - - true - true - true - false - false - true - - - - - Courier New - 8 - - - - - - - - - - - 59e0b89a-e487-49f8-bab8-b5bab16be14c - Panel - - - - - A panel for custom notes and text values - c7cc41e4-23fe-4958-87c2-e75feb10ebac - Panel - - false - 0 - 0 - Load the robot from ROS. - -Make sure ROS/MoveIt is running before you start (ie. "Compose up"). - - - - - - -536 - 124 - 529 - 96 - - 0 - 0 - 0 - - -535.2353 - 124.4706 - - - - - - 3 - - 255;255;250;90 - - true - true - true - false - false - true - - - - - Courier New - 8 - - - - - - - - - - - 59e0b89a-e487-49f8-bab8-b5bab16be14c - Panel - - - - - A panel for custom notes and text values - 3f032319-94be-407d-8e0f-7615f6976834 - Panel - - false - 0 - 0 - Use inverse kinematics of the robot to find -a feasible configuration to reach the pickup plane. - -You can use the COMPAS FAB component or -code it in a GHPython component. - - - - - - -530 - 680 - 523 - 96 - - 0 - 0 - 0 - - -529.5882 - 680.8822 - - - - - - 3 - - 255;255;250;90 - - true - true - true - false - false - true - - - - - Courier New - 8 - - - - - - - - - - - 59e0b89a-e487-49f8-bab8-b5bab16be14c - Panel - - - - - A panel for custom notes and text values - 1f02a236-cf56-4437-8d21-1243b22a7b8e - Panel - - false - 0 - 0 - With the pickup config and a list of target planes, you are ready to compute the solution trajectory for each plane. - -First create a constraint from the selected plane, then use the plan free-space motion to calculate a trajectory. - - - - - - -530 - 942 - 523 - 96 - - 0 - 0 - 0 - - -529.353 - 942.6469 - - - - - - 3 - - 255;255;250;90 - - true - true - true - false - false - true - - - - - Courier New - 8 - - - - - - - - - - - - - - - - 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- - - - - \ No newline at end of file diff --git a/lecture_04/assignment_03/francesco_milano/assignment_03.ghx b/lecture_04/assignment_03/francesco_milano/assignment_03.ghx new file mode 100644 index 0000000..0c3049f --- /dev/null +++ b/lecture_04/assignment_03/francesco_milano/assignment_03.ghx @@ -0,0 +1,6293 @@ + + + + + + + + 0 + 2 + 2 + + + + + + + 1 + 0 + 7 + + + + + + c4f913db-409d-41a9-88e1-f6f90989047d + Shaded + 1 + + 100;150;0;0 + + + 100;0;150;0 + + + + + + 637527254194888879 + + assignment_03.ghx.ghx + + + + + 0 + + + + + + 1211 + 374 + + 1.8062501 + + + + + 0 + + + + + + + 0 + + + + + 1 + + + + + GhPython, Version=7.28.23058.3001, Culture=neutral, PublicKeyToken=null + 7.28.23058.3001 + + 00000000-0000-0000-0000-000000000000 + + + + + + + + + 62 + + + + + c552a431-af5b-46a9-a8a4-0fcbc27ef596 + Group + + + + + 1 + + 150;170;135;255 + + A group of Grasshopper objects + bfe572e7-d997-4c3c-8488-4e03d01804ea + b278407c-79b3-49ef-a2c8-ee682b33d9ef + 6fe2e9d2-130c-4a02-b347-a1c6b831fc5a + 9a4be73c-3082-4c74-be27-41c7c1688c53 + 4 + 3dd78fb5-3c65-4715-b2db-b9489d44fd71 + Group + + + + + + + + + + + c552a431-af5b-46a9-a8a4-0fcbc27ef596 + Group + + + + + 1 + + 150;170;135;255 + + A group of Grasshopper objects + d5ffda3e-a3ab-4688-9de8-1d9d9e2789e3 + 4b0a07e0-a378-4f92-8f0a-6c1f1fb427f2 + 1d31a79f-b7ba-423f-944c-23f606999dae + eaec99d4-5f03-4209-953f-02aee1235de3 + 4a5bf47a-b0af-4831-a451-6b776364bb7e + 5 + 5a4ca04f-0f26-4978-bcce-92edaa3c4b8e + Group + + + + + + + + + + + c552a431-af5b-46a9-a8a4-0fcbc27ef596 + Group + + + + + 1 + + 150;170;135;255 + + A group of Grasshopper objects + 781a5de8-c54c-4805-927f-519a45da032f + 4b0a07e0-a378-4f92-8f0a-6c1f1fb427f2 + 1d31a79f-b7ba-423f-944c-23f606999dae + eaec99d4-5f03-4209-953f-02aee1235de3 + 4a5bf47a-b0af-4831-a451-6b776364bb7e + 20c7f0ab-fd13-4bd7-a130-c6fe893d2a0b + 47c152bc-c823-4835-aad3-3bf5c281e892 + d19cf29a-0512-4632-b4e0-ecc00c5b8487 + 2ceac33a-a5ff-4a42-8067-32e6a2c7fbee + ac227038-eb23-4cb5-94d8-f63bb92375a4 + b3787c61-219b-4ed9-b49f-1e7dd56236b1 + b395bfb0-5717-46c4-924c-a3ba167b1e0d + 4e66fe1b-29b3-4955-9524-ca986decd9ac + 78471367-17af-4599-8661-808ba87f82a6 + bfa816f1-e4c0-482e-9515-4b540fd2f427 + 82091d9c-f1c0-4207-8d3d-b1dca673d5df + 16 + 8b8d6fbf-db19-4267-9188-c4fdd76620b6 + Group + + + + + + + + + + + 8ec86459-bf01-4409-baee-174d0d2b13d0 + Data + + + + + Contains a collection of generic data + 4e66fe1b-29b3-4955-9524-ca986decd9ac + Data + Robot + false + db86a617-4f10-4df1-b030-ab74bd417a7b + 1 + + + + + + 1266 + 135 + 50 + 20 + + + 1291.765 + 145.9772 + + + + + + + + + + 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe + Scribble + + + + + false + + 46.70692 + 119.7138 + + + 272.0458 + 119.7138 + + + 272.0458 + 139.8124 + + + 46.70692 + 139.8124 + + A quick note + Cambria + 82091d9c-f1c0-4207-8d3d-b1dca673d5df + false + Scribble + Scribble + 22 + 1) Load robot from ROS + + + + + + 41.70692 + 114.7138 + 235.3389 + 30.09864 + + + 46.70692 + 119.7138 + + + + + + + + + + 8ec86459-bf01-4409-baee-174d0d2b13d0 + Data + + + + + Contains a collection of generic data + aacb02be-ffde-4997-b910-3a5670a6e5b1 + Data + Target planes + false + b3cbcb2b-392a-479b-a624-1921bce18104 + 1 + + + + + + 1238 + 506 + 78 + 20 + + + 1277.619 + 516.4604 + + + + + + + + + + c552a431-af5b-46a9-a8a4-0fcbc27ef596 + Group + + + + + 1 + + 150;240;218;146 + + A group of Grasshopper objects + 0c3c0677-cbf3-46be-b539-e48399697bc7 + de6b7a53-8f17-48cc-bb14-1aedc473dd1c + 04770360-9eb5-44e4-911f-142deec44bdc + aacb02be-ffde-4997-b910-3a5670a6e5b1 + 50ee1702-2c6a-4092-b68b-7fd9ec30c129 + 9dbe68e7-ae2d-4df4-89a9-ae0ec5759854 + d17c9d6f-7bf6-411c-816c-4c1caad151b9 + 7 + cf91e427-c398-45be-b915-f55275cc67b7 + Group + + + + + + + + + + + 8ec86459-bf01-4409-baee-174d0d2b13d0 + Data + + + + + Contains a collection of generic data + d385349b-7e03-4362-b9d0-eacd34e2562b + Data + Pickup plane + false + e20789bc-7ff4-494c-89fb-ed8c0aa530b1 + 1 + + + + + + 1241 + 340 + 75 + 20 + + + 1278.53 + 350.6916 + + + + + + + + + + c552a431-af5b-46a9-a8a4-0fcbc27ef596 + Group + + + + + 1 + + 150;240;218;146 + + A group of Grasshopper objects + d385349b-7e03-4362-b9d0-eacd34e2562b + 66c3b06d-1415-476b-875b-53498de1860a + c9e84bc7-5f07-46ef-9e42-32f7d85d0c13 + 39a429c7-2480-4ff8-8f4c-5bd8a47369a7 + 224add91-1cc7-47af-8c77-af2d42147144 + ff0bbdd7-eb5b-4ed6-a652-505db2c0ac8c + 6 + 3c032157-3bf9-40ee-9b12-e4e807d15ccc + Group + + + + + + + + + + + 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe + Scribble + + + + + false + + 46.70692 + 281.4785 + + + 269.3387 + 281.4785 + + + 269.3387 + 301.5771 + + + 46.70692 + 301.5771 + + A quick note + Cambria + ff0bbdd7-eb5b-4ed6-a652-505db2c0ac8c + false + Scribble + Scribble + 22 + 2) Define pick-up plane + + + + + + 41.70692 + 276.4785 + 232.6318 + 30.09863 + + + 46.70692 + 281.4785 + + + + + + + + + + 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe + Scribble + + + + + false + + 46.70692 + 469.1947 + + + 263.9891 + 469.1947 + + + 263.9891 + 489.4222 + + + 46.70692 + 489.4222 + + A quick note + Cambria + 9dbe68e7-ae2d-4df4-89a9-ae0ec5759854 + false + Scribble + Scribble + 22 + 3) Define target planes + + + + + + 41.70692 + 464.1947 + 227.2822 + 30.22754 + + + 46.70692 + 469.1947 + + + + + + + + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e + 00000000-0000-0000-0000-000000000000 + Robot Visualize + + + + + """ +Visualizes the robot. + +COMPAS FAB v0.27.0 +""" +from compas.artists import Artist +from compas.geometry import Frame +from compas.geometry import Transformation +from compas_fab.robots import PlanningScene +from ghpythonlib.componentbase import executingcomponent as component + + +class RobotVisualize(component): + def RunScript( + self, + robot, + group, + configuration, + show_visual, + show_collision, + show_frames, + show_base_frame, + show_end_effector_frame, + show_cm, + show_acm, + ): + + visual = None + collision = None + collision_meshes = None + attached_meshes = None + frames = None + base_frame = None + ee_frame = None + + if robot: + show_visual = True if show_visual is None else show_visual + show_cm = True if show_cm is None else show_cm + show_acm = True if show_acm is None else show_acm + configuration = configuration or robot.zero_configuration() + + robot.update(configuration, visual=show_visual, collision=show_collision) + compas_frames = robot.transformed_frames(configuration, group) + + if show_visual: + visual = robot.artist.draw_visual() + + if show_collision: + collision = robot.artist.draw_collision() + + if show_base_frame: + base_compas_frame = compas_frames[0] + artist = Artist(base_compas_frame) + base_frame = artist.draw() + + if show_end_effector_frame: + ee_compas_frame = robot.forward_kinematics( + configuration, group, options=dict(solver="model") + ) + artist = Artist(ee_compas_frame) + ee_frame = artist.draw() + + if show_frames: + frames = [] + for compas_frame in compas_frames[1:]: + artist = Artist(compas_frame) + frame = artist.draw() + frames.append(frame) + + if show_cm or show_acm: + scene = PlanningScene(robot) + scene = robot.client.get_planning_scene() + + collision_meshes = [] + attached_meshes = [] + + if show_cm: + for co in scene.world.collision_objects: + header = co.header + frame_id = header.frame_id + cms = co.to_collision_meshes() + + for cm in cms: + if cm.frame != Frame.worldXY(): + t = Transformation.from_frame(cm.frame) + mesh = cm.mesh.transformed(t) + else: + mesh = cm.mesh + + collision_meshes.append(Artist(mesh).draw()) + + if show_acm: + for aco in scene.robot_state.attached_collision_objects: + for acm in aco.to_attached_collision_meshes(): + frame_id = aco.object["header"]["frame_id"] + frame = robot.forward_kinematics( + configuration, options=dict(link=frame_id) + ) + t = Transformation.from_frame(frame) + + # Local CM frame + if ( + acm.collision_mesh.frame + and acm.collision_mesh.frame != Frame.worldXY() + ): + t = t * Transformation.from_frame( + acm.collision_mesh.frame + ) + + mesh = acm.collision_mesh.mesh.transformed(t) + + attached_meshes.append(Artist(mesh).draw()) + + return ( + visual, + collision, + collision_meshes, + attached_meshes, + frames, + base_frame, + ee_frame, + ) + + Visualizes the robot. +COMPAS FAB v0.27.0 + true + true + 2 + + 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 + + false + 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show_collision + show_collision + true + 0 + true + 0 + d60527f5-b5af-4ef6-8970-5f96fe412559 + + + + + + 2351 + 252 + 130 + 20 + + + 2417.5 + 262 + + + + + + + + true + Whether or not to show the robot's joint frames. + 35824dc3-741e-4a85-9d9f-f350f6328850 + show_frames + show_frames + true + 0 + true + 0 + d60527f5-b5af-4ef6-8970-5f96fe412559 + + + + + + 2351 + 272 + 130 + 20 + + + 2417.5 + 282 + + + + + + + + true + Whether or not to show the robot's base frame. + 5c36de85-2908-4ed4-8bfb-be05a5fc15a0 + show_base_frame + show_base_frame + true + 0 + true + 0 + d60527f5-b5af-4ef6-8970-5f96fe412559 + + + + + + 2351 + 292 + 130 + 20 + + + 2417.5 + 302 + + + + + + + + true + Whether or not to show the robot's end-effector frame. + 43679585-4dff-44fc-8144-04d51b6597a3 + show_end_effector_frame + show_end_effector_frame + true + 0 + true + 0 + d60527f5-b5af-4ef6-8970-5f96fe412559 + + + + + + 2351 + 312 + 130 + 20 + + + 2417.5 + 322 + + + + + + + + true + Whether or not to show the collision meshes (if any). + b0245b8b-4b25-480e-8434-34500dd361dd + show_cm + show_cm + true + 0 + true + 0 + d60527f5-b5af-4ef6-8970-5f96fe412559 + + + + + + 2351 + 332 + 130 + 20 + + + 2417.5 + 342 + + + + + + + + true + Whether or not to show the attached collision meshes (if any). + c258dd5f-afd6-4742-9840-e8ae6df45c59 + show_acm + show_acm + true + 0 + true + 0 + d60527f5-b5af-4ef6-8970-5f96fe412559 + + + + + + 2351 + 352 + 130 + 20 + + + 2417.5 + 362 + + + + + + + + Rhino meshes of the robot's visual geometry (if any). + b51fd205-41de-4772-b77b-54118aa40c2c + visual + visual + false + 0 + + + + + + 2511 + 172 + 93 + 28 + + + 2557.5 + 186.2857 + + + + + + + + Rhino meshes of the robot's collision geometry (if any). + 3fd4309e-805a-4b2a-8b39-fb39cda51d21 + collision + collision + false + 0 + + + + + + 2511 + 200 + 93 + 29 + + + 2557.5 + 214.8571 + + + + + + + + Rhino meshes of the scene's collision meshes (if any). + ba8f5aaf-7d4f-4021-b0f3-328651e5f766 + collision_meshes + collision_meshes + false + 0 + + + + + + 2511 + 229 + 93 + 28 + + + 2557.5 + 243.4286 + + + + + + + + Rhino meshes of the scene's attached collision meshes (if any). + 00b4652c-1968-4bef-b124-5b86f4dc25bc + attached_meshes + attached_meshes + false + 0 + + + + + + 2511 + 257 + 93 + 29 + + + 2557.5 + 272 + + + + + + + + The robot's joint frames as Rhino planes (if any). + 243eeb3c-e1ad-4233-9a1a-b0ec9fd1c962 + frames + frames + false + 0 + + + + + + 2511 + 286 + 93 + 28 + + + 2557.5 + 300.5714 + + + + + + + + The robot's base frame as a Rhino plane (if any). + 91fd1995-e0da-4f23-a4c6-afeefc044dee + base_frame + base_frame + false + 0 + + + + + + 2511 + 314 + 93 + 29 + + + 2557.5 + 329.1429 + + + + + + + + The robot's end-effector frame as a Rhino plane (if any). + 5a2c4711-ae2f-4f0f-b633-afc7c8fccfd2 + ee_frame + ee_frame + false + 0 + + + + + + 2511 + 343 + 93 + 29 + + + 2557.5 + 357.7143 + + + + + + + + + + + + + + 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe + Scribble + + + + + false + + 46.70692 + 651.1613 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c552a431-af5b-46a9-a8a4-0fcbc27ef596 + Group + + + + + 1 + + 150;240;218;146 + + A group of Grasshopper objects + fccb98c9-c6e5-4caa-8384-ca0ddf85fd1f + 02bc89eb-6961-419b-a5c7-ecf1d7beb296 + 6e5b9db8-970d-4e5b-bf3d-6ec1c492b072 + fb4c5d39-e0a5-4c45-b606-72de43c589ac + b96209a7-93e4-4212-b096-c83e82b4da7b + 98209ace-c305-4683-b351-d9b9daf31e36 + 6 + 3962a36b-d451-45d1-acb9-c99a5708db90 + Group + + + + + + + + + + + 00027467-0d24-4fa7-b178-8dc0ac5f42ec + Value List + + + + + Provides a list of preset values to choose from + 137a3255-a54e-4e4c-a9c3-e6d902b2a8bb + 2 + 3 + Value List + List + false + 0 + + + + + 0 + Pickup config + false + + + + + 1 + Trajectory + true + + + + + + 1591 + 171 + 227 + 22 + + + + + + + + + + eeafc956-268e-461d-8e73-ee05c6f72c01 + Stream Filter + + + + + Filters a collection of input streams + 471af287-d88e-43f4-9bb2-98daa088f633 + Stream Filter + Filter + + + + + + 2046 + 170 + 77 + 64 + + + 2078 + 202 + + + + + + 3 + 2e3ab970-8545-46bb-836c-1c11e5610bce + 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+ b96209a7-93e4-4212-b096-c83e82b4da7b + Data + Pickup plane + false + d385349b-7e03-4362-b9d0-eacd34e2562b + 1 + 2 + + + + + + 70 + 735 + 75 + 20 + + + 108.0366 + 745.3143 + + + + + + + + + + 8ec86459-bf01-4409-baee-174d0d2b13d0 + Data + + + + + Contains a collection of generic data + 98209ace-c305-4683-b351-d9b9daf31e36 + Data + Robot + false + 4e66fe1b-29b3-4955-9524-ca986decd9ac + 1 + 2 + + + + + + 70 + 711 + 50 + 20 + + + 95.8785 + 721.4962 + + + + + + + + + + 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe + Scribble + + + + + false + + 46.70692 + 861.2363 + + + 379.9403 + 861.2363 + + + 379.9403 + 881.4102 + + + 46.70692 + 881.4102 + + A quick note + Cambria + ba94b074-3f68-4274-8b84-f87aa5c4cb3e + false + Scribble + Scribble + 22 + 5) Plan trajectory to selected plane + + + + + + 41.70692 + 856.2363 + 343.2334 + 30.17383 + + + 46.70692 + 861.2363 + + + + + + + + + + 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe + Scribble + + + + + false + + 75.11641 + 888.1221 + + + 314.8351 + 888.1221 + + + 314.8351 + 902.833 + + + 75.11641 + 902.833 + + A quick note + Cambria + 01b0a494-be40-47b6-bdc4-7c92967b9f38 + false + Scribble + Scribble + 16 + From pickup config to target plane + + + + + + 70.11641 + 883.1221 + 249.7187 + 24.71094 + + + 75.11641 + 888.1221 + + + + + + + + + + 8ec86459-bf01-4409-baee-174d0d2b13d0 + Data + + + + + Contains a collection of generic data + 55db7485-e593-4762-a166-64303d976c7a + Data + Target planes + false + aacb02be-ffde-4997-b910-3a5670a6e5b1 + 1 + 2 + + + + + + 70 + 998 + 78 + 20 + + + 109.1617 + 1008.612 + + + + + + + + + + 8ec86459-bf01-4409-baee-174d0d2b13d0 + Data + + + + + Contains a collection of generic data + 538c02c6-6b3b-4712-a784-dda0bc63f847 + Data + Robot + false + 4e66fe1b-29b3-4955-9524-ca986decd9ac + 1 + 2 + + + + + + 70 + 941 + 50 + 20 + + + 95.34219 + 951.0811 + + + + + + + + + + 8ec86459-bf01-4409-baee-174d0d2b13d0 + Data + + + + + Contains a collection of generic data + c666c109-2ccb-4c50-90cd-00130af76eaa + Data + Pickup config + false + 02bc89eb-6961-419b-a5c7-ecf1d7beb296 + 1 + 2 + + + + + + 70 + 969 + 78 + 20 + + + 109.694 + 979.456 + + + + + + + + + + 57da07bd-ecab-415d-9d86-af36d7073abc + Number Slider + + + + + Numeric slider for single values + e4b338fe-125d-4929-92e1-4e17c08f9b3b + Number Slider + + false + 0 + + + + + + 1595 + 205 + 160 + 20 + + + 1595.339 + 205.586 + + + + + + 3 + 1 + 1 + 100 + 0 + 0 + 100 + + + + + + + + + 59daf374-bc21-4a5e-8282-5504fb7ae9ae + List Item + + + + + 0 + Retrieve a specific item from a list. + df7fb28b-31b3-40c8-ab8a-ec66c12ea055 + List Item + Item + + + + + + 2235 + 190 + 64 + 64 + + + 2269 + 222 + + + + + + 3 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + 2e3ab970-8545-46bb-836c-1c11e5610bce + cb95db89-6165-43b6-9c41-5702bc5bf137 + 1 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + + + + + 1 + Base list + 39c89e61-bc93-43d0-a501-c5bba7a3da6e + List + L + false + ddfd1927-535b-4f08-acf1-f1762fa62a54 + 1 + + + + + + 2237 + 192 + 17 + 20 + + + 2247 + 202 + + + + + + + + Item index + 83d287eb-3d9d-4785-b735-156766b364e7 + Index + i + false + b7563f7c-f296-42be-9f19-e12c3a812f51 + 1 + + + + + + 2237 + 212 + 17 + 20 + + + 2247 + 222 + + + + + + 1 + + + + + 1 + {0} + + + + + 0 + + + + + + + + + + + Wrap index to list bounds + 60da4aea-66d4-49fc-8aa9-a5189edc913b + Wrap + W + false + 0 + + + + + + 2237 + 232 + 17 + 20 + + + 2247 + 242 + + + + + + 1 + + + + + 1 + {0} + + + + + true + + + + + + + + + + + Item at {i'} + 4ca3f55b-10fb-41c3-9f24-2b4809b96eeb + false + Item + i + false + 0 + + + + + + 2284 + 192 + 13 + 60 + + + 2290.5 + 222 + + + + + + + + + + + + + + 8ec86459-bf01-4409-baee-174d0d2b13d0 + Data + + + + + Contains a collection of generic data + bcf27a28-24e5-4d31-8438-444d7fe511cb + Data + Trajectory + false + cee0f055-8a23-4e3a-a479-c3f2c06b24af + 1 + + + + + + 1251 + 999 + 61 + 20 + + + 1282.394 + 1009.627 + + + + + + + + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e + 00000000-0000-0000-0000-000000000000 + GhPython Script + + + + + configs = trajectory.points + GhPython provides a Python script component + + 182 + 182 + + + 558 + 571 + + true + true + 2 + false + f53212f5-507f-4bda-b372-34bf2b7020a3 + false + true + GhPython Script + get configs + + + + + + 1704 + 315 + 132 + 28 + + + 1774 + 329 + + + + + + 1 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 1 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + + + + + true + Script variable Python + 50f68354-3c25-4a84-a5f7-ddaf267be516 + trajectory + trajectory + true + 0 + true + e9d20ac9-0dbc-44cb-9f48-878ae446678f + 1 + 87f87f55-5b71-41f4-8aea-21d494016f81 + + + + + + 1706 + 317 + 53 + 24 + + + 1734 + 329 + + + + + + + + Script output configs. + a4b043bc-8e30-4b4c-bb40-e7f42497696d + configs + configs + false + 0 + + + + + + 1789 + 317 + 45 + 24 + + + 1811.5 + 329 + + + + + + + + + + + + + + 8ec86459-bf01-4409-baee-174d0d2b13d0 + Data + + + + + Contains a collection of generic data + a38644b3-ef3b-4bc2-bf1d-8843907a4a1f + Data + Pickup config + false + 02bc89eb-6961-419b-a5c7-ecf1d7beb296 + 1 + 2 + + + + + + 1591 + 300 + 78 + 20 + + + 1630.11 + 310.7518 + + + + + + + + + + 8ec86459-bf01-4409-baee-174d0d2b13d0 + Data + + + + + Contains a collection of generic data + e9d20ac9-0dbc-44cb-9f48-878ae446678f + Data + Trajectory + false + bcf27a28-24e5-4d31-8438-444d7fe511cb + 1 + 2 + + + + + + 1591 + 324 + 61 + 20 + + + 1621.626 + 334.0815 + + + + + + + + + + 8ec86459-bf01-4409-baee-174d0d2b13d0 + Data + + + + + Contains a collection of generic data + 619d4216-bdfd-4395-b679-83b02e397c53 + Data + Robot + false + 4e66fe1b-29b3-4955-9524-ca986decd9ac + 1 + 2 + + + + + + 1591 + 275 + 50 + 20 + + + 1616.464 + 285.9058 + + + + + + + + + + c552a431-af5b-46a9-a8a4-0fcbc27ef596 + Group + + + + + 1 + + 150;240;218;146 + + A group of Grasshopper objects + ba94b074-3f68-4274-8b84-f87aa5c4cb3e + 01b0a494-be40-47b6-bdc4-7c92967b9f38 + 55db7485-e593-4762-a166-64303d976c7a + 97392278-c93e-4240-86e9-5e59dc2eb992 + 4a09e38e-e49b-43a1-809e-f310b5a4c3e2 + 1f8b3c58-8382-468d-8885-a179a0ad05e0 + 538c02c6-6b3b-4712-a784-dda0bc63f847 + c666c109-2ccb-4c50-90cd-00130af76eaa + 13b3eb29-3c6d-41ba-80fe-d6214ebc9674 + 9d4e5cda-5bb7-42fe-acfa-968fa6c6c067 + cd76efff-9d02-4eb1-b6dd-080d6a0e6d4d + bcf27a28-24e5-4d31-8438-444d7fe511cb + 12 + 4c3c7466-b1c2-4942-9ac0-63cb70a5b6b7 + Group + + + + + + + + + + + 59e0b89a-e487-49f8-bab8-b5bab16be14c + Panel + + + + + A panel for custom notes and text values + ecc8c71a-07d9-4980-90b1-a3cd2f8081a6 + Panel + + false + 0 + 0 + Define multiple target planes in any way you like, for example, +reference a curve from Rhino, divide it and assign a plane to each point + +Make sure all planes are oriented in a way that makes sense +for the robot to reach it as well. + + + + + + -530 + 485 + 523 + 96 + + 0 + 0 + 0 + + + + + 3 + + 255;255;250;90 + + true + true + true + false + false + true + + + + + Courier New + 8 + + + + + + + + + + + 59e0b89a-e487-49f8-bab8-b5bab16be14c + Panel + + + + + A panel for custom notes and text values + fb166dfc-4abf-4aa5-9ecf-d86922966dfe + Panel + + false + 0 + 0 + Define one pick-up plane in any way you like, +for example, reference a point from Rhino and assign a plane to it. + +Make sure the plane is oriented in a way that makes sense +for the robot to reach it. You can check this by observing the +results of the IK solution for this pickup-plane. + + + + + + -536 + 293 + 529 + 96 + + 0 + 0 + 0 + + -535.2353 + 293.4706 + + + + + + 3 + + 255;255;250;90 + + true + true + true + false + false + true + + + + + Courier New + 8 + + + + + + + + + + + 59e0b89a-e487-49f8-bab8-b5bab16be14c + Panel + + + + + A panel for custom notes and text values + c7cc41e4-23fe-4958-87c2-e75feb10ebac + Panel + + false + 0 + 0 + Load the robot from ROS. + +Make sure ROS/MoveIt is running before you start (ie. "Compose up"). + + + + + + -536 + 124 + 529 + 96 + + 0 + 0 + 0 + + -535.2353 + 124.4706 + + + + + + 3 + + 255;255;250;90 + + true + true + true + false + false + true + + + + + Courier New + 8 + + + + + + + + + + + 59e0b89a-e487-49f8-bab8-b5bab16be14c + Panel + + + + + A panel for custom notes and text values + 3f032319-94be-407d-8e0f-7615f6976834 + Panel + + false + 0 + 0 + Use inverse kinematics of the robot to find +a feasible configuration to reach the pickup plane. + +You can use the COMPAS FAB component or +code it in a GHPython component. + + + + + + -530 + 680 + 523 + 96 + + 0 + 0 + 0 + + -529.5882 + 680.8822 + + + + + + 3 + + 255;255;250;90 + + true + true + true + false + false + true + + + + + Courier New + 8 + + + + + + + + + + + 59e0b89a-e487-49f8-bab8-b5bab16be14c + Panel + + + + + A panel for custom notes and text values + 1f02a236-cf56-4437-8d21-1243b22a7b8e + Panel + + false + 0 + 0 + With the pickup config and a list of target planes, you are ready to compute the solution trajectory for each plane. + +First create a constraint from the selected plane, then use the plan free-space motion to calculate a trajectory. + + + + + + -530 + 942 + 523 + 96 + + 0 + 0 + 0 + + -529.353 + 942.6469 + + + + + + 3 + + 255;255;250;90 + + true + true + true + false + false + true + + + + + Courier New + 8 + + + + + + + + + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e + 00000000-0000-0000-0000-000000000000 + ROS Connect + + + + + """ +Connect or disconnect to ROS. + +COMPAS FAB v0.27.0 +""" +from ghpythonlib.componentbase import executingcomponent as component +from scriptcontext import sticky as st + +from compas_fab.backends import RosClient +from compas_fab.ghpython.components import create_id + + +class ROSConnect(component): + def RunScript(self, ip, port, connect): + ros_client = None + + ip = ip or '127.0.0.1' + port = port or 9090 + + key = create_id(self, 'ros_client') + ros_client = st.get(key, None) + + if ros_client: + st[key].close() + if connect: + st[key] = RosClient(ip, port) + st[key].run(5) + + ros_client = st.get(key, None) + is_connected = ros_client.is_connected if ros_client else False + return (ros_client, is_connected) + + Connect or disconnect to ROS. +COMPAS FAB v0.27.0 + true + true + 2 + + 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 + + false + 786e3858-73bf-4375-926e-9e755f637070 + true + true + ROS Connect + ROS + + + + + + 542 + 118 + 153 + 64 + + + 605 + 150 + + + + + + 3 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 2 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + + + + + true + The ip address ROS. Defaults to 127.0.0.1. + fd149db8-42df-4d8c-8370-a5b523504e45 + ip + ip + true + 0 + true + 0 + 37261734-eec7-4f50-b6a8-b8d1f3c4396b + + + + + + 544 + 120 + 46 + 20 + + + 568.5 + 130 + + + + + + + + true + The port of ROS. Defaults to 9090. + 57c708dc-00b9-451b-b29d-0cdc7abfb59d + port + port + true + 0 + true + 0 + 48d01794-d3d8-4aef-990e-127168822244 + + + + + + 544 + 140 + 46 + 20 + + + 568.5 + 150 + + + + + + + + true + If True, connects to ROS. If False, disconnects from ROS. Defaults to False. + 5cb47bc2-1f6c-4a2a-a643-6f55f5e538bd + connect + connect + true + 0 + true + c671349c-0a04-4b47-8c5b-11c4f1f32b68 + 1 + d60527f5-b5af-4ef6-8970-5f96fe412559 + + + + + + 544 + 160 + 46 + 20 + + + 568.5 + 170 + + + + + + + + The ROS client. + 4c4ce52a-2b18-43ff-a69c-27fe227e0298 + ros_client + ros_client + false + 0 + + + + + + 620 + 120 + 73 + 30 + + + 656.5 + 135 + + + + + + + + True if connection established. + 08869eb2-98a8-40b0-936f-d05666ccf68a + is_connected + is_connected + false + 0 + + + + + + 620 + 150 + 73 + 30 + + + 656.5 + 165 + + + + + + + + + + + + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e + 00000000-0000-0000-0000-000000000000 + ROS Robot + + + + + """ +Load robot directly from ROS. + +COMPAS FAB v0.27.0 +""" +from compas_ghpython.artists import RobotModelArtist +from ghpythonlib.componentbase import executingcomponent as component +from scriptcontext import sticky as st + +from compas_fab.ghpython.components import create_id + + +class ROSRobot(component): + def RunScript(self, ros_client, load): + key = create_id(self, 'robot') + + if ros_client and ros_client.is_connected and load: + # Load URDF from ROS + st[key] = ros_client.load_robot(load_geometry=True, precision='12f') + st[key].artist = RobotModelArtist(st[key].model) + + robot = st.get(key, None) + if robot: # client sometimes need to be restarted, without needing to reload geometry + robot.client = ros_client + return robot + + Load robot directly from ROS. +COMPAS FAB v0.27.0 + true + true + 2 + + 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 + + false + 2c1bc00f-0874-46d7-8825-0a59c936caf9 + true + true + ROS Robot + Robot + + + + + + 919 + 123 + 124 + 44 + + + 989 + 145 + + + + + + 2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 1 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + + + + + true + The ROS client. + 1f6b19eb-45ec-4254-8026-175b2c28094f + ros_client + ros_client + true + 0 + true + 4c4ce52a-2b18-43ff-a69c-27fe227e0298 + 1 + 87f87f55-5b71-41f4-8aea-21d494016f81 + + + + + + 921 + 125 + 53 + 20 + + + 949 + 135 + + + + + + + + true + If True, loads the robot from ROS. Defaults to False. + 31365568-5652-47dc-a08f-9c19e9d37c39 + load + load + true + 0 + true + f303be99-5b98-410c-a704-212d2063c700 + 1 + d60527f5-b5af-4ef6-8970-5f96fe412559 + + + + + + 921 + 145 + 53 + 20 + + + 949 + 155 + + + + + + + + The robot. + db86a617-4f10-4df1-b030-ab74bd417a7b + robot + robot + false + 0 + + + + + + 1004 + 125 + 37 + 40 + + + 1022.5 + 145 + + + + + + + + + + + + + + 2e78987b-9dfb-42a2-8b76-3923ac8bd91a + Boolean Toggle + + + + + Boolean (true/false) toggle + c671349c-0a04-4b47-8c5b-11c4f1f32b68 + Boolean Toggle + Toggle + false + 0 + true + + + + + + 395 + 159 + 104 + 22 + + + + + + + + + + 2e78987b-9dfb-42a2-8b76-3923ac8bd91a + Boolean Toggle + + + + + Boolean (true/false) toggle + f303be99-5b98-410c-a704-212d2063c700 + Boolean Toggle + Toggle + false + 0 + true + + + + + + 790 + 144 + 104 + 22 + + + + + + + + + + fbac3e32-f100-4292-8692-77240a42fd1a + Point + + + + + Contains a collection of three-dimensional points + 5b03385c-4215-49ba-a2d2-e1601b8bf694 + Point + Pt + false + 0 + + + + + + 482 + 350 + 50 + 20 + + + 507.671 + 360.22 + + + + + + 1 + + + + + 1 + {0} + + + + + + + -0.0255648733674283 + 0.704182228873522 + 0.124600626356114 + + + + + + + + + + + + + + 17b7152b-d30d-4d50-b9ef-c9fe25576fc2 + XY Plane + + + + + World XY plane. + 0a318cdf-b5dc-412c-93a6-ee5867d777e7 + XY Plane + XY + + + + + + 557 + 345 + 65 + 31 + + + 589 + 361 + + + + + + Origin of plane + 6901e75b-a850-4a3e-80c3-e4ac88596e7f + Origin + O + false + 5b03385c-4215-49ba-a2d2-e1601b8bf694 + 1 + + + + + + 559 + 347 + 15 + 27 + + + 568 + 360.5 + + + + + + 1 + + + + + 1 + {0} + + + + + + + 0 + 0 + 0 + + + + + + + + + + + + World XY plane + fd6be31a-46fd-444b-b7e3-7c3307886499 + Plane + P + false + 0 + + + + + + 604 + 347 + 16 + 27 + + + 612 + 360.5 + + + + + + + + + + + + d5967b9f-e8ee-436b-a8ad-29fdcecf32d5 + Curve + + + + + Contains a collection of generic curves + 323e4ce0-804b-47bd-928e-602522184f0e + Curve + Crv + false + 0 + + + + + + 323 + 516 + 50 + 20 + + + 348 + 526.8 + + + + + + 1 + + + + + 1 + {0} + + + + + -1 + + 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 + + 00000000-0000-0000-0000-000000000000 + + + + + + + + + + + + + 2162e72e-72fc-4bf8-9459-d4d82fa8aa14 + Divide Curve + + + + + Divide a curve into equal length segments + 98889b2c-2851-4dab-854b-7acacfb89d93 + Divide Curve + Divide + + + + + + 437 + 514 + 65 + 64 + + + 469 + 546 + + + + + + Curve to divide + 2d3ad0b1-30c3-48f8-8f70-ad9d2832d4f4 + Curve + C + false + 323e4ce0-804b-47bd-928e-602522184f0e + 1 + + + + + + 439 + 516 + 15 + 20 + + + 448 + 526 + + + + + + + + Number of segments + ae45f8c1-7f33-4e88-acba-fa948d3e3838 + Count + N + false + 0 + + + + + + 439 + 536 + 15 + 20 + + + 448 + 546 + + + + + + 1 + + + + + 1 + {0} + + + + + 10 + + + + + + + + + + + Split segments at kinks + da401e60-2423-432e-b8a6-0491878ef29d + Kinks + K + false + 0 + + + + + + 439 + 556 + 15 + 20 + + + 448 + 566 + + + + + + 1 + + + + + 1 + {0} + + + + + false + + + + + + + + + + + 1 + Division points + cd242fa7-9b96-4489-a29a-ae9a3d1e8e0f + Points + P + false + 0 + + + + + + 484 + 516 + 16 + 20 + + + 492 + 526 + + + + + + + + 1 + Tangent vectors at division points + e6b2ac11-4a35-41ae-8fbf-fb47a54e5585 + Tangents + T + false + 0 + + + + + + 484 + 536 + 16 + 20 + + + 492 + 546 + + + + + + + + 1 + Parameter values at division points + 7fd66419-6d33-4cc1-a8f6-d03972b5dc1b + Parameters + t + false + 0 + + + + + + 484 + 556 + 16 + 20 + + + 492 + 566 + + + + + + + + + + + + 17b7152b-d30d-4d50-b9ef-c9fe25576fc2 + XY Plane + + + + + World XY plane. + c93dec70-7940-4332-a92e-239847b1ee0f + XY Plane + XY + + + + + + 526 + 511 + 65 + 31 + + + 558 + 527 + + + + + + Origin of plane + 285fe2bf-3938-4d58-9aca-2afd016b140b + Origin + O + false + cd242fa7-9b96-4489-a29a-ae9a3d1e8e0f + 1 + + + + + + 528 + 513 + 15 + 27 + + + 537 + 526.5 + + + + + + 1 + + + + + 1 + {0} + + + + + + + 0 + 0 + 0 + + + + + + + + + + + + World XY plane + 95db0851-9d34-4381-96f5-11096a60a10e + Plane + P + false + 0 + + + + + + 573 + 513 + 16 + 27 + + + 581 + 526.5 + + + + + + + + + + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e + 00000000-0000-0000-0000-000000000000 + Inverse Kinematics + + + + + """ +Calculate the robot's inverse kinematic for a given plane. + +COMPAS FAB v0.27.0 +""" +from compas_rhino.conversions import RhinoPlane +from ghpythonlib.componentbase import executingcomponent as component + + +class InverseKinematics(component): + def RunScript(self, robot, plane, start_configuration, group): + configuration = None + if robot and robot.client and robot.client.is_connected and plane: + frame = RhinoPlane.from_geometry(plane).to_compas_frame() + configuration = robot.inverse_kinematics(frame, start_configuration, group) + return configuration + + Calculate the robot's inverse kinematic for a given plane. +COMPAS FAB v0.27.0 + true + true + 2 + + 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 + + false + 3e6837ef-0a8a-4e9c-a749-3a1f62ef0ec7 + true + true + Inverse Kinematics + IK + + + + + + 639 + 709 + 207 + 84 + + + 754 + 751 + + + + + + 4 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 1 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + + + + + true + The robot. + a2867d77-2f73-433a-9058-1a13bed40d9d + robot + robot + true + 0 + true + 98209ace-c305-4683-b351-d9b9daf31e36 + 1 + 87f87f55-5b71-41f4-8aea-21d494016f81 + 2 + + + + + + 641 + 711 + 98 + 20 + + + 691.5 + 721 + + + + + + + + true + The plane or frame to calculate the inverse kinematic for. + 861f6f1a-72a3-4f42-96d4-53dddb1c82c0 + plane + plane + true + 0 + true + b96209a7-93e4-4212-b096-c83e82b4da7b + 1 + 87f87f55-5b71-41f4-8aea-21d494016f81 + + + + + + 641 + 731 + 98 + 20 + + + 691.5 + 741 + + + + + + + + true + If passed, calculates the inverse such that the joint positions differ the least from the start_configuration. Defaults to the zero configuration. + 394b46e1-5c2c-407c-9a26-f12deef3300c + start_configuration + start_configuration + true + 0 + true + 0 + 87f87f55-5b71-41f4-8aea-21d494016f81 + + + + + + 641 + 751 + 98 + 20 + + + 691.5 + 761 + + + + + + + + true + The planning group used for calculation. Defaults to the robot's main planning group. + 82ee305b-f522-4325-bec8-c714afc18946 + group + group + true + 0 + true + 0 + 37261734-eec7-4f50-b6a8-b8d1f3c4396b + + + + + + 641 + 771 + 98 + 20 + + + 691.5 + 781 + + + + + + + + The planning group's configuration. + e722e2ce-e57b-4708-be92-6df9a6f144f0 + configuration + configuration + false + 0 + + + + + + 769 + 711 + 75 + 80 + + + 806.5 + 751 + + + + + + + + + + + + + + 3cd2949b-4ea8-4ffb-a70c-5c380f9f46ea + Deconstruct Plane + + + + + Deconstruct a plane into its component parts. + 4a56d682-c870-4078-9713-4261e29c26af + Deconstruct Plane + DePlane + + + + + + 847 + 318 + 65 + 84 + + + 877 + 360 + + + + + + Plane to deconstruct + 829871b4-f9c5-4467-be30-f7553bc65fd6 + Plane + P + false + fd6be31a-46fd-444b-b7e3-7c3307886499 + 1 + + + + + + 849 + 320 + 13 + 80 + + + 857 + 360 + + + + + + 1 + + + + + 1 + {0} + + + + + + 0 + 0 + 0 + 1 + 0 + 0 + 0 + 1 + 0 + + + + + + + + + + + + Origin point + eb668489-34ac-4eb7-9c4d-989992e26bce + Origin + O + false + 0 + + + + + + 892 + 320 + 18 + 20 + + + 901 + 330 + + + + + + + + X-Axis vector + 751f2897-c1cb-40d0-bb23-8be90a8195d7 + X-Axis + X + false + 0 + + + + + + 892 + 340 + 18 + 20 + + + 901 + 350 + + + + + + + + Y-Axis vector + 12898737-9d04-4772-b783-9db2ae55df43 + Y-Axis + Y + false + 0 + + + + + + 892 + 360 + 18 + 20 + + + 901 + 370 + + + + + + + + Z-Axis vector + c6cb20ef-cea8-4f05-9adc-307379d82a3b + Z-Axis + Z + false + 0 + + + + + + 892 + 380 + 18 + 20 + + + 901 + 390 + + + + + + + + + + + + bc3e379e-7206-4e7b-b63a-ff61f4b38a3e + Construct Plane + + + + + Construct a plane from an origin point and {x}, {y} axes. + bb130d43-7571-400d-be95-d768d8588134 + Construct Plane + Pl + + + + + + 937 + 318 + 84 + 64 + + + 985 + 350 + + + + + + Origin of plane + 25a90b0a-1fcb-4405-a294-a2398429e199 + Origin + O + false + eb668489-34ac-4eb7-9c4d-989992e26bce + 1 + + + + + + 939 + 320 + 31 + 20 + + + 964 + 330 + + + + + + 1 + + + + + 1 + {0} + + + + + + + 0 + 0 + 0 + + + + + + + + + + + + X-Axis direction of plane + 7a5feec6-a344-42f4-b4e9-d60f3748b5f8 + -x + X-Axis + X + false + 751f2897-c1cb-40d0-bb23-8be90a8195d7 + 1 + + + + + + 939 + 340 + 31 + 20 + + + 964 + 350 + + + + + + 1 + + + + + 1 + {0} + + + + + + 1 + 0 + 0 + + + + + + + + + + + + Y-Axis direction of plane + 2af3cbd8-8f1f-468a-9d5a-66ee6bea29fa + Y-Axis + Y + false + 12898737-9d04-4772-b783-9db2ae55df43 + 1 + + + + + + 939 + 360 + 31 + 20 + + + 964 + 370 + + + + + + 1 + + + + + 1 + {0} + + + + + + 0 + 1 + 0 + + + + + + + + + + + + Constructed plane + e20789bc-7ff4-494c-89fb-ed8c0aa530b1 + Plane + Pl + false + 0 + + + + + + 1000 + 320 + 19 + 60 + + + 1009.5 + 350 + + + + + + + + + + + + 3cd2949b-4ea8-4ffb-a70c-5c380f9f46ea + Deconstruct Plane + + + + + Deconstruct a plane into its component parts. + a75955c3-1d1b-4d09-8b6c-28216e8fe162 + Deconstruct Plane + DePlane + + + + + + 783 + 484 + 65 + 84 + + + 813 + 526 + + + + + + Plane to deconstruct + 47ad2462-2190-4ac5-b421-34e636b0bcb0 + Plane + P + false + 95db0851-9d34-4381-96f5-11096a60a10e + 1 + + + + + + 785 + 486 + 13 + 80 + + + 793 + 526 + + + + + + 1 + + + + + 1 + {0} + + + + + + 0 + 0 + 0 + 1 + 0 + 0 + 0 + 1 + 0 + + + + + + + + + + + + Origin point + d65106d4-e0d1-41d1-9396-a348ed1639cb + Origin + O + false + 0 + + + + + + 828 + 486 + 18 + 20 + + + 837 + 496 + + + + + + + + X-Axis vector + b303ceff-fc0e-40af-897d-44cb15e3ad4b + X-Axis + X + false + 0 + + + + + + 828 + 506 + 18 + 20 + + + 837 + 516 + + + + + + + + Y-Axis vector + b63c9f1c-f657-420b-a24d-d769e0d18206 + Y-Axis + Y + false + 0 + + + + + + 828 + 526 + 18 + 20 + + + 837 + 536 + + + + + + + + Z-Axis vector + 69869001-b90b-4f4c-9106-b1a3ec927156 + Z-Axis + Z + false + 0 + + + + + + 828 + 546 + 18 + 20 + + + 837 + 556 + + + + + + + + + + + + bc3e379e-7206-4e7b-b63a-ff61f4b38a3e + Construct Plane + + + + + Construct a plane from an origin point and {x}, {y} axes. + 60949651-3e13-46c5-8b12-42afb73519df + Construct Plane + Pl + + + + + + 882 + 484 + 84 + 64 + + + 930 + 516 + + + + + + Origin of plane + 4a6e656f-51b9-43dc-9abb-cfced7f3fc30 + Origin + O + false + d65106d4-e0d1-41d1-9396-a348ed1639cb + 1 + + + + + + 884 + 486 + 31 + 20 + + + 909 + 496 + + + + + + 1 + + + + + 1 + {0} + + + + + + + 0 + 0 + 0 + + + + + + + + + + + + X-Axis direction of plane + 1fda331b-b50e-4d6a-b074-ffe32b9ea8b7 + -x + X-Axis + X + false + b303ceff-fc0e-40af-897d-44cb15e3ad4b + 1 + + + + + + 884 + 506 + 31 + 20 + + + 909 + 516 + + + + + + 1 + + + + + 1 + {0} + + + + + + 1 + 0 + 0 + + + + + + + + + + + + Y-Axis direction of plane + c017cba9-3a08-485a-ac2e-c00f167b4b25 + Y-Axis + Y + false + b63c9f1c-f657-420b-a24d-d769e0d18206 + 1 + + + + + + 884 + 526 + 31 + 20 + + + 909 + 536 + + + + + + 1 + + + + + 1 + {0} + + + + + + 0 + 1 + 0 + + + + + + + + + + + + Constructed plane + b3cbcb2b-392a-479b-a624-1921bce18104 + Plane + Pl + false + 0 + + + + + + 945 + 486 + 19 + 60 + + + 954.5 + 516 + + + + + + + + + + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e + 00000000-0000-0000-0000-000000000000 + Plan Motion + + + + + """ +Calculate a motion path. + +COMPAS FAB v0.27.0 +""" +from ghpythonlib.componentbase import executingcomponent as component +from scriptcontext import sticky as st + +from compas_fab.ghpython.components import create_id + + +class PlanMotion(component): + def RunScript(self, robot, goal_constraints, start_configuration, group, attached_collision_meshes, path_constraints, planner_id, compute): + + key = create_id(self, 'trajectory') + + path_constraints = list(path_constraints) if path_constraints else None + attached_collision_meshes = list(attached_collision_meshes) if attached_collision_meshes else None + planner_id = str(planner_id) if planner_id else 'RRTConnect' + + if robot and robot.client and robot.client.is_connected and start_configuration and goal_constraints and compute: + st[key] = robot.plan_motion(goal_constraints, + start_configuration=start_configuration, + group=group, + options=dict( + attached_collision_meshes=attached_collision_meshes, + path_constraints=path_constraints, + planner_id=planner_id, + )) + + trajectory = st.get(key, None) + return trajectory + + Calculate a motion path. +COMPAS FAB v0.27.0 + true + true + 2 + + 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 + + false + 58f93ed3-53c0-48c3-998c-1facd843dfea + true + true + Plan Motion + Plan Motion + + + + + + 928 + 927 + 224 + 164 + + + 1079 + 1009 + + + + + + 8 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 1 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + + + + + true + The robot. + 0d553e1a-ae49-4914-b1be-3e647df71f3d + robot + robot + true + 0 + true + 538c02c6-6b3b-4712-a784-dda0bc63f847 + 1 + 87f87f55-5b71-41f4-8aea-21d494016f81 + 2 + + + + + + 930 + 929 + 134 + 20 + + + 998.5 + 939 + + + + + + + + 1 + true + The goal to be achieved, defined in a set of constraints. Constraints can be very specific, for example defining value domains for each joint, such that the goal configuration is included, or defining a volume in space, to which a specific robot link (e.g. the end-effector) is required to move to. + d1dc1dba-1f7c-4e52-805d-c3bc49980165 + goal_constraints + goal_constraints + true + 1 + true + 502683f8-68c4-4328-8096-d1ebe99ddcfe + 1 + 87f87f55-5b71-41f4-8aea-21d494016f81 + + + + + + 930 + 949 + 134 + 20 + + + 998.5 + 959 + + + + + + + + true + The robot's full configuration, i.e. values for all configurable joints of the entire robot, at the starting position. Defaults to the all-zero configuration. + 5b865238-f6ba-4175-bdca-4bb873eecbb5 + start_configuration + start_configuration + true + 0 + true + c666c109-2ccb-4c50-90cd-00130af76eaa + 1 + 87f87f55-5b71-41f4-8aea-21d494016f81 + + + + + + 930 + 969 + 134 + 20 + + + 998.5 + 979 + + + + + + + + true + The planning group used for calculation. Defaults to the robot's main planning group. + a2e2ed76-15a0-445d-87c9-1a2bf9be54bf + group + group + true + 0 + true + 0 + 37261734-eec7-4f50-b6a8-b8d1f3c4396b + + + + + + 930 + 989 + 134 + 20 + + + 998.5 + 999 + + + + + + + + 1 + true + A list of attached collision meshes to be included for planning. + 22ca4989-3027-4165-ae83-2271107c44fb + attached_collision_meshes + attached_collision_meshes + true + 1 + true + 0 + 87f87f55-5b71-41f4-8aea-21d494016f81 + + + + + + 930 + 1009 + 134 + 20 + + + 998.5 + 1019 + + + + + + + + 1 + true + Optional constraints that can be imposed along the solution path. Note that path calculation won't work if the start_configuration violates these constraints. Defaults to None. + 7c3f52f6-55e3-4c59-b6b9-343f7146ed3e + path_constraints + path_constraints + true + 1 + true + 0 + 87f87f55-5b71-41f4-8aea-21d494016f81 + + + + + + 930 + 1029 + 134 + 20 + + + 998.5 + 1039 + + + + + + + + true + The name of the algorithm used for path planning. Defaults to 'RRTConnect' + 9cfd177a-1e35-43de-b0e6-0c9923e31341 + planner_id + planner_id + true + 0 + true + 0 + 37261734-eec7-4f50-b6a8-b8d1f3c4396b + + + + + + 930 + 1049 + 134 + 20 + + + 998.5 + 1059 + + + + + + + + true + If True, calculates a trajectory. + 9b890791-6e01-4fe0-becf-99008f8ebadb + compute + compute + true + 0 + true + f039936d-451b-48ad-8b61-2bc187fd2bcc + 1 + d60527f5-b5af-4ef6-8970-5f96fe412559 + + + + + + 930 + 1069 + 134 + 20 + + + 998.5 + 1079 + + + + + + + + The calculated trajectory. + cee0f055-8a23-4e3a-a479-c3f2c06b24af + trajectory + trajectory + false + 0 + + + + + + 1094 + 929 + 56 + 160 + + + 1122 + 1009 + + + + + + + + + + + + + + 2e78987b-9dfb-42a2-8b76-3923ac8bd91a + Boolean Toggle + + + + + Boolean (true/false) toggle + f039936d-451b-48ad-8b61-2bc187fd2bcc + Boolean Toggle + Toggle + false + 0 + true + + + + + + 789 + 1068 + 104 + 22 + + + + + + + + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e + 00000000-0000-0000-0000-000000000000 + Constraints From Plane + + + + + """ +Create a position and an orientation constraint from a plane calculated for the group's end-effector link. + +COMPAS FAB v0.27.0 +""" +import math + +from compas_rhino.conversions import RhinoPlane +from ghpythonlib.componentbase import executingcomponent as component + + +class ConstraintsFromPlane(component): + def RunScript(self, robot, plane, group, tolerance_position, tolerance_xaxis, tolerance_yaxis, tolerance_zaxis): + goal_constraints = None + if robot and plane: + tolerance_position = tolerance_position or 0.001 + tolerance_xaxis = tolerance_xaxis or 1. + tolerance_yaxis = tolerance_yaxis or 1. + tolerance_zaxis = tolerance_zaxis or 1. + + frame = RhinoPlane.from_geometry(plane).to_compas_frame() + tolerances_axes = [math.radians(tolerance_xaxis), math.radians(tolerance_yaxis), math.radians(tolerance_zaxis)] + goal_constraints = robot.constraints_from_frame(frame, tolerance_position, tolerances_axes, group) + + return goal_constraints + + Create a position and an orientation constraint from a plane calculated for the group's end-effector link. +COMPAS FAB v0.27.0 + true + true + 2 + + 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 + + false + 5d6185e1-fb6b-437b-88e9-e9bee2715432 + true + true + Constraints From Plane + Constraints From Plane + + + + + + 367 + 1165 + 193 + 144 + + + 480 + 1237 + + + + + + 7 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 1 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + + + + + true + The robot. + 38d9a35b-28a5-4a71-a5ba-701265ae7cfa + robot + robot + true + 0 + true + 538c02c6-6b3b-4712-a784-dda0bc63f847 + 1 + 87f87f55-5b71-41f4-8aea-21d494016f81 + 2 + + + + + + 369 + 1167 + 96 + 20 + + + 418.5 + 1177 + + + + + + + + true + The plane or frame from which we create position and orientation constraints. + b08d0c2c-8b7e-4004-8d6d-938817b7953c + plane + plane + true + 0 + true + 492e755f-6ed7-4b1a-9482-feeb1574a2ae + 1 + 87f87f55-5b71-41f4-8aea-21d494016f81 + + + + + + 369 + 1187 + 96 + 20 + + + 418.5 + 1197 + + + + + + + + true + The planning group for which we specify the constraint. Defaults to the robot's main planning group. + c40540a5-37a0-492d-b76c-84de4642fcc9 + group + group + true + 0 + true + 0 + 37261734-eec7-4f50-b6a8-b8d1f3c4396b + + + + + + 369 + 1207 + 96 + 20 + + + 418.5 + 1217 + + + + + + + + true + The allowed tolerance to the frame's position (defined in the robot's units). Defaults to 0.001 + 88f4f014-ccb2-4456-8098-fdaee1195db1 + tolerance_position + tolerance_position + true + 0 + true + 0 + 39fbc626-7a01-46ab-a18e-ec1c0c41685b + + + + + + 369 + 1227 + 96 + 20 + + + 418.5 + 1237 + + + + + + + + true + The allowed tolerance of the frame's X-axis in degrees. + 0d94265f-7ef6-426f-8f65-b16334052668 + tolerance_xaxis + tolerance_xaxis + true + 0 + true + 0 + 39fbc626-7a01-46ab-a18e-ec1c0c41685b + + + + + + 369 + 1247 + 96 + 20 + + + 418.5 + 1257 + + + + + + + + true + The allowed tolerance of the frame's Y-axis in degrees. + 3eabb6eb-a4bb-4e94-b015-c603c995bbb8 + tolerance_yaxis + tolerance_yaxis + true + 0 + true + 0 + 39fbc626-7a01-46ab-a18e-ec1c0c41685b + + + + + + 369 + 1267 + 96 + 20 + + + 418.5 + 1277 + + + + + + + + true + The allowed tolerance of the frame's Z-axis in degrees. + 516d2f83-2488-43a9-a755-52d8df6c836f + tolerance_zaxis + tolerance_zaxis + true + 0 + true + 0 + 39fbc626-7a01-46ab-a18e-ec1c0c41685b + + + + + + 369 + 1287 + 96 + 20 + + + 418.5 + 1297 + + + + + + + + A list containing a position and an orientation constraint. + 502683f8-68c4-4328-8096-d1ebe99ddcfe + constraints + constraints + false + 0 + + + + + + 495 + 1167 + 63 + 140 + + + 526.5 + 1237 + + + + + + + + + + + + + + 59daf374-bc21-4a5e-8282-5504fb7ae9ae + List Item + + + + + 0 + Retrieve a specific item from a list. + b0c711fd-5445-4ec3-b741-f9857668c727 + List Item + Item + + + + + + 245 + 1165 + 64 + 64 + + + 279 + 1197 + + + + + + 3 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + 2e3ab970-8545-46bb-836c-1c11e5610bce + cb95db89-6165-43b6-9c41-5702bc5bf137 + 1 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + + + + + 1 + Base list + 9a80dbc0-b1c8-4f41-97e6-8bc629a092b3 + List + L + false + 55db7485-e593-4762-a166-64303d976c7a + 1 + + + + + + 247 + 1167 + 17 + 20 + + + 257 + 1177 + + + + + + + + Item index + ef84aa81-d4cc-4b5a-b93d-fd38ece56ab2 + Index + i + false + ce6bc35e-5dfc-4d8b-a809-20b7af9d2b4c + 1 + + + + + + 247 + 1187 + 17 + 20 + + + 257 + 1197 + + + + + + 1 + + + + + 1 + {0} + + + + + 0 + + + + + + + + + + + Wrap index to list bounds + e4f9687b-f17c-4305-9423-a64ac877c823 + Wrap + W + false + 0 + + + + + + 247 + 1207 + 17 + 20 + + + 257 + 1217 + + + + + + 1 + + + + + 1 + {0} + + + + + true + + + + + + + + + + + Item at {i'} + 492e755f-6ed7-4b1a-9482-feeb1574a2ae + false + Item + i + false + 0 + + + + + + 294 + 1167 + 13 + 60 + + + 300.5 + 1197 + + + + + + + + + + + + + + 57da07bd-ecab-415d-9d86-af36d7073abc + Number Slider + + + + + Numeric slider for single values + ce6bc35e-5dfc-4d8b-a809-20b7af9d2b4c + Number Slider + + false + 0 + + + + + + 53 + 1187 + 176 + 20 + + + 53.99999 + 1187.4 + + + + + + 3 + 1 + 1 + 10 + 0 + 0 + 7 + + + + + + + + + 2fcc2743-8339-4cdf-a046-a1f17439191d + Remap Numbers + + + + + Remap numbers into a new numeric domain + true + e7c4bf23-3de8-4791-b46f-7d3f3ceb76d8 + Remap Numbers + ReMap + + + + + + 2097 + 438 + 65 + 64 + + + 2128 + 470 + + + + + + Value to remap + 58fd8d0f-443c-4d4c-a9e3-5e337f0f9aec + Value + V + false + e4b338fe-125d-4929-92e1-4e17c08f9b3b + 1 + + + + + + 2099 + 440 + 14 + 20 + + + 2107.5 + 450 + + + + + + + + Source domain + 2ddde02e-cf5b-4ca1-82b2-4dea157c548a + Source + S + false + 0 + + + + + + 2099 + 460 + 14 + 20 + + + 2107.5 + 470 + + + + + + 1 + + + + + 1 + {0} + + + + + + 0 + 100 + + + + + + + + + + + + Target domain + 163a03bf-8819-45c6-8584-c58f76c7ce59 + Target + T + false + 8f610b3f-fd83-49e0-8c49-d41810792216 + 1 + + + + + + 2099 + 480 + 14 + 20 + + + 2107.5 + 490 + + + + + + 1 + + + + + 1 + {0} + + + + + + 0 + 1 + + + + + + + + + + + + Remapped number + b7563f7c-f296-42be-9f19-e12c3a812f51 + Mapped + R + false + 0 + + + + + + 2143 + 440 + 17 + 30 + + + 2151.5 + 455 + + + + + + + + Remapped and clipped number + 701f27e6-7d26-47f4-aa6c-6ffdaca132e0 + Clipped + C + false + 0 + + + + + + 2143 + 470 + 17 + 30 + + + 2151.5 + 485 + + + + + + + + + + + + 1817fd29-20ae-4503-b542-f0fb651e67d7 + List Length + + + + + Measure the length of a list. + true + d792e015-00bc-4072-a93f-f11bc2ea4437 + List Length + Lng + + + + + + 1922 + 481 + 61 + 38 + + + 1951 + 500 + + + + + + 1 + Base list + afe61887-c91b-4045-a27f-681c59479f18 + List + L + false + ddfd1927-535b-4f08-acf1-f1762fa62a54 + 1 + + + + + + 1924 + 483 + 12 + 34 + + + 1931.5 + 500 + + + + + + + + Number of items in L + b4bfb4ae-ec2e-4dbc-b253-af059881c12c + Length + L + false + 0 + + + + + + 1966 + 483 + 15 + 34 + + + 1973.5 + 500 + + + + + + + + + + + + d1a28e95-cf96-4936-bf34-8bf142d731bf + Construct Domain + + + + + Create a numeric domain from two numeric extremes. + true + ff50b778-f2b0-477e-a8fd-beb8ee07e77e + Construct Domain + Dom + + + + + + 1996 + 468 + 77 + 45 + + + 2043 + 491 + + + + + + Start value of numeric domain + a775e54a-99fe-4f19-a952-a8f1d682387c + Domain start + A + false + 0 + + + + + + 1998 + 470 + 30 + 20 + + + 2022.5 + 480.25 + + + + + + 1 + + + + + 1 + {0} + + + + + 0 + + + + + + + + + + + End value of numeric domain + e8916671-bd35-42a9-80e5-456ebb1adfef + x-1 + Domain end + B + false + b4bfb4ae-ec2e-4dbc-b253-af059881c12c + 1 + + + + + + 1998 + 490 + 30 + 21 + + + 2022.5 + 500.75 + + + + + + 1 + + + + + 1 + {0} + + + + + 1 + + + + + + + + + + + Numeric domain between {A} and {B} + 8f610b3f-fd83-49e0-8c49-d41810792216 + Domain + I + false + 0 + + + + + + 2058 + 470 + 13 + 41 + + + 2064.5 + 490.5 + + + + + + + + + + + + + + + + + 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zGLl%At)Wf+XEspESKLj9m`>1>R8Dd*3%}dVi}(wRPJ2iqOH-?J7V|I=8RE| zpZ_hg-k(r;WAC_ezPQXD1z%b;Blpc_s<;efo`Q*J%E>_5S2Kp*;y;2|eK(59>Q8yx z>EygUjI|={2p)y=*42y~eMWH5HdvU?Zy)Rsur-=HB-R+by=ZE)Y+s7qH?e=tl58-0 zZckzW>3hvnZ45CQE>P;`Ajm49$kJ)rc>8rKPwS>(J>l-9>>w(n6N_9^MgMY5?59>| zUu<@-+95`8c;C^r16Cu1*WDojQV#|=Q4z9BMg_U#*!GtE5@eci^>Arpi(|&7k)=#g z#6hW#UGw~O=+(XRVEdb04wK-N){F1XO1FDQ)bXC$aKgHGL_-KfjD9d;b=bKVCXN%W zdZ>Hnj@R%Na`?Rvj^6Z7#kf%6cgOkj^_GL7SN&LV+n$(|r9lU?5U|H#Lv2 - + @@ -37,7 +37,7 @@ 637527254194888879 - assignment_03.ghx.ghx + assignment_03.ghx @@ -48,10 +48,10 @@ - 1211 - 374 + -7660 + -554 - 1.8062501 + 4.789214 @@ -648,7 +648,7 @@ COMPAS FAB v0.27.0 true 2 - 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 + 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 false 7a58f25a-3dc8-4dfa-bf0f-35404273569e @@ -2850,7 +2850,7 @@ COMPAS FAB v0.27.0 true 2 - 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 + iVBORw0KGgoAAAANSUhEUgAAABgAAAAYCAYAAADgdz34AAAABGdBTUEAALGPC/xhBQAAAAlwSFlzAAALEQAACxEBf2RfkQAAAdZJREFUSEu1lD2O4kAQRrkBcwP2BnADfARuABEhcAMcEEyCQKuVCCEkY27A3ADCyUAimQyHm/V+r9bNNp5iSLwtPWF/9dvdZRohhP+KK9aJK9aJK9aJKzpk4k08W4XYiB/CYquJPJbX6zVMp9PQbrcV0XhIt9sN6/VaIVZoQLyXMGVC8piYXwp5jMfj0Gq1zK/f7yvUVsdLGnkRBV0RlHT2/g2WHH+KonmJI4PD4ZA6HwVFPd9IR1hTzWZTj76Tcjay1Wr1QWIKnE6n0Ov17DnhXeSiWnTJbvHZ7/d3BkNrg3E2m/2OBbiH4XCITkLg+YhNnMVtakRuib0CWgMMYlMUxetutzPH8vwZ00f+HB8auznHe6CxagDdnMt3ztPOkunAWYsiPcF3YYxGo19ZloXtdvtT78d4b9yDVpEmf8Eg8qiJt7gLCi0WC9v2IxjV6Mu9aU3SAh2MYhI1wZaPBMcZfwadl8n5oqX8Sya7OZkhgSJoge1Xu04pE/Ot3E4hTUQBmyDB+d7ZBIU4f4INBmE+n3/meR4ul8tS2pe4+5e/91CURRjH7BuYIIYCX/vf8fgqaKYFHxEvz6CZh8nBFUGLQl7nN7y4Kq5YJ65YJ65YJ65YH6HxB7b14P1B22tpAAAAAElFTkSuQmCC false 786e3858-73bf-4375-926e-9e755f637070 @@ -3075,7 +3075,7 @@ COMPAS FAB v0.27.0 true 2 - 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 + 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 false 2c1bc00f-0874-46d7-8825-0a59c936caf9 @@ -3475,12 +3475,9 @@ COMPAS FAB v0.27.0 - + -1 - - 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 - - 00000000-0000-0000-0000-000000000000 + 7c7dddf6-8c9b-424b-a238-b292cbe83e40 @@ -3865,7 +3862,7 @@ COMPAS FAB v0.27.0 true 2 - 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 + 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 false 3e6837ef-0a8a-4e9c-a749-3a1f62ef0ec7 @@ -4915,7 +4912,7 @@ COMPAS FAB v0.27.0 true 2 - iVBORw0KGgoAAAANSUhEUgAAABgAAAAYCAYAAADgdz34AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAACxIAAAsSAdLdfvwAAAGNSURBVEhLtZTNbQIxEIUpgQ5ICRTAgRJyibimBErgEIkaInGgAyiBDpICuOeYnHJByuZ93vFm7B0SQBtLH4znPeO/MaOmaf6VMDkkYXJIwuS1qI3FVhzEXsw7zRs9ajOxE5tI96i9CgJPmuTcgLUzvokN32e89yJ7PfukBwMmxqcgwY+fLD4G/pVpNYekBwNeBD/4JGaWYxICdjOp/FPTalZJ92YbkFdbnL3ag+Do1j5vWr0L7mSctMD8bqa0epenQgjefd7pd2IORb7otGe/FAufN408gbqlBmocI4srd1502rIk6K1SjcnRl7Vmet55utwuX3T+PoYjmoh2SHEQ/DoBx8Ak4eNSC1dpGmOLe0v5LmgviWqAR29yHnbwJeoK49UTQLG7bKCWP8yQ2Xqj+fIj5C6692B9gpP3J80M/EER1Ex7A9odEKRXrcbbeBYc7a7nN1O+3Jqips27EEzCffhxvQeY/Onjih2Yn5rPBUEirKzkTR8X3sEt/AQXVNEthMkhCZNDEiaHoxl9A6glDpIGAdZaAAAAAElFTkSuQmCC + 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 false 58f93ed3-53c0-48c3-998c-1facd843dfea @@ -5306,7 +5303,7 @@ COMPAS FAB v0.27.0 true 2 - 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 + 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 false 5d6185e1-fb6b-437b-88e9-e9bee2715432 @@ -6282,12 +6279,5 @@ COMPAS FAB v0.27.0 - - - - 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