diff --git a/Benchmarks/ExampleSetups/OGSExampleSetup/0_0_testmodel.prj b/Benchmarks/ExampleSetups/OGSExampleSetup/0_0_testmodel.prj deleted file mode 100644 index 263951dd2..000000000 --- a/Benchmarks/ExampleSetups/OGSExampleSetup/0_0_testmodel.prj +++ /dev/null @@ -1,300 +0,0 @@ - - - testbulk.vtu - left_boundary.vtu - right_boundary.vtu - top_boundary.vtu - source_domain.vtu - - python_source.py - - - hc - ComponentTransport - true - 2 - - concentration - pressure - - 0 0 -9.81 - - - - - - - - - - AqueousLiquid - - - concentration - - - pore_diffusion - Constant - 0 - - - molecular_diffusion - 1e-9 - Constant - - - retardation_factor - Constant - 1 - - - decay_rate - Parameter - decay - - - - - - - density - Constant - 1e3 - - - viscosity - Constant - 1.0e-3 - - - - - - - permeability - Parameter - kappa1 - - - porosity - Parameter - constant_porosity_parameter - - - transversal_dispersivity - Constant - .5 - - - longitudinal_dispersivity - Constant - 1 - - - - - - - - basic_picard - - PerComponentDeltaX - NORM2 - 1e-8 1e-8 - - - BackwardEuler - - - FixedTimeStepping - 86400.0 - 0.0 - - - 86400 - 1 - - - - - - - - - - - - - - - - - VTK - trees_in_box__ogsOutput - - - 1 - 1500 - - - - false - - concentration - pressure - darcy_velocity - - - - - - rho_fluid - Constant - 1000 - - - decay - Constant - 0 - - - c_ini - MeshNode - c_ini - - - p_ini - MeshNode - p_ini - - - constant_porosity_parameter - Constant - 0.5 - - - kappa1 - Constant - 2.5e-11 0 0 0 2.5e-11 0 0 0 2.5e-11 - - - c_left - Constant - .035 - - - c_right - Constant - .035 - - - p_left - MeshNode - p_ini - left_boundary - - - p_right - MeshNode - p_ini - right_boundary - - - - - concentration - 1 - 1 - c_ini - - - left_boundary - Dirichlet - c_left - - - right_boundary - Dirichlet - c_right - - - - - - - pressure - 1 - 1 - p_ini - - - - left_boundary - Dirichlet - p_left - - - right_boundary - Dirichlet - p_right - - - right_boundary - Python - bc_source_helper - - - - - Python - source_domain - flux_to_trees - true - - - - - - - basic_picard - Picard - 20 - general_linear_solver - - - - - general_linear_solver - -i bicgstab -p ilut -tol 1e-12 -maxiter 20000 - - BiCGSTAB - DIAGONAL - 10000 - 1e-12 - - - hc - -hc_ksp_type bcgs -hc_pc_type bjacobi -hc_ksp_rtol 1e-12 -hc_ksp_max_it 20000 - - - - \ No newline at end of file diff --git a/Benchmarks/ExampleSetups/OGSExampleSetup/NetwOGS3D_SAZOI_BETTINA.xml b/Benchmarks/ExampleSetups/OGSExampleSetup/NetwOGS3D_SAZOI_BETTINA.xml index dc0903d00..fc32626ed 100644 --- a/Benchmarks/ExampleSetups/OGSExampleSetup/NetwOGS3D_SAZOI_BETTINA.xml +++ b/Benchmarks/ExampleSetups/OGSExampleSetup/NetwOGS3D_SAZOI_BETTINA.xml @@ -16,26 +16,25 @@ NetworkOGS 0.25 - Benchmarks/ExampleSetups/OGSExampleSetup - testmodel.prj - source_domain.vtu - testbulk.vtu - 86400 + Benchmarks/ExampleSetups/OGSExampleSetup/OGS/ + ogs_project.prj + mesh_source.vtu + mesh_bulk.vtu + 2592000 0.035 python_script.py - - BettinaNetwork - V0_instant - 0.25 - Initial Avicennia + BettinaNetwork + NoGrowth + V0_instant + 0.25 GroupFromFile Benchmarks/ExampleSetups/OGSExampleSetup/initial_trees.csv @@ -54,8 +53,8 @@ OnePlantOneFile True - [1]1 - Benchmarks/ExampleSetups/OGSExampleSetup/TreeOutputNetwork + [1] + Benchmarks/ExampleSetups/OGSExampleSetup/ModelOutputNetwork r_stem h_stem r_crown diff --git a/Benchmarks/ExampleSetups/OGSExampleSetup/MakeGrid.py b/Benchmarks/ExampleSetups/OGSExampleSetup/OGS/MakeGrid.py similarity index 76% rename from Benchmarks/ExampleSetups/OGSExampleSetup/MakeGrid.py rename to Benchmarks/ExampleSetups/OGSExampleSetup/OGS/MakeGrid.py index 88ee3bdc6..c5b6598c8 100644 --- a/Benchmarks/ExampleSetups/OGSExampleSetup/MakeGrid.py +++ b/Benchmarks/ExampleSetups/OGSExampleSetup/OGS/MakeGrid.py @@ -18,21 +18,19 @@ c_left = 0.025 c_right = 0.035 + def transectElevation(x, m): return float(m * x) # Pressure at a given point. Here, pressure is 0 at the surface - - def ini_pressure_function(point): return -(1000 * 9.81 * (point[2] - transectElevation(x=point[0]))) -# Concentration at a given point. Here, c_ini is constant 0.035 kg/kg. - +# Concentration at a given point. Here, c_ini is constant 0.035 kg/kg. def c(point): - c_sea = c_left + (c_right-c_left)*point[0]/l_x + c_sea = c_left + (c_right - c_left) * point[0] / l_x return c_sea @@ -48,21 +46,21 @@ def addCandPtoMesh(mesh): point = points.GetPoint(point) c_ini.InsertNextTuple1(c(point)) p_ini.InsertNextTuple1(-(1000 * 9.81 * - (point[2] - + (point[2] - transectElevation(x=point[0], -m=hydraulic_gradient)))) + m=hydraulic_gradient)))) mesh.GetPointData().AddArray(p_ini) mesh.GetPointData().AddArray(c_ini) + def createSurface(l_x, l_y, z, - m, lcar, transect_elevation, geom, origin=[0.,0.,0.]): + m, lcar, transect_elevation, geom, origin=[0., 0., 0.]): p1 = [origin[0], origin[1], origin[2] + transect_elevation(0, m=m)] p2 = [origin[0], origin[1] + l_y, origin[2] + transect_elevation(0, m=m)] p3 = [origin[0] + l_x, origin[1] + l_y, origin[2] + transect_elevation(l_x, m=m)] - p4 = [origin[0] + l_x, origin[1], origin[2] + - transect_elevation(l_x, m=m)] + p4 = [origin[0] + l_x, origin[1], origin[2] + transect_elevation(l_x, m=m)] p1[2] = p1[2] + z p2[2] = p2[2] + z p3[2] = p3[2] + z @@ -71,25 +69,14 @@ def createSurface(l_x, l_y, z, p2 = geom.add_point(p2, lcar) p3 = geom.add_point(p3, lcar) p4 = geom.add_point(p4, lcar) - points = [p1, p2, p3, p4] - lines = [] lines.append(geom.add_line(points[0], points[3])) lines.append(geom.add_line(points[3], points[2])) lines.append(geom.add_line(points[2], points[1])) lines.append(geom.add_line(points[1], points[0])) - line_loop = geom.add_curve_loop(lines) surface = geom.add_plane_surface(line_loop) - - baum_1 = [10, 11, transect_elevation(10, m=m) + z] - p_baum_1 = geom.add_point(baum_1, lcar / 3) - geom.in_surface(p_baum_1, surface) - - baum_2 = [12, 11, transect_elevation(12, m=m) + z] - p_baum_2 = geom.add_point(baum_2, lcar / 3) - geom.in_surface(p_baum_2, surface) return surface @@ -97,29 +84,28 @@ def createSurface(l_x, l_y, z, # @param z: shift in z-direction # @param l_z_top: depth of the top layer (if only one layer created, value # defines the depth) -# @param l_z_mid: depth of mid layer -# @param l_z_bottom: depth of the bottom layer +# @param l_z_bottom: depth of the bottom layer (if two layers created, value +# defines the depth of the bottom layer) # @param num_top: resolution of top layer -# @param num_mid: resolution of mid layer # @param num_bottom: resolution of bottom layer -# @param l_x: x-extension of domain -# @param l_y: y-extension of domain +# @param l_y: y-extension of grid +# @param l_z_mid: depth of mid layer, if constructed +# @param num_mid: resolution of mid layer +# @param l_x: x-extension of model # @param lcar: characteristic lengthscale in x- and y-direction in meters # @param transect_elevation: Function, which returns a z-value for given x-val -# @param m: terrain slope def meshGen(z, - l_z_top=l_z_top, - l_z_mid=l_z_mid, - l_z_bottom=l_z_bottom, - num_top=num_top, - num_mid=num_mid, - num_bottom=num_bottom, - l_y=l_y, - l_x=l_x, - lcar=lcar, + l_z_top, + l_z_mid=0, + l_z_bottom=0, + num_top=1, + num_mid=0, + num_bottom=0, + l_y=5, + l_x=100, + lcar=8, transect_elevation=transectElevation, - m=hydraulic_gradient): - + m=1e-2): with pygmsh.occ.Geometry() as geom: geom.characteristic_length_min = lcar / 20 geom.characteristic_length_max = lcar * 20 @@ -130,16 +116,13 @@ def meshGen(z, if l_z_mid != 0: mid_surface = geom.copy(surface) geom.translate(mid_surface, [0, 0, -l_z_top]) - geom.extrude( mid_surface, [0, 0, -l_z_mid], num_layers=num_mid) if l_z_bottom != 0: bottom_surface = geom.copy(surface) geom.translate(bottom_surface, [0, 0, -l_z_top - l_z_mid]) - geom.extrude( bottom_surface, [0, 0, -l_z_bottom], num_layers=num_bottom) - mesh = geom.generate_mesh() return mesh @@ -152,15 +135,13 @@ def meshGen(z, num_top=num_top, num_mid=num_mid, num_bottom=num_bottom, + m=hydraulic_gradient, l_y=l_y, l_x=l_x, - lcar=lcar, - transect_elevation=transectElevation, - m=hydraulic_gradient) + lcar=lcar) # Extraction of Bulk Mesh points points = bulky.points - bulk = vtk.vtkUnstructuredGrid() bulk_points = vtk.vtkPoints() for i in range(len(points)): @@ -169,8 +150,6 @@ def meshGen(z, bulk_points.InsertNextPoint(point) bulk.SetPoints(bulk_points) - - propertyvector = vtk.vtkDoubleArray() propertyvector.SetName("permeability") bulk_cells = vtk.vtkCellArray() @@ -178,21 +157,17 @@ def meshGen(z, cell = vtk.vtkTetra() for i in range(4): cell.GetPointIds().SetId(i, cell_point_ids[i]) - propertyvector.InsertNextTuple1(3.0e-11) - bulk_cells.InsertNextCell(cell) bulk.SetCells(10, bulk_cells) bulk.GetCellData().AddArray(propertyvector) - # Clean the data with non-zero tolerance clean1 = vtk.vtkStaticCleanUnstructuredGrid() clean1.SetInputData(bulk) clean1.ToleranceIsAbsoluteOff() clean1.SetTolerance(0.0001) clean1.RemoveUnusedPointsOn() - clean1.Update() bulk = clean1.GetOutput() propertyvector = vtk.vtkDataArray.CreateDataArray( @@ -202,35 +177,28 @@ def meshGen(z, propertyvector.InsertNextTuple1(i) bulk.GetPointData().AddArray(propertyvector) - # Adding pressure and concentration field to mesh addCandPtoMesh(bulk) # Output of bulk-mesh writer = vtk.vtkXMLUnstructuredGridWriter() -writer.SetFileName("my_first_model.vtu") +writer.SetFileName("mesh_bulk.vtu") writer.SetInputData(bulk) writer.Write() # Generating source mesh sourcey = meshGen(z=-l_z_top, l_z_top=l_z_mid, - l_z_mid=0, - l_z_bottom=0, num_top=num_mid, - num_mid=0, - num_bottom=0, + m=hydraulic_gradient, l_y=l_y, l_x=l_x, - lcar=lcar, - transect_elevation=transectElevation, - m=hydraulic_gradient) + lcar=lcar) source = vtk.vtkUnstructuredGrid() source_points = vtk.vtkPoints() for i in range(len(sourcey.points)): point = sourcey.points[i] source_points.InsertNextPoint(point) source.SetPoints(source_points) - source_cells = vtk.vtkCellArray() for cell_point_ids in sourcey.cells[2].data: cell = vtk.vtkTetra() @@ -238,7 +206,6 @@ def meshGen(z, cell.GetPointIds().SetId(i, cell_point_ids[i]) source_cells.InsertNextCell(cell) source.SetCells(10, source_cells) - ncells = (source.GetCells().GetNumberOfCells()) cells = source.GetCells() points = source.GetPoints() @@ -260,21 +227,17 @@ def meshGen(z, v2 = (p3 - p0) V = np.absolute(np.dot(v0, np.cross(v1, v2))) / 6. cell_volumes[i] = V - - resample_filter = vtk.vtkResampleWithDataSet() resample_filter.SetSourceData(bulk) resample_filter.SetInputData(source) resample_filter.Update() source = resample_filter.GetOutput() - for value in cell_volumes: propertyvector.InsertNextTuple1(value) source.GetCellData().AddArray(propertyvector) - # Output of source-mesh source_writer = vtk.vtkXMLUnstructuredGridWriter() -source_writer.SetFileName("my_first_model.vtu") +source_writer.SetFileName("mesh_source.vtu") source_writer.SetInputData(source) source_writer.Write() @@ -284,39 +247,36 @@ def meshGen(z, if os == "Windows": - - ogs_utilities_string = "ABSOLUTE/PATH/TO/PYMANGA/pyMANGA" \ - "/TreeModelLib/BelowgroundCompetition/OGS" \ - "/bin/" + ogs_utilities_string = r"ABSOLUTE/PATH/TO/PYMANGA/ResourceLib/BelowGround/Individual/OGS/bin/" subprocess.call(ogs_utilities_string + "ExtractSurface -i " - "my_first_model.vtu -o " - "right_boundary.vtu -x -1" - " -y 0 -z 0-a 0.") + "mesh_bulk.vtu -o " + "mesh_right_boundary.vtu -x -1" + " -y 0 -z 0 -a 0.") subprocess.call(ogs_utilities_string + "ExtractSurface -i " - "my_first_model.vtu -o " - "left_boundary.vtu -x 1 -y" + "mesh_bulk.vtu -o " + "mesh_left_boundary.vtu -x 1 -y" " 0 -z 0 -a 0.") subprocess.call(ogs_utilities_string + "ExtractSurface -i " - "my_first_model.vtu -o " - "top_boundary.vtu -x 0 -y" + "mesh_bulk.vtu -o " + "mesh_top_boundary.vtu -x 0 -y" " 0 -z -1 -a 30.") elif os == "Linux": - ogs_container_string = "singularity exec ABSOLUTE/PATH/TO/PYMANGA" - "/pyMANGA/TreeModelLib/BelowgroundCompetition/OGS/container/" + ogs_container_string = "singularity exec ABSOLUTE/PATH/TO/PYMANGA/" + "ResourceLib/BelowGround/Individual/OGS/container/" "ogs_container.sif " subprocess.call(ogs_container_string + "ExtractSurface -x -1 -y 0" - " -z 0 -a 0. -i my_first_model.vtu -o right_boundary.vtu", + " -z 0 -a 0. -i my_first_model.vtu -o mesh_right_boundary.vtu", shell=True) subprocess.call(ogs_container_string + "ExtractSurface -x 1 -y 0" - " -z 0 -a 0. -i my_first_model.vtu -o left_boundary.vtu", + " -z 0 -a 0. -i my_first_model.vtu -o mesh_left_boundary.vtu", shell=True) subprocess.call(ogs_container_string + "ExtractSurface -x 0 -y 0" - " -z -1 -a 30. -i my_first_model.vtu -o top_boundary.vtu", + " -z -1 -a 30. -i my_first_model.vtu -o mesh_top_boundary.vtu", shell=True) @@ -324,6 +284,8 @@ def meshGen(z, if os == "Darwin": os = "MacOS" + else: + os = 'a operating system which is not supported' raise KeyError("You are using " + os + ". This script only runs on Linux" " and Windows machines.") diff --git a/Benchmarks/ExampleSetups/OGSExampleSetup/python_script.py b/Benchmarks/ExampleSetups/OGSExampleSetup/OGS/python_script.py similarity index 100% rename from Benchmarks/ExampleSetups/OGSExampleSetup/python_script.py rename to Benchmarks/ExampleSetups/OGSExampleSetup/OGS/python_script.py diff --git a/Benchmarks/ExampleSetups/OGSExampleSetup/OGS3D_SAZOI_BETTINA.xml b/Benchmarks/ExampleSetups/OGSExampleSetup/OGS3D_SAZOI_BETTINA.xml index 08c523711..b96ccb1b4 100644 --- a/Benchmarks/ExampleSetups/OGSExampleSetup/OGS3D_SAZOI_BETTINA.xml +++ b/Benchmarks/ExampleSetups/OGSExampleSetup/OGS3D_SAZOI_BETTINA.xml @@ -15,10 +15,10 @@ OGS - Benchmarks/ExampleSetups/OGSExampleSetup/ - testmodel.prj - source_domain.vtu - testbulk.vtu + Benchmarks/ExampleSetups/OGSExampleSetup/OGS/ + ogs_project.prj + mesh_source.vtu + mesh_bulk.vtu 2592000 0.035 @@ -33,6 +33,8 @@ Initial Avicennia + Bettina + NoGrowth GroupFromFile Benchmarks/ExampleSetups/OGSExampleSetup/initial_trees.csv @@ -49,10 +51,10 @@ NONE - OnePlantOneFile + OneFile True [1] - Benchmarks/ExampleSetups/OGSExampleSetup/TreeOutput/ + Benchmarks/ExampleSetups/OGSExampleSetup/ModelOutput/ r_stem h_stem r_crown @@ -60,6 +62,7 @@ root_surface_resistance xylem_resistance growth + salinity diff --git a/Benchmarks/ExampleSetups/OGSExampleSetup/calls_in_last_timestep.npy b/Benchmarks/ExampleSetups/OGSExampleSetup/calls_in_last_timestep.npy deleted file mode 100644 index cb4a5d26c..000000000 Binary files a/Benchmarks/ExampleSetups/OGSExampleSetup/calls_in_last_timestep.npy and /dev/null differ diff --git a/Benchmarks/ExampleSetups/OGSExampleSetup/constant_contributions.npy b/Benchmarks/ExampleSetups/OGSExampleSetup/constant_contributions.npy deleted file mode 100644 index 4f887af10..000000000 Binary files a/Benchmarks/ExampleSetups/OGSExampleSetup/constant_contributions.npy and /dev/null differ diff --git a/Benchmarks/ExampleSetups/OGSExampleSetup/cumsum_salinity.npy b/Benchmarks/ExampleSetups/OGSExampleSetup/cumsum_salinity.npy deleted file mode 100644 index 7f305adbb..000000000 Binary files a/Benchmarks/ExampleSetups/OGSExampleSetup/cumsum_salinity.npy and /dev/null differ diff --git a/Benchmarks/ExampleSetups/OGSExampleSetup/left_boundary.vtu b/Benchmarks/ExampleSetups/OGSExampleSetup/left_boundary.vtu deleted file mode 100644 index 1ae208217..000000000 --- a/Benchmarks/ExampleSetups/OGSExampleSetup/left_boundary.vtu +++ /dev/null @@ -1,53 +0,0 @@ - - - - - - - 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AQAAAACAAAC4IAAAXhUAAA==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AgAAAACAAADAbQAA2BcAAFoUAAA=eJx1nWe0VFUShbvvuBQDIEowEsSAoCQFRUnmgAkT5pwj5jSOYE6jgiJmHygmGDGjjoPyRMTsOMYB9YG6dBwT6JhQnB/uz7Xut959f/aq2lXVr7vPPaeqzrm3L6j9/ter/jteHJxU/I47BSdKjz1o/oLEbQiuE75bcJvYbR18WnrsQfPE7Rj96sEbgtNiNzA4qCjrV5efeeI+ldfZIfIBwXNjd2xwjvTYg+aJy+vvWPH/H6f3gX5H+Zkn7k7BlsFdgifGbr3g8UVZ31J+5on7RN7HtFr5/fK5vB35Xemnyc88cbtGPzx4cHBU7EYGNy/K+uHyM0/cH/M6E4Oto+8ZuxmROxRl/UT5mScur/9Wrfn//7t6+X2gxx40T9w1g3+N3VqRt4zdlMhbFGU99qB54q6h68Djn3G9WVHWYw+aJ+7ywT/HbrvIR8XuZuaZoqzHHjRP3O/DXxjcIPpdY3dH5HZFWX+h/MwTtzefb/CM4PWxOyS4c1HWbyE/88R9J68zJPJBwfNidwD/j/TYg+aJy/vj/Rwdu0tj106f06VF837+nLBjHno4vOerNyQz32EPmicO8xPz0XnB2zSvMc+ht5/nOey4Prge1g5uxfeo62yrCj9fZ9hxHfeuGD+Mi5EV4wM0T9xBwS/z+sdGvjx2ywX3K8p67EHzxG0T/EvsBkTeK3a38n8WZT32oHnisv43xG7dyNsqbyCPQG8/5xHYLRN5qeB+wXPCrx1ctyjrl5KfeeIyz32T/+PQyOfHrnWQ+RE99qB54jL/Md+dwHiLHfPizdLbz/ModszfvJ7/f/6vOdLbz+sAdqyfrJedYj84POvqDOnt53UYux+iPz/YPnH6hZ8QuX1R1p9vP/HEJX+ZHnT+837kt6WfLj/zxD0vuFL4VYIDYrcR85X02IPmidsu+hcibxR5z9h9FnnDoqzHHjRPXJC4pwTHyh7/sUXzfu30f2HHfDwn/4fXx581L6PHHjRP3LbBa2PXL/LusXso8gZFWY89aJ64/wi/WsX8s2lwrvTYg+aJy/jdMvzJwTGxO1TXAXrsQfO+Prgezo7djbFrr/g3Fs37+TrDriF66sarg/eHpx58Wnr7IWOP3fzoPw4eEfuLwv8pWC/K+o/lZ5645F+jI3t8NkQmj0OPPWh+iL5/vu9dI5+kccM4Qm8/jyPs/hl+6+jPCt4Q/nDWK+mxB80T99wgeZjrU/KxW6THHjRPXPLcDuGdD/cvyjKfM/Yd6s3zQ/T6V+Z1nH9OrsgrsQfNE5f1iuvD1y/XFetS1fVpvr2+H76PwyJfoO+V7/mConk/f8/YjQpPvuj8k7zydumxB80Tl/yrRcX8uQ7zeVHWt5CfeeL2CW5OnhS8OXYHB3cpyvrN5WeeuOS/5Lv78zqxIy++VXr7OY/GjryLfor7Ue9Kdv8FNE8c6hvWUddHrL+ue7z+miduX30P/vz5XIdXfL6geeKy/lDnMN4Yl9RHrEvoXR+ZJy750fjggXxfsXss8mfSj5efeeKSX5BPHBO8LHbkHQ9Jbz/nKdix/vC9ev3i+2qQHnvQPHHps/YIDuN9xG575oOirO8hP/PEpZ83Ma83PvJjsaOuoG+HHnvQPHGfDf9q0PXpl5HnS/+q/MwT94bguCB9S/qZj0SeJv04+ZknLv0Z8hXnP+Q19F+c34DmiXtb+NuDru+mk4dIf7v8zBP38uAm4fcOnhm7vYP3So89aJ649wQZZ+sHd9D4fF56j0/zxL05yPft8cO4eLJifIDmict6wjrh/MTrBfo28jNPXOoz5iPPb8xb1G2ev0DzxL21Vn4//nx4309VvH/QPHEbg4wnj0/G3byK8QeaJy55FnnbKPIZ5WPkZ+jthzxGdi/rffj/5//6b8X/B5onLvPHdUHPPw9HfkT66+Rnnrj0AzYMXhOcGrvdgtT76DeUn3nizsvrsB54fWHdqFWsH6B54lI30e9z/klfkPrL/UHQPHHvzuswX9wbnK15ZVa9rL9HfuaJ+0Hww2BT8LfYLQ7+Wi/rP5SfeeLy/V8T9PiZGvlh6a+Rn3mPR+y83zdV8siK+OaJw/pM/9jzD33nL6X3/rV54pJ3dQ26v7R/9A9J31V+5olLn4++4bnBW2JHP/A26e2HjD12fM9NQa4LrpffNH5qFX7Iv8mO+pj1xusX69Jk6bEHzROX64Dr6r7gC7peuH7Q2w95tux+jX4x7y/YkTyJ670o6xfLzzxxyY/IUz3/k99Ol975rXniLh39wOB1XK+x2zfYrSjrB8rPPHFZ3/6X1/P62FbrJHrsQfPEbQjPeu/rl7zA+0K3ys88cfk++Z5qrBv6fpE7VXy/5onTUuNo48gjNG7Y3xyh8QGaJy77P+y7nxi8Knbsp7MvhN5+yEfJjv0Z8gmPT/IO79u8LD/zxG0Ksg71T7w9+Jy1LqH3+mWeuFzfrKPO/1l/Z0vv9dc8cVkf3ovs81E/RmadQY89aJ64ncOzzrFusp6yPu4jvddH88QdFBwT7Bl+x/wfD0Q+o1bWj5GfeeIyThn37g+P0Pj3+SX8kEfI7qO8TlPQ44dxURRlfZP8zBOXfSvyUee35K3sf6G3H7LzXK5v5iHPD8wrq+nzsh9yR9mNSLwlKub/rsHTNb8vIT/zxGV9YD04LniF1hXWGfT28zqDHfMS34e/X763XhXfH2ieuK+H5zrkuuN65Pr9Wnpfv+aJ++/g+8H1Yjcsdr9E/kn69+VnnrjXB+kDOv+kH/io9NiD5on7S3BRkHHGeFwluKrG6SL5mSfuz7w/2a8cu5WKsszr/SQ/88Thc6JPPRe/vN+f9fkvqpft59Sa54nD98w+1btBxsP3Gj8/1Mv279Sa54lDf4I8xv008h9k8kDnP+add04I3hFsjN0zQfJQ9BPkZ564twTp4/D/8H/T//m73o/7P+aJe1dwUpA8nnx/ZvC5elk/SX7miftGkDzmX8GFsSP/WVAv653/mCcu1xn9FPYLuB7puyCz3+D+sHni8H3eGeT98rk8q+8N/Z3yM09cxlFDkPHAOCPvRmY8Yd9Qa54nDu+DfveNwcdjN03vG/0N8jNPXOLdFGS8MS6fkB/6m+RnnrjM38wX1MnU08wnrAPo58rPPHFZf5gvmO+Yr5hPWMfQvys/88Slz/FakPmOfshX9bLMPPaa/MwTh+uJeoD5nHmfuoHrBv2P8jNP3G+D3wWPit0lsVsxuEJR1n8nP/PEHcw8H/nKyJPJA4P7F2U99qB54pJfsw/Kvif7oeyfPiC990/NE/eSIHUF88ldsadeQGY+cn/YPHGozzjX7vyN8+qLpcceNE9c/n/mUec/j+r/d34Dmicu55fZD/P+ms9Bo7efz0FjR/5exM75fxfVAeixB80Tl3Md3M/j+4O474fzIb7/BzRPXOpd5gvnt8wr1LXonT+b76b3t2zF59NdnxP6ZeVnnric3+wc2ec/h5CPS489aJ64vD51FHUT9VRXvQ/0rr/ME5f9w1eC3o/+ol6WmYdfkZ954rwUbAySz5D3sD/1ufKhRvmZJ27/YL8g96Nx39qJ0Y+slfX95GeeuPR72Mf1/Vns/9LXQe/9X/PEZX1YGKSfSd+zjdYZ9AvlZ564vH7Hiv9/kN6H/3+fz/B9cqdG/1xez/PDx5Gv1fWPPWieuLw/zsFznpxz5K31OaH3+XnzxCWfmhf0/iD7EL9Kbz9k7xPuGb8VmSeDF4bvGzytKOtXlJ954lIHU1fT56IfRr1M/YzefsjuJ1NfL5Kd6+WV9Tqu380Th/yFfMX3H5HX+L4i+zkPulT/P+cYfH9Kb/3/vv8ENE9c8kTyTvTuPyxUHPshu19BnUrdSz3v+p36Fr39kF3vk++Tx7tfQf7vfofzf/PE4bqgDvF+MfULMnma6xfzxKEOoE5wP4T6wv0U1xfmiUN+R73HeRXXy8icd/H5PfPEof6dEJwYdD2LTJ9kgvzME4c6krqUccB4od6k/kRvP2T3W6jj6QvQ96AfQr1P/f9chR+y+y1cH5y32zZ4ZK6PnrrO0GMPmicueTr1hvN56pG79D27f2KeOPSTeJ8+j8H7RWY/yf0l88Thc2McuN/yjD5/+jUeP+aJw/hkHmkIMt6YT9yvcf/QPHG4Pvgc3W/h80eeVvH5mycO45c+i8/L0Z9BJo91f8Y8cZg/mafcb2d+Q6YP4/nNPHG47ng/7hfxfh/X+3H/yjxxmD+Zx70fwfyPTD3m+d+86zM+J9d3P8nP9R1+yN7HoM7gffi8zdeSvb/ifhQ8cagzqFvou9KPpR6hPllQ4Yfsfu+U6KkHuK+Z+5ypG16SHnvQPHG53537szkvx7k67uvmvnb0vv/dPHHJH8nzfF6F/BCZ8xDOD80Th7yIz9H9Oj5PZPp97p+bJw7jhzrW/cYvNH7IJ1z/micO6wyv5/Wog9YvPz8CNE8c6kXqGddH1D3Uha5/QPPE5fMnr3X+TJ66UHr7ITuP3i1+1DnUNdQ71Ecnq05yfWSeuBfldbmP65DgaOr84J3S+/4v88SlH0y9PTbyg6rb6fuid3/YPHGfDk+d7Pv7qK8/kN71tXnicp1xHTq/4vrlukTv69c8ccmvugTd791XMv3iLvIz73OlnYI8D4HnJuwd/VTpO8nPPHHpcw8Muh9+eq0s008fKD/zxLk4/OCgz8+cGf0k6QfLzzxxGb+M19HkXxr3XAcNRfN+vg6wY7wwH50ZHK/5inGB3vm5eeLSr6Vf6fM/9DV9rsf9W/PEXS7IePX4Z1z3qBjfoHnizgvfFJwf9PlYZO63wb6p1jxPHPY3eL7IzpFPIA+IzD4Jej//xzxxub/506D3L5YMcp80+k/lZ564nLflPNzk4It5HZ+nRX+v/MwTl/7f7KCfX/Ep47Ao62fLzzxxOafGde7zbKdLZh7w/GCeOEOCXOdc11zvzA9nSe/5wTxxNwsODY4NPhi7syOfIz32Qyt44nYOMs/6POHekpmHPT+bJ84aQdYJ1huvL/tJ7/XFPHHXDHLOnnP1nLfnfP4B0vt8vnniss/Ged960OeBkTsXZXufN4YnDvUf90n4+WPc9zBNevsh+zlqq4anX+/+P339TYqy/lT5mScuzy/h/gOfD+S+BZ6Dgt5+fg4KduSz3D/t/XfuuyZfRe/nF5knLv0w+kB78L5jR1/nOenthzxLdlyvV7AOBKeEv4+8UnrsQfPEJd8kj+T74nsl/zxJ37fzT/PEpf9Bv5j7vrkfnH7yIul9vs68+83E9XkA7JH9/Ls1683zxOH8I/1czulynpd+L+co0fv+R/PEnRGevn9jkH1T+vhN9bLe9yeaJy79Rfp93cNvl/+DfuBM6X2+yzxx2U9j/3Bf1pXYse/Ifhl675+aJy7rQ8eg8/+9omedQd9RfuaJy/rQOejz86xL+0qPfecKnris/5sGqQuoE06LnjwC/abyM09c1n/yFNcX5B3kET5/P6iCJy596O76vp7XeEDm+8a+e715njj0WWcFfd7gk3pZpl8zS37miUM/kn6rxyf92GEafz5fbZ64L4bnuqUPSL+Q6/E/9bK+UX7mics5Mvo4Pm9G/weZfoT7P+aJsyD4jeyJS168vF7P++/micv9+tyHPy74SOy4f5/78tH7/n3zxG2lPGn34CnKr9YvynrnV+aJSz7eResp6+5Q5kPpsQfNE3dekHNgvh+Z82DInM/w843NE4fn3ywZXCHYh3UuyHN00C8pP/PEJY8mL/f5OvJt8m/09kP2OTv63NSB7ofPluz7r0DzxHk8/JNBnpfFc7LeC75TL+uflJ954tKHmxl0v+6jelkm35opP/PEuT/I5+T9Bd73K9JPkZ954rIfQn/X/WH6wguktx+y+8jM028G3b/9VvM6+jflZ564rIfU2+dEvil21OOse+h9/5r5nvqeGTf0pelXz9X4QW8/5Lmyo//KPoP7V+wb0Mf1/jdonrgPBvm+OYf6hsbN6/Wy/n75mSfu10H6LKwXrCv0Z1ppvXF/xjxxqb+ZPzz/MO9Qx3v+WaOCJy77n5wX8fOROE/yg/S+f8c8cT8Jch8a951xPxr3ry1RlPW+f808cX0fg5/fwr7xY9LbD/lx2XFOlnOoPk/L+VVk+rk+v2qeONz3x7lY35/IeVfuH/T9h6B54rL+0891/kDflzwC/XLyM09c1nnmi8uC98SOeWWS9PZDxh67oeGp533/AnX/gUVZjz1onriMR87l+/nDnLf3c4Xth7yH7Dg/znlc/94E53aRfX63fwVPHJ6zQj/C/Q36FjyfBb39kN3nYL5kHvT6y/z5hvSeP80Tl/FIv3ufyGfFjr444w499qB54tJnpa7muSg8J4V6ear09kP288zZH+Y8qM9bcl4UmfOav8jPPHGot8gvOCfKeVLyEuoq9PZDXiA77jOg3js9OC48dSH3J4yr8EMeJrueed31gzy3hOeZHBn5KOmxX7+CJ267YNsg+0HsG+0UeWfpsW9bwROX56hRj/n5EtRt90pvP2TssWP95LyFn9f6lWT2OX3+0zxx6B/ST3Q/cJFk9x9B88ThnCB9QN9P/Zlk+oTuH5onDuc96QPOCNIPpH/Iec6mCj9k9xvp/9Dvcz9npmT3B0HzxKH/w3k193M4z+Z+kM/vmScO1zXzgn8fhOv8c+nth+zfCaGepk4+kvU6PPU1dTN619fmiUudjcx5mL6KS32O3n4t9DrY0d/iHLfvj+Bc9i/S2w/Z91EsF/2ywfODPNd4q8hbS4/9shU8cVcJrhzkPAPnGHaLvLv02K9cwRN33WC3IOflOFd3SORDpce+WwVP3I2C5DHkQ85/TpLe+Y954i4TXDp4VfBvzFeRt5Qe+6UreOKuE1w7eHXw/tgdFPlg6bFfu4In7mrBVYOXBe8hn4y8p/TYr1rBE3dAcOPgpcG7Y3dy5FOkx37jCp64rYOtgqOCPO9628jbSY99qwqeuBsGNwiyH8o+6PGRT5Ae+w0qeOJ2CLYPjg7yvN9dIg+XHvv2FTxx1wv2CLLfyr7s4ZGPkB77HhU8cdsElw+SZ5CPbB95mPTYL1/BE7dvsE/wiuB9sTs28nHSY9+ngicu63ljkH0B9gvYX2C9Rm8/ZO9HEI/1zevj57JHbz9kr6P04ViP3a9jvUam3+f9HfPEoc7mnJbrcc53IVPP+3yXeeKwj8G+CPsx3n9h/wO9/ZC9X0Mf6xvZEY9+Vyu9jv2QvV/D9c142jTva5/wjDvmCfR95WeeuCsFuZ753QR+R4HrftdaWd9BfuaJu0mQ+ZTn7fNcfubdU2tl/QD5mSfu6kHWA36vjd91Y90YUSvrV5OfeeKyPrAeb5X4h9F/iJ51Bv1G8jNPXNY38pVtEv8I6vzoWSfRryI/88Rlfuod3D7xj47dMdEzz6HvLT/zxF0xuEKQ36ni96x2iLyj9NivUMETl9fvFeR3Q/g9kaNr5feBHvteFTxx2Sekn+L+DH0X9hfR2w/ZfRrO23KO1s+35/wt52r9/Po//MQTd17ex/yg9xM5j+r9yPnyM08czqnV9D75PJh3O+tz8v6seeLyHFB+x8jn8/n9I54fit6/f2SeuJxXZR+R/TKfX0Vmv837j+aJw+fXFKSfz+fO+WFk9gOwb6o1zxNnYpD7CD1+uC9whvT2Q26UHX1p+tpjgg+Ep089SXr7IWOP3WbhOZfp37/gvOVBRVnv3+cyT1zOZzKe/LwUxh1yF40/n+eEJw7rLXkh+w7sR5Dvsa7+8RzEWhnNE5f1hLqR567wPBbqQdaNP37np1ZG88Slf8x14PmNcf2C9PZDflF2E6JvCPr3v7if9BnpG+RnnrjUAdQV/v0d6gXqB/T2Q/bv9LD+UA/4922pG1jH0LeRn3ni8rmxTvh8KevFC9Lbz/sA2D0WPfvWvj+Lfei3pMceNE9c8inqdv/+KfU4eRN67EHzxOUcGf1En++i38i5M/Q+n2aeuNR/1Nt//A4J8aOnjkTfWn7miUt93zLo3yfaJnr6BOhbys88camPuwd5ngbP0Tgseups9N3lZ5649G/WCjKvMt8eGP1BtbIe+7UqeOLSf2oRZF+S/crNo6ePhb6F/MwTl/4i/SzyAfIG+l70KdEvIz/zxOU+DNY3nx9jXeT+DfT2Q/Y5MvZvhyo++77/B8yy2zV4nI2dZ7BW1RWGz3dQqRoERBHNqBFFBFFQUUgiYO+9d+y9K3aw16ixxIIggqI0BbGgKdcYe8Eeu05UjCYxOkqcyeRHfvg+d2Y/c8+M/Fmz3netdb7vnrP32XuttT/OqX78N6/1o5xZ/yhHV6U0f3X0X0ZeHbu9o+8fu5nSz6xLe6R54qwW+cfY/Sb6nNh9GH2zusTth/6h/H8WfkLkyPD7hp8SfduqxO2HPkX+3fjckVuEP4zPG32LqsTthz5H/rtH/0P4S6NPD/9B9FPrEsceaZ64Q8IPjjww+HmxOzL4UVWJD5afeeIuH3lV5LaJf3Ts7o++fVXi9kO/X/58v8cjdwt/Svh3o38g/HH5mSfu+pHnR24Xu2NiNyn6sVWJ2w99kvw7R18mskvkWuEH1KW+dl3aL9PqmCdOv8hukatEjordOpGb1CXeTX7mibt0ZCd9njVjt0Zd6nyfTvIzT5xJP4rqyciDg18Qu0+iPyHcfuifyG5W8DmRD0Yuit1LkS+0SnyO/MwT95+RX0cyTzGfLRvZvS7xr+Vnnrh/j/wq8h+R3WLXleesLvGv5GeeuJ9FLo78IrJT7JauS32ZurRfXHXME+exyIWRjMe/5u/0TqvUGc8L5WeeOI9EPqrrvRW7t1ulTpxH5WeeOFznicg/RX4Uu/f0ucCfkJ954hKvLfIviv+x/D5tlfZtVcc8cZDPRr4W+U3sFssP/Fn5mSfu/MiHI7kf/D3fjHxN9+Fh+Zkn7gO6zl7hz6hLv1eEz5efeeI+E3l75KGxmxC7hdE/F367/MwTl/ljduTcyJdj/6LmIfDZ8jNPXD9Hfj/yXLwr3H7oH8luEZ83clz4icxT0b8W/rL8zBOX+efTyM8jmU9qzT9L1aX9p1XHPHF4ftsin4v8QuOLcQCOPdI8cRnfzFO/j3xf8xvzBLjnN/PEZX5inLAeZl5jfKGzPvb4Mk8cxivzHetGz4forDMfk5954vQJ3zty5+Anxm7H4DtVJd5bfuaJOzRyPewS/4TYHR38mKrE15OfeeIyTzBu50UynzAe0V9tlfZzq4554vD+5HndN/x4Pc+8h8fr+UaaJ+7bkTz3/45cjvd0rrekVeLPyc88cZlf+T4LIl/T90V/Q99/XtUxT5xa68ilIlfX+hP9Fw3rT/PEYR3E3+vLyM76u6N3aVj/mCcO6zjWYf+KZL3H+g29R8P6zTxxdsj3YN15UOT5Wk8eV5f4avIzT1zWp1zvh8i++jysc/vq8yHNE5f9BfukrpEDtS9i/wDeWX7ml9Zz9lDkPsHPit3rek7B7Yf+uuz4vOyjVoocof0Xnwvc+y/zXRWP/djKkZtqX4cfeD/5mV9J8fpHDo3cKXYj5QfeX37miXtFlc8ZuWXww2N3avAZwjeRn3niXhnZP3Lr2B0Zuz2D3ye8v/zME/fCyOGRo2K3X+xOCD5Z+HD5mScu+bMNIp1/OC74TOEbyM88cYfpOv78+B1flbj90GfKf8XgEyM3Yx4Kf1f0XasStx/6XfJfJTj3Y/Pw48Jz3/aqStx+6PfJf9PgPE9jwx8anufutKrE7Yc+Q/4rB7800s/n9Oh7VCVuP/Tp8h8R/OJIj6+7Wc9XJW4/9Lvlv3H0AazbIq8NvwXjrC7xAfIzT9zbcl3yN87/kPd5TLj90J0nej/4O5GHhL8w/A/R/yv8HfmZJ26LdVHkUZGXxW4I79u6xO2HPkR27C9vjfT+9FH2E8JvlZ954j4Z+ULkCMYT65jonwi3H/qXsnszOPvhtyK/jx375u9aJf6M/MwTl3Ui72e/33mvvyHc60/zxP2W60euHrvRsesV2bMucfuh95IdeUTykvsl/tnhyTe+INx+6Itkx/qcfZ7zJ+zbXhNuP/S3ZDcj+MzIPcOfHv557qdw+6E/Lzu+F3kQ52Nf1N+HPInzJ+aJ87dI8gjkI1q5PvkHdPIMzj+YJw77F8a39yPMC97PtORnnjhLcp01eG9Gso4fE9lH63v7oY+R3cDwZ0ZeFzk3/M2RW9clbj/0m2XXS/PmKZHXax7coC5x+6FfJjv2AdQbvF+gHoHOfsP1F/PEIX9wTaTzD7Oik4dw/gE/9FnyvzY4+Q7nT8iLzBbeR37miUs9gX0m+1XvT6kbgHt/ap641AHYJ7Pf9v6augG499fmXV8gT+Z6AXkv1xuc/zfvegW68/nYo78n/4VVx7zrCehtka4vuB7g+oJ54pCnR3c+H3v0xfJvqzrmicP7gTyj6ynkJ12PcX7SPHHOi+wV6fryDsHvEN5LfuaJy3uAPB35Puf3eG+A2w/d+UDyQDzHzu/x/JM3cv4OaZ643AfydOTlyNd9ofu2pNWxH7rzgfw9WCe5nvKqvi/rCK+vzLs+w3rL9aA35MfztEB+5onDe5g8qeuV5Fdd73R+1bznM+6H661dNG911f1zvrGr5lfmY/Jorhf30LxLns35N/PEId+zUfTzo0+K3UnByeuAY79RA09c8qysV3gfu3+AvCy487fmicv3aM9L8n1i11ffe6O6Yz/0vrIjD8f73vk61gPo5PucnzTvfCG683XYo28i/26tjnnnC9Gdr8MefaT8+7U65onzZJXrR/f+nX2g+zLsh449duSTVoycGHlX+I0j2/NNdWmPNE9c9qPsM72/Zn/6vXDvT80Tl/4g6kmsD9v7hKpSd/1paANPHOpjvM+8PuS9R53N9TX80O+Q/3rRz428MvK+8LdH7liXuP3Qb5fdWtzXXP9G3g/cr+hb1iVuP/S75M/4/lXwcyJvC3+A5onbGvzQD5Ad8xP7NOd/2N8xzzn/gzRP3OUj/5frXxh9MuMwcv26xLFHmifugPCBq4uD3826PPjBVYnX8jNP3C5V+e+SxJ/GPB58bFXi/meeuOQ7t4o8PPLi2B0RST4T3H7oR8iOPlnyPtdGzg5PHoe+WvDV5WeeuB/me2wffX+e09gdy/0Ubj907LEjf09dgb5c+nSpF8wUbj907LFjfqWfw/0h9H0wT7v/A2meuEcwzzF/RC6M3bDIS+oS7y0/88T9T67/euQ1wWfF7tvoK9Ql/rr8zBN3QuRykcwn9BlvU5U688ty8jNPnAvCrxv56+AH8j2D3yl8XfmZJy79uT0j6a+mT3e7qtTpm+4pP/PEuSh890j6q6cyLqtSp2+6u/zME4f+666Ro4PTh715VeoH16V91waeONeFXytyTPBDYndI8LnC15KfeeKuE3lJ5DGxuyJ20/jeVYnbD32a/NnfkRdmXDBeyPO+Itx+6GdoPPI8Dmr4/IcH57kDx35QA09c9q9tkYfxXMWO/MYXwtvkZ564zN+XRb8h+oOxuyc67wFw+6HfI/+o1cjIywPcG/704J2rEh8pP/PE7RS5auQVIWbEbu/gS1clvqr8zBOX/BJ9pWcn/q2xo1/0U+H2Q/9GduRL2IefxLhm/RBJXgTc+3fzxKV+Qv7Gzz95n0XC3R9unrjk5+gL9PNJv997wu2H/r7s1g7OfHFG+JvCM68cWpW4/dDnyp88Metrr89Zl88Wbj90r+PJf3OehPMp5ME5d4Lu8ydDGnjisJxcM9Lr24OCs84FX1N+5r1MHRPp9e25wVnngo+Rn3n+9YjkPen9C++9raoStx/6VPmTHyLfdFz4q3gPEq8ucef/zROXeix9VEdGv5R1VHTqruDYI80Td4/IHpGuP64beVpd4j3kZ5649F/0i3T+Yffg04X3k5954tI/0t63Ecn+g33LDOH2Q/c+h/6L9rwA4zE8+3z6ONy/gV97/4fseD+zvvD7nXUJ73mvT9Zp4Ik7MbJvpOefXYJ7399XfuaJyzmwA7jfkZyjOzfyA+H2Q8ceu3uD81yOj/ydnrenhdsPHXvs+rA/iTw28srwG0YOr0vcfugbyq4t1+X94/cX762Phbs+ZZ645Md2CX9B5J2xOylyknD7oWOPHe9n1qd+v7OufUm4/dC9Dia/Sr7b+XPy4uRPJzX4oTuPPirXZT3n9SHrvjOqEm/Jzzxxfx7Jes7rQ9Z9+1Ql3kl+5olL/Zx8lvNj5L2owzv/hTRPXPqAyLdeFfz+2JGX/U64/dC/l91wxgXvicjfMv9H7laXuP3Qd5cd7zHq2SdEv4bvGcn7Dxx7pHnikidYNnZeP2wd3HlN7Jdt4J1/YD/m/An7tjuF2w8de+zoLxve8Pfn7/6lcPuh+z7x96OO579/Z90H//3xQ+8sO+4/+3Cvz6fpuQDHHmnecQc2xB9XldcBHyg/88Sl/sg5AZ/f53wB9UVw+6H7nP8NwYfFjnoBdYJdIx8Ubj907LHjnBP14ItiP5V5IPqHwt2fYJ64rI+oo3h95XoKOPbtfuKJ+314+rNO5fvyHo/sXZe4/dD7yI7nlvnC63PmFZ7/Sxv8PA9hR72XOupN7Ad4DiOp6z7U4Ic+UHb00dPXfnzk1eHpU58s3H7o2GPncxiOP0Lfo8kPfYTsNqzK63v9wOc+sSpx+6FPlj/9MuRxnT/x7y2AY480396Hw7wbO9dH+N2Ry+sSxx5pnrise9vXzZGPxI518NPC7YeOPXbkP8jbev1MPnaucPuhY48d64tdY3dW5C3hT9Y65ZYGP3TssaNvh76fk/k84enjWSzcfuhLZEednz6A0yPpA6B/AP3GurTv1+qYJw7jj9+h8fjid2U8Lu2Hvr/sVsr3ot7v/Tt9AbtVJW4/dPcRDOa6kfS70udKHW77usTth36O7DiPwv7+vOh3hPd5E3DskeaJy/qFfk2vf+jr9LrGfujdZMf7n/6aCdGnhKcvh3UBuH8fwzxxN+D+x877I/Y9u9Qljv2oBp6460eyn/H+iH3PznWJY//zBp645J+2iXR+4KhI8ljg9kM/Snbk5+gzc36P/jTyfODuTzNPXOpr7e+ByHmxY16fIxx7pHniIkc32B+s+FwPe9f7Ltf1+X7UA26OXBC78fo7Lag79kMfL7vN9Rz5+eG5GKfnw37ofo4Yxzyvfv55rhn/9zb4oXscDAo+Pd/P89tT0bfVvIU90jxxz1R8ny94Steb2xDffPu5g/DUN7w/OjT4uKrE15afeeKuEEl9w/lJ6iI7VyVuP3TXUTjPwXzn+ZN5kfManh+R5olLfePGSNdH5kenTuL6CH7o8+U/JjjrPNdHWB9SJ3F9BD/0efKnvtczuNe3QyOpE7o+iB/6UNnRP8L5EvefcC6FPhTwXvIzT1zyYZwD9PkXnwcEX05+5onLuTPqz65fU7fm/Bq4/dBd52b94vHMeGTce10zSH7miUt/N/tMr0/Yb74h3H7ozpOxbmfdf33kA+FZx88Vbj907LFjfLBP8Phiv+BxYz907LFjfPCe8/ji/ehxYz907LGjPs/+wPsL9hXfCPfvR5knLveF++r8zDW6v1Prjv3QsceO8cG5So8vzkkyzjy+8EM/W3bkR6mvOr9KXZY8q+uzPRp44j4dSX+E+yvoq/hMuH//yzxxdww+BD7y0djtEHl8XeJD5GeeuFyHz31Z5D11+Xk+E24/dOyxY3/J7x6yr2Sfye8Zsk/1/hQ/9FGyY3xTJ/P84HoZ+AryM09c+iWpP9wS/eHYUbegLxIce6R54jI+2Kd5fHm/Bo490jxxWU8x//nv434Sz59I88TlfAD5e+f/fd7c+X+keeJyfoX8mfNv5N04B+P824YNPHHpn6U+6fqmfy/U9U2keeJ2j6Sv1/Hp0x0kf/uhnyk7+seXDe/+88GR9KG7/xw/9MGy20XX9+fnc7uu211+5onLOovfI3N9n98rY30Gbj90/84u/R3kh5xfIq9En4jzSys18MQlf8963et/1vXk9cHth+59APd/u4a/v/u9/fxt1/DcEJc+3wm5vvfX/r1lcOyR5olLfwT5D+dPyJu4b8L9P+aJSz2KPKnPv5Av9bkW7JHmiTs6/GaRnAvgvMDZwc+pSnwz+ZknLv0pXRqef35P2H0rXeRnnrjkpclru/5Ontp1dfuhY48d6y/6Kb1+8+9dgGOPNE9c8gdTI51/aIv+lPCp8jNPXN7P/F38fud7fifcfujYY0d/E/kD5x/IO9An5fzDCg08cakbUnd0fo86IvVHcPuh3yC7acHb6zOxpz5DXefPwu2H7jpQ+7nOhvmTc57koZ1/xg99I9mxH2Kcu37tegq45wfzxGX88f7x+OW9xTj2+O2tOH7PUT/nev78fC7X1U+Wn3niUj9nf+b1J/u6N4X7fLd54pJfYV5wfobxTp7G+Rn80K+XHXV+Prf7H/g8/n8J7IeOPXb0e7Ifvi36Y+HZN9PPCY490jxxfQ7G49f/H0FT/t08cfl9NX7XzPM/v1N2n3D7oWOPHeerNo2d+4v2ifxWuP3QsceO8cfvovr9zu+dLhFuP3TssaNPh/2M90fse+jveaDBD937pPa+3/CuD/JczBBuP3TssSM/xHlL55fGBnfeCPsuDTxxyW9xXtT5Mc6VOu+F/YAGnriMb9YBnh9YP3jce/1g/hQ97zzHfr/7eQbfWn7micvzyHPm/K2fN3DskeaJy/kh6j+uH1E34hySzx+NVRzXmTg/RP3K9S/qXpxD8vkj/NBdJyM/ze+suf/Ev7cGjj3SPHHJf9C/5vmfvjfyKOD2Q3efHPeH/Lrvb0/dZ99f/NCdx+f54ryBn0//niQ49kjzxOV3OOjPcn8XfV38fge4/dDdBzYh16du7f0j9egpwu2Hjv0CPQfUg/38UC/upefDfujuY2L+oO/c8w995IuE2w/d55i5P+T7fH8n6j77/o7T8+E8In8/6tv++3fRfXB9HGmeuOz/eP97/cC6wftC7JHmiUv+mHP+zj9z3t955a3kZ564rO8Y354fmBe87nN+1TxxeZ/znvb60O9rr/+Q5onL+vHkhvis/78Rbj/063Qd+GEN8Xetf5qf9xnYDdPfyfHvqH+a37CGvxPnM/o3PD/0tXFuA9y/j22euP8Hb6+8YQ==AQAAAACAAABwOwAA8AkAAA==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- - diff --git a/Benchmarks/ExampleSetups/OGSExampleSetup/testbulk.vtu b/Benchmarks/ExampleSetups/OGSExampleSetup/testbulk.vtu deleted file mode 100644 index 1bafbe022..000000000 --- a/Benchmarks/ExampleSetups/OGSExampleSetup/testbulk.vtu +++ /dev/null @@ -1,26 +0,0 @@ - - - - - - - - - - - - - - - - - - - - - - - - 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AQAAAACAAAAoYgAAYzAAAA==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AQAAAACAAAAmJQAAIQAAAA==eJztwTENAAAAw6C//gXPxwIUAAAAAAAAAADAswF7gnOM - - diff --git a/Benchmarks/ExampleSetups/OGSExampleSetup/testmodel.prj b/Benchmarks/ExampleSetups/OGSExampleSetup/testmodel.prj deleted file mode 100644 index 5f0ef21fc..000000000 --- a/Benchmarks/ExampleSetups/OGSExampleSetup/testmodel.prj +++ /dev/null @@ -1,301 +0,0 @@ - - - - testbulk.vtu - left_boundary.vtu - right_boundary.vtu - top_boundary.vtu - source_domain.vtu - - python_source.py - - - hc - ComponentTransport - true - 2 - - concentration - pressure - - 0 0 -9.81 - - - - - - - - - - AqueousLiquid - - - concentration - - - pore_diffusion - Constant - 0 - - - molecular_diffusion - 1e-9 - Constant - - - retardation_factor - Constant - 1 - - - decay_rate - Parameter - decay - - - - - - - density - Constant - 1e3 - - - viscosity - Constant - 1.0e-3 - - - - - - - permeability - Parameter - kappa1 - - - porosity - Parameter - constant_porosity_parameter - - - transversal_dispersivity - Constant - .5 - - - longitudinal_dispersivity - Constant - 1 - - - - - - - - basic_picard - - PerComponentDeltaX - NORM2 - 1e-8 1e-8 - - - BackwardEuler - - - FixedTimeStepping - 315360000 - 0 - - - 86400 - 1 - - - - - - - - - - - - - - - - - VTK - trees_in_box__ogsOutput - - - 1 - 1500 - - - - false - - concentration - pressure - darcy_velocity - - - - - - rho_fluid - Constant - 1000 - - - decay - Constant - 0 - - - c_ini - MeshNode - c_ini - - - p_ini - MeshNode - p_ini - - - constant_porosity_parameter - Constant - 0.5 - - - kappa1 - Constant - 2.5e-11 0 0 0 2.5e-11 0 0 0 2.5e-11 - - - c_left - Constant - .035 - - - c_right - Constant - .035 - - - p_left - MeshNode - p_ini - left_boundary - - - p_right - MeshNode - p_ini - right_boundary - - - - - concentration - 1 - 1 - c_ini - - - left_boundary - Dirichlet - c_left - - - right_boundary - Dirichlet - c_right - - - - - - - pressure - 1 - 1 - p_ini - - - - left_boundary - Dirichlet - p_left - - - right_boundary - Dirichlet - p_right - - - right_boundary - Python - bc_source_helper - - - - - Python - source_domain - flux_to_trees - true - - - - - - - basic_picard - Picard - 20 - general_linear_solver - - - - - general_linear_solver - -i bicgstab -p ilut -tol 1e-12 -maxiter 20000 - - BiCGSTAB - DIAGONAL - 10000 - 1e-12 - - - hc - -hc_ksp_type bcgs -hc_pc_type bjacobi -hc_ksp_rtol 1e-12 -hc_ksp_max_it 20000 - - - - diff --git a/Benchmarks/ExampleSetups/OGSExampleSetup/top_boundary.vtu b/Benchmarks/ExampleSetups/OGSExampleSetup/top_boundary.vtu deleted file mode 100644 index b7261a0fa..000000000 --- a/Benchmarks/ExampleSetups/OGSExampleSetup/top_boundary.vtu +++ /dev/null @@ -1,53 +0,0 @@ - - - - - - - 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a/Benchmarks/ExampleSetups/OGSExampleSetup/vtu_collection.pvd b/Benchmarks/ExampleSetups/OGSExampleSetup/vtu_collection.pvd deleted file mode 100644 index ad9b26b48..000000000 --- a/Benchmarks/ExampleSetups/OGSExampleSetup/vtu_collection.pvd +++ /dev/null @@ -1,7 +0,0 @@ - - - - - - -