diff --git a/.github/workflows/book_stable.yml b/.github/workflows/book_stable.yml
index b33b0a8d..77e83091 100644
--- a/.github/workflows/book_stable.yml
+++ b/.github/workflows/book_stable.yml
@@ -15,13 +15,13 @@ env:
jobs:
build-book:
runs-on: ubuntu-latest
- container: ghcr.io/fenics/dolfinx/lab:v0.7.1
+ container: ghcr.io/fenics/dolfinx/lab:v0.7.2
env:
PYVISTA_TRAME_SERVER_PROXY_PREFIX: "/proxy/"
PYVISTA_TRAME_SERVER_PROXY_ENABLED: "True"
PYVISTA_OFF_SCREEN: false
- PYVISTA_JUPYTER_BACKEND: "panel"
+ PYVISTA_JUPYTER_BACKEND: "html"
steps:
- uses: actions/checkout@v4
@@ -30,7 +30,7 @@ jobs:
uses: ./.github/actions/install-dependencies
- name: Install book deps
- run: python3 -m pip install -r docker/requirements.txt
+ run: python3 -m pip install --no-binary=h5py .
- name: Build the book
run: jupyter-book build . -W
diff --git a/.github/workflows/deploy.yml b/.github/workflows/deploy.yml
index bf1d5bdd..ade2d945 100644
--- a/.github/workflows/deploy.yml
+++ b/.github/workflows/deploy.yml
@@ -44,7 +44,7 @@ jobs:
uses: actions/checkout@v4
- name: Setup Pages
- uses: actions/configure-pages@v2
+ uses: actions/configure-pages@v4
- name: Download docs artifact
uses: actions/download-artifact@v3
@@ -53,10 +53,10 @@ jobs:
path: "./public"
- name: Upload page artifact
- uses: actions/upload-pages-artifact@v1
+ uses: actions/upload-pages-artifact@v2
with:
path: "./public"
- name: Deploy coverage report to GH Pages
id: deployment
- uses: actions/deploy-pages@v1
+ uses: actions/deploy-pages@v3
diff --git a/.github/workflows/publish_docker.yml b/.github/workflows/publish_docker.yml
index d7113459..fd2bdc84 100644
--- a/.github/workflows/publish_docker.yml
+++ b/.github/workflows/publish_docker.yml
@@ -44,7 +44,7 @@ jobs:
- name: Build and push Docker image
uses: docker/build-push-action@v3
with:
- context: ./docker
+ context: .
push: true
file: docker/Dockerfile
platforms: linux/amd64,linux/arm64
diff --git a/.github/workflows/test_nightly.yml b/.github/workflows/test_nightly.yml
index 484fe202..58ffb1c8 100644
--- a/.github/workflows/test_nightly.yml
+++ b/.github/workflows/test_nightly.yml
@@ -17,13 +17,13 @@ jobs:
test-nightly:
# The type of runner that the job will run on
runs-on: ubuntu-latest
- container: ghcr.io/fenics/dolfinx/lab:v0.7.1
+ container: ghcr.io/fenics/dolfinx/lab:nightly
env:
HDF5_MPI: "ON"
PYVISTA_OFF_SCREEN: true
DISPLAY: ":99.0"
- PYVISTA_JUPYTER_BACKEND: panel
+ PYVISTA_JUPYTER_BACKEND: html
# Steps represent a sequence of tasks that will be executed as part of the job
steps:
@@ -42,7 +42,10 @@ jobs:
uses: ./.github/actions/install-dependencies
- name: Install requirements
- run: python3 -m pip install --no-cache-dir -r docker/requirements.txt --upgrade
+ run: python3 -m pip install --no-cache-dir --no-binary=h5py . --upgrade
+
+ - name: Test building the book
+ run: PYVISTA_OFF_SCREEN=false jupyter-book build -W .
- name: Test complex notebooks in parallel
run: |
@@ -82,9 +85,6 @@ jobs:
mpirun -n 2 python3 compiler_parameters.py
mpirun -n 2 python3 newton-solver.py
- - name: Test building the book
- run: PYVISTA_OFF_SCREEN=false jupyter-book build -W .
-
- uses: actions/upload-artifact@v3
with:
name: webpage
diff --git a/.github/workflows/test_stable.yml b/.github/workflows/test_stable.yml
index 6b9bc42e..86e2fd8d 100644
--- a/.github/workflows/test_stable.yml
+++ b/.github/workflows/test_stable.yml
@@ -20,7 +20,7 @@ jobs:
test:
# The type of runner that the job will run on
runs-on: ubuntu-latest
- container: ghcr.io/fenics/dolfinx/lab:v0.7.1
+ container: ghcr.io/fenics/dolfinx/lab:v0.7.2
env:
PYVISTA_OFF_SCREEN: true
@@ -32,7 +32,7 @@ jobs:
- name: Install additional deps
run: |
- python3 -m pip install -r docker/requirements.txt
+ python3 -m pip install --no-binary=h5py .
- name: Test complex notebooks in parallel
run: |
diff --git a/.gitignore b/.gitignore
index 66096926..91fd7f7c 100644
--- a/.gitignore
+++ b/.gitignore
@@ -8,4 +8,5 @@ _build
**/.cache
*.png
*.pvtu
-*.msh
\ No newline at end of file
+*.msh
+*.bp
\ No newline at end of file
diff --git a/Changelog.md b/Changelog.md
index 685ff8c6..e1ff4b5c 100644
--- a/Changelog.md
+++ b/Changelog.md
@@ -1,5 +1,13 @@
# Changelog
+## Release
+ - Replace all `ufl.FiniteElement` and `ufl.VectorElement` with the appropriate `basix.ufl.element`
+ - Replace `dolfinx.fem.FunctionSpace` with `dolfinx.fem.functionspace`
+
+## v0.7.2
+ - Change pyvista backend to `html`, using Pyvista main branch
+ - Using DOLFINx v0.7.2 https://github.com/FEniCS/dolfinx/releases/tag/v0.7.2 as base
+
## v0.7.1
- No API changes, release due to various bug-fixes from the 0.7.0 release, see:
https://github.com/FEniCS/dolfinx/releases/tag/v0.7.1 for more information
diff --git a/Dockerfile b/Dockerfile
index 59e0ad18..4de36870 100644
--- a/Dockerfile
+++ b/Dockerfile
@@ -1,4 +1,4 @@
-FROM ghcr.io/jorgensd/dolfinx-tutorial:v0.7.1
+FROM ghcr.io/jorgensd/dolfinx-tutorial:v0.7.2
# create user with a home directory
ARG NB_USER=jovyan
diff --git a/README.md b/README.md
index 6afd68b6..537f7358 100644
--- a/README.md
+++ b/README.md
@@ -16,18 +16,26 @@ Any code added to the tutorial should work in parallel.
Alternatively, if you want to add a separate chapter, a Jupyter notebook can be added to a pull request, without integrating it into the tutorial. If so, the notebook will be reviewed and modified to be included in the tutorial.
+Note that every chapter is written as an IPython notebook and a Python file. These are kept in sync by jupytext. See [their notes](https://jupytext.readthedocs.io/en/latest/install.html#jupytext-commands-in-jupyterlab) on how to keep them in sync.
+
+## Dependencies
+It is adviced to use a pre-installed version of DOLFINx, for instance through conda or docker. Remaining dependencies can be installed with
+```bash
+python3 -m pip install --no-binary=h5py -e .
+```
+
# Docker images
Docker images for this tutorial can be found in the [packages tab](https://github.com/jorgensd/dolfinx-tutorial/pkgs/container/dolfinx-tutorial)
-Additional requirements on top of the `dolfinx/lab:nightly` images can be found at [Dockerfile](docker/Dockerfile) and [requirements.txt](docker/requirements.txt)
+Additional requirements on top of the `dolfinx/lab:nightly` images can be found at [Dockerfile](docker/Dockerfile) and [pyproject.toml](./pyproject.toml)
##
An image building DOLFINx, Basix, UFL and FFCx from source can be built using:
```bash
cd docker
-docker build -f LocalDockerfile -t local_lab_env .
+docker build -f ./docker/Dockerfile -t local_lab_env .
```
-and run
+from the root of this repository, and run
```bash
docker run --rm -ti -v $(pwd):/root/shared -w /root/shared --init -p 8888:8888 local_lab_env
```
diff --git a/_config.yml b/_config.yml
index 11695961..e2b77778 100644
--- a/_config.yml
+++ b/_config.yml
@@ -38,8 +38,8 @@ sphinx:
# To avoid warning about default changing due to
# https://github.com/pydata/pydata-sphinx-theme/issues/1492
- html_theme_options:
- navigation_with_keys: false
+ # html_theme_options:
+ # navigation_with_keys: false
parse:
myst_enable_extensions:
- "amsmath"
diff --git a/chapter1/complex_mode.ipynb b/chapter1/complex_mode.ipynb
index 6adc9e6c..66b4120e 100644
--- a/chapter1/complex_mode.ipynb
+++ b/chapter1/complex_mode.ipynb
@@ -11,19 +11,19 @@
"\n",
"Many PDEs, such as the [Helmholtz equation](https://docs.fenicsproject.org/dolfinx/v0.4.1/python/demos/demo_helmholtz.html) require complex-valued fields.\n",
"\n",
- "For simplicity, let us consider a Poisson equation of the form:\n",
+ "For simplicity, let us consider a Poisson equation of the form: \n",
"\n",
"$$-\\Delta u = f \\text{ in } \\Omega,$$\n",
- "$$ f = -1 - 2j \\text{ in } \\Omega,$$\n",
- "$$ u = u*{exact} \\text{ on } \\partial\\Omega,$$\n",
- "$$u*{exact}(x, y) = \\frac{1}{2}x^2 + 1j\\cdot y^2,$$\n",
+ "$$ f = -1 - 2j \\text{ in } \\Omega,$$\n",
+ "$$ u = u_{exact} \\text{ on } \\partial\\Omega,$$\n",
+ "$$u_{exact}(x, y) = \\frac{1}{2}x^2 + 1j\\cdot y^2,$$\n",
"\n",
"As in [Solving the Poisson equation](./fundamentals) we want to express our partial differential equation as a weak formulation.\n",
"\n",
"We start by defining our discrete function space $V_h$, such that $u_h\\in V_h$ and $u_h = \\sum_{i=1}^N c_i \\phi_i(x, y)$ where $\\phi_i$ are **real valued** global basis functions of our space $V_h$, $c_i \\in \\mathcal{C}$ are the **complex valued** degrees of freedom.\n",
"\n",
- "Next, we choose a test function $v\\in \\hat V_h$ where $\\hat V_h\\subset V_h$ such that $v\\vert_{\\partial\\Omega}=0$, as done in the first tutorial.\n",
- "We now need to define our inner product space. We choose the $L^2$ inner product spaces, which is a _[sesquilinear](https://en.wikipedia.org/wiki/Sesquilinear_form) 2-form_, Meaning that $\\langle u, v\\rangle$ is a map from $V_h\\times V_h\\mapsto K$, and $\\langle u, v \\rangle = \\int_\\Omega u \\cdot \\bar v ~\\mathrm{d} x$. As it is sesquilinear, we have the following properties:\n",
+ "Next, we choose a test function $v\\in \\hat V_h$ where $\\hat V_h\\subset V_h$ such that $v\\vert_{\\partial\\Omega}=0$, as done in the first tutorial. \n",
+ "We now need to define our inner product space. We choose the $L^2$ inner product spaces, which is a *[sesquilinear](https://en.wikipedia.org/wiki/Sesquilinear_form) 2-form*, Meaning that $\\langle u, v\\rangle$ is a map from $V_h\\times V_h\\mapsto K$, and $\\langle u, v \\rangle = \\int_\\Omega u \\cdot \\bar v ~\\mathrm{d} x$. As it is sesquilinear, we have the following properties:\n",
"\n",
"$$\\langle u , v \\rangle = \\overline{\\langle v, u \\rangle},$$\n",
"$$\\langle u , u \\rangle \\geq 0.$$\n",
@@ -33,8 +33,7 @@
"$$\\int_\\Omega \\nabla u_h \\cdot \\nabla \\overline{v}~ \\mathrm{dx} = \\int_{\\Omega} f \\cdot \\overline{v} ~\\mathrm{d} s \\qquad \\forall v \\in \\hat{V}_h.$$\n",
"\n",
"## Installation of FEniCSx with complex number support\n",
- "\n",
- "FEniCSx supports both real and complex numbers, meaning that we can create a function spaces with real valued or complex valued coefficients.\n"
+ "FEniCSx supports both real and complex numbers, meaning that we can create a function spaces with real valued or complex valued coefficients."
]
},
{
@@ -57,7 +56,7 @@
"from mpi4py import MPI\n",
"import numpy as np\n",
"mesh = dolfinx.mesh.create_unit_square(MPI.COMM_WORLD, 10, 10)\n",
- "V = dolfinx.fem.FunctionSpace(mesh, (\"Lagrange\", 1))\n",
+ "V = dolfinx.fem.functionspace(mesh, (\"Lagrange\", 1))\n",
"u_r = dolfinx.fem.Function(V, dtype=np.float64) \n",
"u_r.interpolate(lambda x: x[0])\n",
"u_c = dolfinx.fem.Function(V, dtype=np.complex128)\n",
@@ -71,11 +70,11 @@
"id": "699ab6a9-4427-4c54-95c8-ce5de5d11b97",
"metadata": {},
"source": [
- "However, as we would like to solve linear algebra problems on the form $Ax=b$, we need to be able to use matrices and vectors that support real and complex numbers. As [PETSc](https://petsc.org/release/) is one of the most popular interfaces to linear algebra packages, we need to be able to work with their matrix and vector structures.\n",
+ "However, as we would like to solve linear algebra problems on the form $Ax=b$, we need to be able to use matrices and vectors that support real and complex numbers. As [PETSc](https://petsc.org/release/) is one of the most popular interfaces to linear algebra packages, we need to be able to work with their matrix and vector structures. \n",
"\n",
"Unfortunately, PETSc only supports one floating type in their matrices, thus we need to install two versions of PETSc, one that supports `float64` and one that supports `complex128`. In the [docker images](https://hub.docker.com/r/dolfinx/dolfinx) for DOLFINx, both versions are installed, and one can switch between them by calling `source dolfinx-real-mode` or `source dolfinx-complex-mode`. For the `dolfinx/lab` images, one can change the Python kernel to be either the real or complex mode, by going to `Kernel->Change Kernel...` and choose `Python3 (ipykernel)` (for real mode) or `Python3 (DOLFINx complex)` (for complex mode).\n",
"\n",
- "We check that we are using the correct installation of PETSc by inspecting the scalar type.\n"
+ "We check that we are using the correct installation of PETSc by inspecting the scalar type."
]
},
{
@@ -105,8 +104,7 @@
"metadata": {},
"source": [
"## Variational problem\n",
- "\n",
- "We are now ready to define our variational problem\n"
+ "We are now ready to define our variational problem"
]
},
{
@@ -133,7 +131,7 @@
"\n",
"Secondly, note that we are using `ufl.inner` to describe multiplication of $f$ and $v$, even if they are scalar values. This is because `ufl.inner` takes the conjugate of the second argument, as decribed by the $L^2$ inner product. One could alternatively write this out manually\n",
"\n",
- "### Inner-products and derivatives\n"
+ "### Inner-products and derivatives"
]
},
{
@@ -162,7 +160,7 @@
"id": "9efe0968-bf32-4184-85f7-4e8cc3401cfb",
"metadata": {},
"source": [
- "Similarly, if we want to use the function $ufl.derivative$ to take derivatives of functionals, we need to take some special care. As `derivative` inserts a `ufl.TestFunction` to represent the variation, we need to take the conjugate of this to be able to use it to assemble vectors.\n"
+ "Similarly, if we want to use the function $ufl.derivative$ to take derivatives of functionals, we need to take some special care. As `derivative` inserts a `ufl.TestFunction` to represent the variation, we need to take the conjugate of this to be able to use it to assemble vectors."
]
},
{
@@ -252,8 +250,7 @@
"metadata": {},
"source": [
"We define our Dirichlet condition and setup and solve the variational problem.\n",
- "\n",
- "## Solve variational problem\n"
+ "## Solve variational problem"
]
},
{
@@ -277,8 +274,7 @@
"metadata": {},
"source": [
"We compute the $L^2$ error and the max error\n",
- "\n",
- "## Error computation\n"
+ "## Error computation"
]
},
{
@@ -291,7 +287,7 @@
"name": "stdout",
"output_type": "stream",
"text": [
- "(0.0007865435216227265+0.0017660156338113752j) 3.553078358632328e-06\n"
+ "(0.0007865435216227239+0.0017660156338113711j) 3.553078358632328e-06\n"
]
}
],
@@ -311,8 +307,7 @@
"metadata": {},
"source": [
"## Plotting\n",
- "\n",
- "Finally, we plot the real and imaginary solution\n"
+ "Finally, we plot the real and imaginary solution"
]
},
{
@@ -340,208 +335,13 @@
"outputs": [
{
"data": {
- "application/javascript": "(function(root) {\n function now() {\n return new Date();\n }\n\n var force = true;\n var py_version = '3.2.1'.replace('rc', '-rc.').replace('.dev', '-dev.');\n var is_dev = py_version.indexOf(\"+\") !== -1 || py_version.indexOf(\"-\") !== -1;\n var reloading = false;\n var Bokeh = root.Bokeh;\n var bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n\n if (typeof (root._bokeh_timeout) === \"undefined\" || force) {\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_failed_load = false;\n }\n\n function run_callbacks() {\n try {\n root._bokeh_onload_callbacks.forEach(function(callback) {\n if (callback != null)\n callback();\n });\n } finally {\n delete root._bokeh_onload_callbacks;\n }\n console.debug(\"Bokeh: all callbacks have finished\");\n }\n\n function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n if (css_urls == null) css_urls = [];\n if (js_urls == null) js_urls = [];\n if (js_modules == null) js_modules = [];\n if (js_exports == null) js_exports = {};\n\n root._bokeh_onload_callbacks.push(callback);\n\n if (root._bokeh_is_loading > 0) {\n console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n }\n if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n run_callbacks();\n return null;\n }\n if (!reloading) {\n console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n }\n\n function on_load() {\n root._bokeh_is_loading--;\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n run_callbacks()\n }\n }\n window._bokeh_on_load = on_load\n\n function on_error() {\n console.error(\"failed to load \" + url);\n }\n\n var skip = [];\n if (window.requirejs) {\n window.requirejs.config({'packages': {}, 'paths': {'vtk': 'https://cdn.jsdelivr.net/npm/vtk.js@20.0.1/vtk', 'jspanel': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/jspanel', 'jspanel-modal': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal', 'jspanel-tooltip': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip', 'jspanel-hint': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint', 'jspanel-layout': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout', 'jspanel-contextmenu': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu', 'jspanel-dock': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock', 'gridstack': 'https://cdn.jsdelivr.net/npm/gridstack@7.2.3/dist/gridstack-all', 'notyf': 'https://cdn.jsdelivr.net/npm/notyf@3/notyf.min'}, 'shim': {'vtk': {'exports': 'vtk'}, 'jspanel': {'exports': 'jsPanel'}, 'gridstack': {'exports': 'GridStack'}}});\n require([\"vtk\"], function() {\n\ton_load()\n })\n require([\"jspanel\"], function(jsPanel) {\n\twindow.jsPanel = jsPanel\n\ton_load()\n })\n require([\"jspanel-modal\"], function() {\n\ton_load()\n })\n require([\"jspanel-tooltip\"], function() {\n\ton_load()\n })\n require([\"jspanel-hint\"], function() {\n\ton_load()\n })\n require([\"jspanel-layout\"], function() {\n\ton_load()\n })\n require([\"jspanel-contextmenu\"], function() {\n\ton_load()\n })\n require([\"jspanel-dock\"], function() {\n\ton_load()\n })\n require([\"gridstack\"], function(GridStack) {\n\twindow.GridStack = GridStack\n\ton_load()\n })\n require([\"notyf\"], function() {\n\ton_load()\n })\n root._bokeh_is_loading = css_urls.length + 10;\n } else {\n root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n }\n\n var existing_stylesheets = []\n var links = document.getElementsByTagName('link')\n for (var i = 0; i < links.length; i++) {\n var link = links[i]\n if (link.href != null) {\n\texisting_stylesheets.push(link.href)\n }\n }\n for (var i = 0; i < css_urls.length; i++) {\n var url = css_urls[i];\n if (existing_stylesheets.indexOf(url) !== -1) {\n\ton_load()\n\tcontinue;\n }\n const element = document.createElement(\"link\");\n element.onload = on_load;\n element.onerror = on_error;\n element.rel = \"stylesheet\";\n element.type = \"text/css\";\n element.href = url;\n console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n document.body.appendChild(element);\n } if (((window['vtk'] !== undefined) && (!(window['vtk'] instanceof HTMLElement))) || window.requirejs) {\n var urls = ['https://cdn.holoviz.org/panel/1.2.1/dist/bundled/abstractvtkplot/vtk.js@20.0.1/vtk.js'];\n for (var i = 0; i < urls.length; i++) {\n skip.push(urls[i])\n }\n } if (((window['jsPanel'] !== undefined) && (!(window['jsPanel'] instanceof HTMLElement))) || window.requirejs) {\n var urls = ['https://cdn.holoviz.org/panel/1.2.1/dist/bundled/floatpanel/jspanel4@4.12.0/dist/jspanel.js', 'https://cdn.holoviz.org/panel/1.2.1/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal.js', 'https://cdn.holoviz.org/panel/1.2.1/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip.js', 'https://cdn.holoviz.org/panel/1.2.1/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint.js', 'https://cdn.holoviz.org/panel/1.2.1/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout.js', 'https://cdn.holoviz.org/panel/1.2.1/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu.js', 'https://cdn.holoviz.org/panel/1.2.1/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock.js'];\n for (var i = 0; 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\n",
"text/plain": [
- "VTKRenderWindowSynchronized(vtkXOpenGLRenderWindow, color_mappers=[LinearColorMapper(id='d8c...], sizing_mode='stretch_width')"
+ ""
]
},
- "metadata": {
- "application/vnd.holoviews_exec.v0+json": {
- "id": "b7884989-4ada-4ebe-8c6b-cb0e464ea19c"
- }
- },
+ "metadata": {},
"output_type": "display_data"
}
],
@@ -560,91 +360,15 @@
"id": "c179fdda-6ae6-4979-a19b-fadfebab2f0e",
"metadata": {},
"outputs": [
- {
- "data": {},
- "metadata": {},
- "output_type": "display_data"
- },
{
"data": {
- "application/vnd.holoviews_exec.v0+json": "",
- "text/html": [
- "\n",
- ""
- ],
+ "image/jpeg": 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\n",
"text/plain": [
- "VTKRenderWindowSynchronized(vtkXOpenGLRenderWindow, color_mappers=[LinearColorMapper(id='610...], sizing_mode='stretch_width')"
+ ""
]
},
- "metadata": {
- "application/vnd.holoviews_exec.v0+json": {
- "id": "9bb984ca-7ceb-47ef-9527-b1b4a6c1e5d8"
- }
- },
+ "metadata": {},
"output_type": "display_data"
}
],
@@ -686,7 +410,7 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.10.6"
+ "version": "3.10.12"
}
},
"nbformat": 4,
diff --git a/chapter1/complex_mode.py b/chapter1/complex_mode.py
index 77bb41a4..739cc6e3 100644
--- a/chapter1/complex_mode.py
+++ b/chapter1/complex_mode.py
@@ -6,7 +6,7 @@
# extension: .py
# format_name: light
# format_version: '1.5'
-# jupytext_version: 1.14.7
+# jupytext_version: 1.15.2
# kernelspec:
# display_name: Python 3 (DOLFINx complex)
# language: python
@@ -47,7 +47,7 @@
from mpi4py import MPI
import numpy as np
mesh = dolfinx.mesh.create_unit_square(MPI.COMM_WORLD, 10, 10)
-V = dolfinx.fem.FunctionSpace(mesh, ("Lagrange", 1))
+V = dolfinx.fem.functionspace(mesh, ("Lagrange", 1))
u_r = dolfinx.fem.Function(V, dtype=np.float64)
u_r.interpolate(lambda x: x[0])
u_c = dolfinx.fem.Function(V, dtype=np.complex128)
diff --git a/chapter1/fundamentals.md b/chapter1/fundamentals.md
index 38e523fa..f9179151 100644
--- a/chapter1/fundamentals.md
+++ b/chapter1/fundamentals.md
@@ -4,7 +4,7 @@ Authors: Hans Petter Langtangen, Anders Logg
Adapted to FEniCSx by Jørgen S. Dokken
-The goal of this tutorial is to solve one of the most basic PDEs, the Poisson equations, with a few lines of code in FEniCSx. We start by introducing the most fundamental FEniCSx objects, such as `Function`, `FunctionSpace`, `TrialFunction` and `TestFunction`, and learn how to write a basic PDE solver.
+The goal of this tutorial is to solve one of the most basic PDEs, the Poisson equations, with a few lines of code in FEniCSx. We start by introducing the most fundamental FEniCSx objects, such as `Function`, `functionspace`, `TrialFunction` and `TestFunction`, and learn how to write a basic PDE solver.
This will include:
- How to formulate a mathematical variational problem
- How to apply boundary conditions
diff --git a/chapter1/fundamentals_code.ipynb b/chapter1/fundamentals_code.ipynb
index 809af6a6..9c941729 100644
--- a/chapter1/fundamentals_code.ipynb
+++ b/chapter1/fundamentals_code.ipynb
@@ -112,8 +112,8 @@
},
"outputs": [],
"source": [
- "from dolfinx.fem import FunctionSpace\n",
- "V = FunctionSpace(domain, (\"Lagrange\", 1))"
+ "from dolfinx.fem import functionspace\n",
+ "V = functionspace(domain, (\"Lagrange\", 1))"
]
},
{
@@ -339,7 +339,7 @@
},
"outputs": [],
"source": [
- "V2 = fem.FunctionSpace(domain, (\"Lagrange\", 2))\n",
+ "V2 = fem.functionspace(domain, (\"Lagrange\", 2))\n",
"uex = fem.Function(V2)\n",
"uex.interpolate(lambda x: 1 + x[0]**2 + 2 * x[1]**2)"
]
@@ -431,7 +431,7 @@
"name": "stdout",
"output_type": "stream",
"text": [
- "panel\n"
+ "static\n"
]
}
],
@@ -486,732 +486,13 @@
"outputs": [
{
"data": {
- "application/javascript": [
- "(function(root) {\n",
- " function now() {\n",
- " return new Date();\n",
- " }\n",
- "\n",
- " var force = true;\n",
- " var py_version = '3.2.1'.replace('rc', '-rc.').replace('.dev', '-dev.');\n",
- " var is_dev = py_version.indexOf(\"+\") !== -1 || py_version.indexOf(\"-\") !== -1;\n",
- " var reloading = false;\n",
- " var Bokeh = root.Bokeh;\n",
- " var bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n",
- "\n",
- " if (typeof (root._bokeh_timeout) === \"undefined\" || force) {\n",
- " root._bokeh_timeout = Date.now() + 5000;\n",
- " root._bokeh_failed_load = false;\n",
- " }\n",
- "\n",
- " function run_callbacks() {\n",
- " try {\n",
- " root._bokeh_onload_callbacks.forEach(function(callback) {\n",
- " if (callback != null)\n",
- " callback();\n",
- " });\n",
- " } finally {\n",
- " delete root._bokeh_onload_callbacks;\n",
- " }\n",
- " console.debug(\"Bokeh: all callbacks have finished\");\n",
- " }\n",
- "\n",
- " function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n",
- " if (css_urls == null) css_urls = [];\n",
- " if (js_urls == null) js_urls = [];\n",
- " if (js_modules == null) js_modules = [];\n",
- " if (js_exports == null) js_exports = {};\n",
- "\n",
- " root._bokeh_onload_callbacks.push(callback);\n",
- "\n",
- " if (root._bokeh_is_loading > 0) {\n",
- " console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n",
- " return null;\n",
- " }\n",
- " if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n",
- " run_callbacks();\n",
- " return null;\n",
- " }\n",
- " if (!reloading) {\n",
- " console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n",
- " }\n",
- "\n",
- " function on_load() {\n",
- " root._bokeh_is_loading--;\n",
- " if (root._bokeh_is_loading === 0) {\n",
- " console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n",
- " run_callbacks()\n",
- " }\n",
- " }\n",
- " window._bokeh_on_load = on_load\n",
- "\n",
- " function on_error() {\n",
- " console.error(\"failed to load \" + url);\n",
- " }\n",
- "\n",
- " var skip = [];\n",
- " if (window.requirejs) {\n",
- " window.requirejs.config({'packages': {}, 'paths': {'vtk': 'https://cdn.jsdelivr.net/npm/vtk.js@20.0.1/vtk', 'jspanel': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/jspanel', 'jspanel-modal': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal', 'jspanel-tooltip': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip', 'jspanel-hint': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint', 'jspanel-layout': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout', 'jspanel-contextmenu': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu', 'jspanel-dock': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock', 'gridstack': 'https://cdn.jsdelivr.net/npm/gridstack@7.2.3/dist/gridstack-all', 'notyf': 'https://cdn.jsdelivr.net/npm/notyf@3/notyf.min'}, 'shim': {'vtk': {'exports': 'vtk'}, 'jspanel': {'exports': 'jsPanel'}, 'gridstack': {'exports': 'GridStack'}}});\n",
- " require([\"vtk\"], function() {\n",
- "\ton_load()\n",
- " })\n",
- " require([\"jspanel\"], function(jsPanel) {\n",
- "\twindow.jsPanel = jsPanel\n",
- "\ton_load()\n",
- " })\n",
- " require([\"jspanel-modal\"], function() {\n",
- "\ton_load()\n",
- " })\n",
- " require([\"jspanel-tooltip\"], function() {\n",
- "\ton_load()\n",
- " })\n",
- " require([\"jspanel-hint\"], function() {\n",
- "\ton_load()\n",
- " })\n",
- " require([\"jspanel-layout\"], function() {\n",
- "\ton_load()\n",
- " })\n",
- " require([\"jspanel-contextmenu\"], function() {\n",
- "\ton_load()\n",
- " })\n",
- " require([\"jspanel-dock\"], function() {\n",
- "\ton_load()\n",
- " })\n",
- " require([\"gridstack\"], function(GridStack) {\n",
- "\twindow.GridStack = GridStack\n",
- "\ton_load()\n",
- " })\n",
- " require([\"notyf\"], function() {\n",
- "\ton_load()\n",
- " })\n",
- " root._bokeh_is_loading = css_urls.length + 10;\n",
- " } else {\n",
- " root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n",
- " }\n",
- "\n",
- " var existing_stylesheets = []\n",
- " var links = document.getElementsByTagName('link')\n",
- " for (var i = 0; i < links.length; i++) {\n",
- " var link = links[i]\n",
- " if (link.href != null) {\n",
- "\texisting_stylesheets.push(link.href)\n",
- " }\n",
- " }\n",
- " for (var i = 0; i < css_urls.length; i++) {\n",
- " var url = css_urls[i];\n",
- " if (existing_stylesheets.indexOf(url) !== -1) {\n",
- "\ton_load()\n",
- "\tcontinue;\n",
- " }\n",
- " const element = document.createElement(\"link\");\n",
- " element.onload = on_load;\n",
- " element.onerror = on_error;\n",
- " element.rel = \"stylesheet\";\n",
- " element.type = \"text/css\";\n",
- " element.href = url;\n",
- " console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n",
- " document.body.appendChild(element);\n",
- " } if (((window['vtk'] !== undefined) && (!(window['vtk'] instanceof HTMLElement))) || window.requirejs) {\n",
- " var urls = ['https://cdn.holoviz.org/panel/1.2.1/dist/bundled/abstractvtkplot/vtk.js@20.0.1/vtk.js'];\n",
- " for (var i = 0; i < urls.length; i++) {\n",
- " skip.push(urls[i])\n",
- " }\n",
- " } if (((window['jsPanel'] !== undefined) && (!(window['jsPanel'] instanceof HTMLElement))) || window.requirejs) {\n",
- " var urls = ['https://cdn.holoviz.org/panel/1.2.1/dist/bundled/floatpanel/jspanel4@4.12.0/dist/jspanel.js', 'https://cdn.holoviz.org/panel/1.2.1/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal.js', 'https://cdn.holoviz.org/panel/1.2.1/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip.js', 'https://cdn.holoviz.org/panel/1.2.1/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint.js', 'https://cdn.holoviz.org/panel/1.2.1/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout.js', 'https://cdn.holoviz.org/panel/1.2.1/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu.js', 'https://cdn.holoviz.org/panel/1.2.1/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock.js'];\n",
- " for (var i = 0; i < urls.length; i++) {\n",
- " skip.push(urls[i])\n",
- " }\n",
- " } if (((window['GridStack'] !== undefined) && (!(window['GridStack'] instanceof HTMLElement))) || window.requirejs) {\n",
- " var urls = ['https://cdn.holoviz.org/panel/1.2.1/dist/bundled/gridstack/gridstack@7.2.3/dist/gridstack-all.js'];\n",
- " for (var i = 0; i < urls.length; i++) {\n",
- " skip.push(urls[i])\n",
- " }\n",
- " } if (((window['Notyf'] !== undefined) && (!(window['Notyf'] instanceof HTMLElement))) || window.requirejs) {\n",
- " var urls = ['https://cdn.holoviz.org/panel/1.2.1/dist/bundled/notificationarea/notyf@3/notyf.min.js'];\n",
- " for (var i = 0; i < urls.length; i++) {\n",
- " skip.push(urls[i])\n",
- " }\n",
- " } var existing_scripts = []\n",
- " var scripts = document.getElementsByTagName('script')\n",
- " for (var i = 0; i < scripts.length; i++) {\n",
- " var script = scripts[i]\n",
- " if (script.src != null) {\n",
- "\texisting_scripts.push(script.src)\n",
- " }\n",
- " }\n",
- " for (var i = 0; i < js_urls.length; i++) {\n",
- " var url = js_urls[i];\n",
- " if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n",
- "\tif (!window.requirejs) {\n",
- "\t on_load();\n",
- "\t}\n",
- "\tcontinue;\n",
- " }\n",
- " var element = document.createElement('script');\n",
- " element.onload = on_load;\n",
- " element.onerror = on_error;\n",
- " element.async = false;\n",
- " element.src = url;\n",
- " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
- " document.head.appendChild(element);\n",
- " }\n",
- " for (var i = 0; i < js_modules.length; i++) {\n",
- " var url = js_modules[i];\n",
- " if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n",
- "\tif (!window.requirejs) {\n",
- "\t on_load();\n",
- "\t}\n",
- "\tcontinue;\n",
- " }\n",
- " var element = document.createElement('script');\n",
- " element.onload = on_load;\n",
- " element.onerror = on_error;\n",
- " element.async = false;\n",
- " element.src = url;\n",
- " element.type = \"module\";\n",
- " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
- " document.head.appendChild(element);\n",
- " }\n",
- " for (const name in js_exports) {\n",
- " var url = js_exports[name];\n",
- " if (skip.indexOf(url) >= 0 || root[name] != null) {\n",
- "\tif (!window.requirejs) {\n",
- "\t on_load();\n",
- "\t}\n",
- "\tcontinue;\n",
- " }\n",
- " var element = document.createElement('script');\n",
- " element.onerror = on_error;\n",
- " element.async = false;\n",
- " element.type = \"module\";\n",
- " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
- " element.textContent = `\n",
- " import ${name} from \"${url}\"\n",
- " window.${name} = ${name}\n",
- " window._bokeh_on_load()\n",
- " `\n",
- " document.head.appendChild(element);\n",
- " }\n",
- " if (!js_urls.length && !js_modules.length) {\n",
- " on_load()\n",
- " }\n",
- " };\n",
- "\n",
- " function inject_raw_css(css) {\n",
- " const element = document.createElement(\"style\");\n",
- " element.appendChild(document.createTextNode(css));\n",
- " document.body.appendChild(element);\n",
- " }\n",
- "\n",
- " var js_urls = [\"https://cdn.holoviz.org/panel/1.2.1/dist/bundled/abstractvtkplot/vtk.js@20.0.1/vtk.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-3.2.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.2.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.2.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.2.1.min.js\", \"https://cdn.holoviz.org/panel/1.2.1/dist/panel.min.js\"];\n",
- " var js_modules = [];\n",
- " var js_exports = {};\n",
- " var css_urls = [];\n",
- " var inline_js = [ function(Bokeh) {\n",
- " Bokeh.set_log_level(\"info\");\n",
- " },\n",
- "function(Bokeh) {} // ensure no trailing comma for IE\n",
- " ];\n",
- "\n",
- " function run_inline_js() {\n",
- " if ((root.Bokeh !== undefined) || (force === true)) {\n",
- " for (var i = 0; i < inline_js.length; i++) {\n",
- " inline_js[i].call(root, root.Bokeh);\n",
- " }\n",
- " // Cache old bokeh versions\n",
- " if (Bokeh != undefined && !reloading) {\n",
- "\tvar NewBokeh = root.Bokeh;\n",
- "\tif (Bokeh.versions === undefined) {\n",
- "\t Bokeh.versions = new Map();\n",
- "\t}\n",
- "\tif (NewBokeh.version !== Bokeh.version) {\n",
- "\t Bokeh.versions.set(NewBokeh.version, NewBokeh)\n",
- "\t}\n",
- "\troot.Bokeh = Bokeh;\n",
- " }} else if (Date.now() < root._bokeh_timeout) {\n",
- " setTimeout(run_inline_js, 100);\n",
- " } else if (!root._bokeh_failed_load) {\n",
- " console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n",
- " root._bokeh_failed_load = true;\n",
- " }\n",
- " root._bokeh_is_initializing = false\n",
- " }\n",
- "\n",
- " function load_or_wait() {\n",
- " // Implement a backoff loop that tries to ensure we do not load multiple\n",
- " // versions of Bokeh and its dependencies at the same time.\n",
- " // In recent versions we use the root._bokeh_is_initializing flag\n",
- " // to determine whether there is an ongoing attempt to initialize\n",
- " // bokeh, however for backward compatibility we also try to ensure\n",
- " // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n",
- " // before older versions are fully initialized.\n",
- " if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n",
- " root._bokeh_is_initializing = false;\n",
- " root._bokeh_onload_callbacks = undefined;\n",
- " console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n",
- " load_or_wait();\n",
- " } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n",
- " setTimeout(load_or_wait, 100);\n",
- " } else {\n",
- " Bokeh = root.Bokeh;\n",
- " bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n",
- " root._bokeh_is_initializing = true\n",
- " root._bokeh_onload_callbacks = []\n",
- " if (!reloading && (!bokeh_loaded || is_dev)) {\n",
- "\troot.Bokeh = undefined;\n",
- " }\n",
- " load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n",
- "\tconsole.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n",
- "\trun_inline_js();\n",
- " });\n",
- " }\n",
- " }\n",
- " // Give older versions of the autoload script a head-start to ensure\n",
- " // they initialize before we start loading newer version.\n",
- " setTimeout(load_or_wait, 100)\n",
- "}(window));"
- ],
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BNuqa9r/kHbrq3W1cJ+3/qkj9kgCBjgQsAB2F7ag9C7RR17T/kDvcxnXS/kOukzEIECgvYAEob+6NBEoLtFHXtP/S92bF+9q4Ttr/inj9MQECXQhYALqI2SF7Fmijrmn/IXe4jeuk/YdcJ2MQILCUgAVgKXnvJVBCoI26pv2XuCsj3tHGddL+R0TtIwQINC5gAWg8YMfrWaCNuqb9h9zhNq6T9h9ynYxBgMCyAhaAZf29ncBcAm3UNe1/rvux5nPbuE7a/5qx+zgBAs0KWACajdbBehZoo65p/7Pe4eM7OyOf38Z10v5Hxu1jBAj0IGAB6CFlZ+xLoI26pv2H3No2rpP2H3KdjEGAQIiABSAkCGMQmEagjbqm/U9zG7Z+ShvXSfvf+iJ4AAECrQlYAFpL1Hl6Fmijrmn/IXe4jeuk/YdcJ2MQIBAlYAGIisMwBDYXaKOuaf+b34BJv9nGddL+J70UHkaAQDsCFoB2snSSngXaqGvaf8gdbuM6af8h18kYBAgEClgAAkMxEoH1BNqoa9r/eqnP9uk2rpP2P9sF8WACBFoQsAC0kKIz9CzQRl3T/kPucBvXSfsPuU7GIEAgVsACEBuNwQgcLtBGXdP+D0+6yCfauE7af5HL4iUECNQtYAGoOz/T9yzQRl3T/kPucBvXSfsPuU7GIEAgXMACEB6Q8QjsL9BGXdP+90+3+J+2cZ20/+IXxwsJEKhVwAJQa3Lm7lmgjbqm/Yfc4Tauk/Yfcp2MQYBAFQIWgCpiMiSBpwXaqGva/9OJLvqrNq6T9r/oJfJyAgTqEzhW38gmJrCpwHXXXXfPRz+y6bcjvvcnX/KSz993b8QoWwxx480333fXJ7Z4QMRXhyMMa0zEKJsOcdtXvaiB63T2gQf+6Atf2NQg4nunbn/hZ+65J2KU7Yao/d9gtzu9bxOoSeDo5cuXa5rXrAQ2FThz5sx/8hf+4qbfjvjeV3/t137qE9X35uM7z75w/pEI0C2GOPvAH930nOdu8YDlv/qcU6ce+OIXl59juwkaCOJFL/6aT9/zye0Ylv/2pUcvHnvWDcvPscUE//rXfd1P/LX/+vTp01s8w1cJVCPgfwNQTVQG3V7gz377d7z0Fa/c/jmLPGH4qxrDP6z97Kc+9f0/+VOLDDDJS4d/ZP73/9aP3/mqV7/m9OsmeeAiD3ngi//qJ7/ve/7qO352kbdP8tLhOv3qL/7PL/qal7zxm988yQMXecjwN39++E1/4Tt+9K/fcuupRQbY/qUXzj/8wd/49ccuP/amH3jr9k9b8An/7X/5nX/uO7/rxXe+fMEZtnn1w+fOfab+NWwbAd/tTcB/BqC3xJ23SoE2/qJ2M3/v/+jRo1Veo6eGbuM6+Xv/T+Xpv28r8PC5sydOntz2Kb5PoCoBC0BVcRm2S4E26loz7f/YDXX/PYc2rpP23+W/F85y6Cfa/02zPNpDCQQLWACCwzEagSNH2qhr2n/IXW7jOmn/IdepgTG0/wZCdITNBCwAm7n5FoESAm3UNe2/xF0Z8Y42rpP2PyJqHxkloP2PYvKhRgUsAI0G61j1C7RR17T/kJvYxnXS/kOuUwNjaP8NhOgI2whYALbR810Ccwm0Ude0/7nux5rPbeM6af9rxu7jKwW0/5U0ftCNgAWgm6gdtB6BNuqa9h9y49q4Ttp/yHVqYAztv4EQHWF7AQvA9oaeQGBKgTbqmvY/5Z3Y4lltXCftf4sr4Kt7BIb/e/8nTvq/+bPHxG/6FLAA9Jm7U4cKtFHXtP+Q69XGddL+Q65TA2M88c/+/d/7byBJR5hAwAIwAaJHEJhEoI26pv1Pchm2f0gb10n73/4meMKTAv7mj5tA4GoBC8DVGn5NYDGBNuqa9r/YBdr74jauk/a/N1W/21xA+9/czjcbFbAANBqsY1Ul0EZd0/5DLl0b10n7D7lODYyh/TcQoiNMLmABmJzUAwmsJ9BGXdP+10t9tk+3cZ20/9kuSHcP1v67i9yBxwlYAMY5+RSBeQTaqGva/zy3Y+2ntnGdtP+1g/eFFQLa/woYf0zgiAXAJSCwmEAbdU37X+wC7X1xG9dJ+9+bqt9tLqD9b27nmx0IWAA6CNkRIwXaqGvaf8jlauM6af8h16mBMbT/BkJ0hFkFLACz8no4gf0F2qhr2v/+6Rb/0zauk/Zf/OI0+0Ltv9loHWw6AQvAdJaeRGCcQBt1Tfsfl/bsn2rjOmn/s1+Ubl6g/XcTtYNuJWAB2IrPlwmsK7BlXdvd3V33jXN8XvufQ3WDZ255nTZ44xxf0f7nUO3zmdp/n7k79QYCFoAN0HyFwIYCbdQ17X/D+Kf+WhvXSfuf+l70+zztv9/snXx9AQvA+ma+QWAjgTbqmva/UfjTf6mN66T9T38zen3iw+fOnTh5U6+nd24CawtYANYm8wUCGwi0Ude0/w2in+MrbVwn7X+Ou9HnM5/4Z/8n+zy7UxPYTMACsJmbbxFYQ6CNuqb9rxH5nB9t4zpp/3Pekb6e7W/+9JW3004kYAGYCNJjCKwQaKOuaf8r4i39x21cJ+2/9L1p933af7vZOtm8AhaAeX09vXOBNuqa9h9yjdu4Ttp/yHVqYAztv4EQHWEpAQvAUvLe275AG3VN+w+5qW1cJ+0/5Do1MIb230CIjrCggAVgQXyvblmgjbqm/Yfc0Tauk/Yfcp0aGEP7byBER1hWwAKwrL+3tynQRl3T/kNuZxvXSfsPuU4NjKH9NxCiIywuYAFYPAIDtCbQRl3T/kPuZRvXSfsPuU4NjOH/3n8DITpCgoAFICEFM7Qj0EZd0/5DbmQb10n7D7lODYzxxD/793/vv4EkHWF5AQvA8hmYoBmBNuqa9h9yIdu4Ttp/yHVqYAx/86eBEB0hR8ACkJOFSeoWaKOuaf8ht7CN66T9h1ynBsbQ/hsI0RGiBCwAUXEYplaBNuqa9h9y/9q4Ttp/yHVqYAztv4EQHSFNwAKQloh56hNoo65p/yE3r43rpP2HXKcGxtD+GwjREQIFLACBoRipJoE26pr2H3Ln2rhO2n/IdWpgDO2/gRAdIVPAApCZi6nqEGijrmn/Ibetjeuk/YdcpwbG0P4bCNERYgUsALHRGCxdoI26pv2H3LM2rpP2H3KdGhhD+28gREdIFrAAJKdjtlyBNuqa9h9yw9q4Ttp/yHVqYAztv4EQHSFcwAIQHpDxEgXaqGvaf8jdauM6af8h16mBMbT/BkJ0hHwBC0B+RibMEmijrmn/Ibeqjeuk/YdcpwbG0P4bCNERqhCwAFQRkyFTBNqoa9p/yH1q4zpp/yHXqYExtP8GQnSEWgQsALUkZc7lBdqoa9r/8jfpiQnauE7af8h1amCMh8+dO3HypgYO4ggEqhCwAFQRkyGXF2ijrmn/y9+kJyZo4zpp/yHXqYExnvhn/ycbOIgjEKhFwAJQS1LmXFKgjbqm/S95h656dxvXSfu/KlK/3ErA3/zZis+XCWwkYAHYiM2XehJoo65p/yF3to3rpP2HXKcGxtD+GwjREWoUsADUmJqZywm0Ude0/3I35sA3tXGdtP8DQ/bDNQS0/zWwfJTApAIWgEk5PawtgTbqmvYfcivbuE7af8h1amAM7b+BEB2hXgELQL3ZmXxegTbqmvY/7y0Z/fQ2rpP2PzpwHzxEQPs/BMiPCcwsYAGYGdjj6xRoo65p/yG3r43rpP2HXKcGxtD+GwjREWoXsADUnqD5pxdoo65p/9PfjI2e2MZ10v43Ct+X9hHQ/vdB8UcEigtYAIqTe2G2QBt1TfsPuWXJ1+n4zs5IJe1/JJSPHSqg/R9K5AMEyghYAMo4e0sdAsl1bbyg9j/eatZPtnGdtP9ZL0lXD9f+u4rbYcMFLADhARmvnEAbdU37L3djDnxTG9dJ+z8wZD9cQ0D7XwPLRwnML2ABmN/YG2oQaKOuaf8hd62N66T9h1ynBsbQ/hsI0REaE7AANBao42wi0EZd0/43yX6G77RxnbT/Ga5Gp4/U/jsN3rGzBSwA2fmYbn6BNuqa9j//TRn1hjauk/Y/KmwfGiGg/Y9A8hECCwhYABZA98ocgTbqmvYfcqPauE7af8h1amAM7b+BEB2hVQELQKvJOtfhAm3UNe3/8KSLfKKN66T9F7ksXbxE++8iZoesVsACUG10Bt9OoI26pv1vdwsm+3Yb10n7n+xCdP8g7b/7KwAgXcACkJ6Q+eYQaKOuaf9z3I0NntnGddL+N4jeV/YV0P73ZfGHBKIELABRcRimhEAbdU37L3FXRryjjeuk/Y+I2kdGCWj/o5h8iMDSAhaApRPw/rICbdQ17b/srVn5tjauk/a/MmA/WFNA+18TzMcJLCZgAViM3ovLC+xeunTippvKv3faN2r/03pu/DTtf2O6ab84/Cvi+M6JaZ/paRsIPP5vsCer/zfYDQ7uKwRqFDh6+fLlGuc2M4F1BX7t137te9/29nW/lfb5h8+dO3HyZNpUa83z6MWLzz31J85++cG1vpX24Yf++I9vvPnmtKnWneeG48cvXriw7reiPv+lz3/u1ue/IGqkPod58P4v3fK8W2s/+0/92H9z+vTp2k9hfgJjBI6N+ZDPEGhAYNh1X/aKV1Z9kKFx/j//8H/5N1/7jVWf4tOf/JcvuOOOFxy5o95TPO+25//CT/zNb/qWt9R7hGHyL33uc0evu+55t91W7yluOP7sX3rnz7z2T7++3iM8OfldH/5Q1f/udN3117/nH/1v//a/96eqDsL/+qLq+Ay/roAFYF0xn69Y4Lm3Pf+l1e4Aw99zuO+uTwz6rzn9unozuHTx4kc/8P6qTzH8zZ+LFx6p+gjD8MPf+//ln/t7x3d26r1OF84/PPzNn2EB+Nqv/4Zbbj1V778ofvvMr1Z9nZ78e//DAnDq9he++M6XVxrE8PeX7vnYRysd3tgENhDwnwHYAM1XCJQW8Pf+S4uveJ+/978CpvQfP9n+S7/V+54h0MZ/6ndo/9cf889Dn5GuP2hawALQdLwO14SA9h8So/YfEoT2HxKE9h8ShDEIbCBgAdgAzVcIlBPQ/stZH/gm7f9AnnI/1P7LWR/4Ju3/QB4/JJAuYAFIT8h8PQto/yHpa/8hQWj/IUFo/yFBGIPAxgIWgI3pfJHAvALa/7y+o5+u/Y+mmveD2v+8vqOfrv2PpvJBArkCFoDcbEzWs4D2H5K+9h8ShPYfEoT2HxKEMQhsKWAB2BLQ1wlML6D9T2+60RO1/43Ypv+S9j+96UZP1P43YvMlAokCFoDEVMzUs4D2H5K+9h8ShPYfEoT2HxKEMQhMImABmITRQwhMI6D9T+O49VO0/60Jp3mA9j+N49ZP0f63JvQAAlkCFoCsPEzTs4D2H5K+9h8ShPYfEoT2HxKEMQhMKGABmBDTowhsLqD9b2436Te1/0k5N3+Y9r+53aTf1P4n5fQwAikCFoCUJMzRs4D2H5K+9h8ShPYfEoT2HxKEMQhMLmABmJzUAwmsJ6D9r+c126e1/9lo13uw9r+e12yf1v5no/VgAssLWACWz8AEPQto/yHpa/8hQWj/IUFo/yFBGIPATAIWgJlgPZbA4QLa/+FGRT6h/RdhPvwl2v/hRkU+of0XYfYSAksKWACW1PfungW0/5D0tf+QILT/kCC0/5AgjEFgVgELwKy8Hk5gfwHtf3+X4n+q/Rcn3/+F2v/+LsX/VPsvTu6FBJYRsAAs4+6tPQto/yHpa/8hQWj/IUFo/yFBGINAAQELQAFkryDwtMCW7X93d/fpZy33q0sXLx674Ybl3j/Bm7X/CRCneIT2P4XiBM/Q/idA9AgC9QhYAOrJyqT1C2zZ/kMAtP+QIC4/9tjR6+r+93DtP+Quaf8hQRiDQDGBuv+HRzEmLyKwvYD2v73hJE/wz/4nYdz+Idr/9oaTPEH7n4TRQwjUJWABqCsv09YqoP2HJKf9hwSh/YcEof2HBGEMAoUFLACFwb2uRwHtPyR17T8kCO0/JAjtPyQIYxAoL2ABKG/ujX0JaP8heWv/IUFo/yFBaP8hQRiDwCICFoBF2L20FwHtPyRp7T8kCO0/JAjtPyQIYxBYSsACsJS897YvoP2HZKz9hwSh/YcEof2HBGEMAgsKWAAWxPfqlgW0/5B0tf+QILT/kCC0/5AgjEFgWQELwLL+3t6mgPYfkqv2HxKE9h8ShPYfEoQxCCwuYAFYPAIDtCag/Yckqv2HBKH9hwSh/YcEYQwCCQIWgIQUzNCOgPYfkqX2HxKE9h8ShPYfEoQxCIQIWABCgjBGCwLaf0iK2n9IENp/SBDaf0gQxiCQI2AByMnCJHULaP8h+Wn/IUFo/yFBaP8hQRiDQJSABSAqDsPUKqD9hySn/YcEof2HBKH9hwRhDAJpAhaAtETMU5+A9h+SmfYfEoT2HxKE9h8ShDEIBApYAAJDMVJNAtp/SFraf0gQ2n9IENp/SBDGIJApYAHIzMVUdQho/yE5af8hQWj/IUFo/yFBGINArIAFIDYag6ULaP8hCWn/IUFo/yFBaP8hQRiDQLKABSA5HbPlCmj/Idlo/yFBaP8hQWj/IUEYg0C4gAUgPCDjJQpo/yGpaP8hQWj/IUFo/yFBGINAvoAFID8jE2YJaP8heWj/IUFo/yFBaP8hQRiDQBUCFoAqYjJkioD2H5KE9h8ShPYfEoT2HxKEMQjUImABqCUpcy4voP0vn8ETE2j/IUFo/yFBaP8hQRiDQEUCFoCKwjLqkgLa/5L6V71b+78KY8lfav9L6l/1bu3/Kgy/JEBgrIAFYKyUz/UsoP2HpK/9hwSh/YcEof2HBGEMAtUJWACqi8zApQW0/9LiK96n/a+AKf3H2n9p8RXv0/5XwPhjAgQOF7AAHG7kEz0LaP8h6Wv/IUFo/yFBaP8hQRiDQKUCFoBKgzN2CQHtv4TyiHdo/yOQSnxE+y+hPOId2v8IJB8hQOAgAQvAQTp+1rOA9h+SvvYfEoT2HxKE9h8ShDEIVC1gAag6PsPPJaD9zyW75nO1/zXB5vq49j+X7JrP1f7XBPNxAgT2F7AA7O/iT3sW0P5D0tf+Zw3i+M7OyOdr/yOh5v6Y9j+3sOcT6EfAAtBP1k46SkD7H8U0/4e0//mNR71B+x/FNP+HtP/5jb2BQEcCFoCOwnbUQwW0/0OJynxA+y/jfOhbtP9Dicp8QPsv4+wtBPoRsAD0k7WTHiKg/R8CVOrH2n8p6UPeo/0fAlTqx9p/KWnvIdCRgAWgo7Ad9QAB7f8AnJI/0v5Lah/wLu3/AJySP9L+S2p7F4F+BCwA/WTtpCsFtP+VNGV/oP2X9V75Nu1/JU3ZH2j/Zb29jUBHAhaAjsJ21H0FtP99Wcr/ofZf3nzfN2r/+7KU/0Ptv7y5NxLoR8AC0E/WTrqPgPa/D8oSf6T9L6G+zzu1/31Qlvgj7X8Jde8k0JGABaCjsB31GgHt/xqQpX6r/S8lf817tf9rQJb6rfa/lLz3EuhHwALQT9ZOukdA+9/DsdxvtP/l7Pe8Wfvfw7Hcb7T/5ey9mUBHAhaAjsJ21CsC2v8VimV/of0v63/l7dr/FYplf6H9L+vv7QT6EbAA9JO1k35FQPsPuQraf0gQ2n9IENp/SBDGINCDgAWgh5Sd8WkB7f9pi0V/pf0vyv/0y7X/py0W/ZX2vyi/lxPoTuBYdyd24I4Fbrz55nNffrB2gAe++K+OHj1a9Smed9vzL154ZPivqk9x9oE/2t3drfoIN/1rt5x/6KHhv6o+xTD8g1/6YtVHuOV5t1585JHhv6o+xc7Jk2cffKDqIxieQD8CRy9fvtzPaZ20Z4EzZ868/vWvr11gqP61/2v21ttv/9JnP1t7EOYnMJXAv/EN/9bHf+93p3raUs8Z2v/5c+eWevtU7/2VX/mV06dPT/U0zyGQLOB/A5CcjtkmFvjWH3z7S1/xyokfWvBx9931iV96589+/0/+VMF3Tvyq4W/+/OI7fvq1f/r1rzn9uokfXfBxwz/7//Hv/i/+xj/4xYLvnPhVw9/8+Sf/4H88vrPzxm9+88SPLvu4H/pL/+lf+el33HLrqbKvnextw9/8+ee/9b7hn8O96QfeOtlDiz9o99Kl/+4vf/d/9vYfefGdLy/+8sle+Acf/9hkz/IgAvEC/jMA8REZkMATApcuXhz+AwxVYzTz9/5r/5s//t5/yL+O/L3/kCCGMR6t/99gczBNUoWABaCKmAzZu8DQ/o/dcEPVCs20/6PX1f1vm9p/yL+OtP+QIIYxhvb/rMr/DTYH0yS1CNT9P8lqUTYngW0EtP9t9Cb87uXHHtP+J/Ts+VHaf0762n9OFiYpKWABKKntXQTWFtD+1yab5wva/zyuPT5V+89JXfvPycIkhQUsAIXBvY7AGgLa/xpYc35U+59Tt69na/85eWv/OVmYpLyABaC8uTcSGCWg/Y9imv9D2v/8xr28QfvPSVr7z8nCJIsIWAAWYfdSAocIaP+HAJX6sfZfSrr992j/ORlr/zlZmGQpAQvAUvLeS2ClgPa/kqbsD7T/st4tv037z0lX+8/JwiQLClgAFsT3agL7CGj/+6As8Ufa/xLqbb5T+8/JVfvPycIkywpYAJb193YCewS0/z0cy/1G+1/OvrU3a/85iWr/OVmYZHEBC8DiERiAwFcEtP+Qq6D9hwTRwBjaf06I2n9OFiZJELAAJKRgBgJHtP+QS6D9hwTRwBjaf06I2n9OFiYJEbAAhARhjK4FtP+Q+LX/kCAaGEP7zwlR+8/JwiQ5AhaAnCxM0qmA9h8SvPYfEkQDY2j/OSFq/zlZmCRKwAIQFYdhuhPQ/kMi1/5DgmhgDO0/J0TtPycLk6QJWADSEjFPRwLaf0jY2n9IEA2Mof3nhKj952RhkkABC0BgKEbqQkD7D4lZ+w8JooExtP+cELX/nCxMkilgAcjMxVSNC2j/IQFr/yFBNDCG9p8Tovafk4VJYgUsALHRGKxZgW3a/+7uboLLw2fPnrjppoRJtplB+99Gz3evFtD+r9ZY9tfa/7L+3l6LgAWglqTM2YjANu0/hED7DwniwvmHj++cCBmm5zG0/5z0tf+cLEwSLmABCA/IeE0JaP8hcfpn/yFBNDCG9p8Tovafk4VJ8gUsAPkZmbARAe0/JEjtPySIBsbQ/nNC1P5zsjBJFQIWgCpiMmT1Atp/SITaf0gQDYyh/eeEqP3nZGGSWgQsALUkZc6KBbT/kPC0/5AgGhhD+88JUfvPycIkFQlYACoKy6hVCmj/IbFp/yFBNDCG9p8Tovafk4VJ6hKwANSVl2krE9D+QwLT/kOCaGAM7T8nRO0/JwuTVCdgAaguMgNXI6D9h0Sl/YcE0cAY2n9OiNp/ThYmqVHAAlBjamauQED7DwlJ+w8JooExtP+cELX/nCxMUqmABaDS4IwdLaD9h8Sj/YcE0cAY2n9OiNp/ThYmqVfAAlBvdiYPFdD+Q4LR/kOCaGAM7T8nRO0/JwuTVC1gAag6PsPHCWj/IZFo/yFBNDCG9p8Tovafk4VJahewANSeoPmDBLT/kDC0/5AgGhhD+88JUfvPycIkDQhYABoI0REiBLT/iBiOHNH+Q4JoYAztPydE7T8nC5O0IWABaCNHp1hYQPtfOICnXq/9PyXhv28roP1vKzjd97X/6Sw9icBXBCwArgKBbQW0/20FJ/q+9j8RpMcc0f5zLoH2n5OFSVoSsAC0lKazLCCg/S+Avt8rtf/9VPzZJgLa/yZq83xH+5/H1VMJHLEAuAQENhfQ/je3m/Sb2v+knF0/TPvPiV/7z8nCJO0JWADay9SJCglo/4WgD3uN9n+YkJ+PFdD+x0rN/zntf35jb+hawALQdfwOv7GA9r8x3bRf1P6n9ez5adp/Tvraf04WJmlVwALQarLONaOA9j8j7jqP1v7X0fLZgwS0/4N0yv5M+y/r7W2dClgAOg3esTcW0P43ppv2i9r/tJ49P037z0lf+8/JwiRtC1gA2s7X6SYW0P4nBt30cdr/pnK+d62A9n+tyHK/1/6Xs/fm7gQsAN1F7sAbC2j/G9NN+0Xtf1rPnp+m/eekr/3nZGGSHgQsAD2k7IwTCGj/EyBO8QjtfwpFz3hcQPvPuQfaf04WJulEwALQSdCOuZWA9r8V33Rf1v6ns+z9Sdp/zg3Q/nOyMEk/AhaAfrJ20g0FtP8N4ab+mvY/tWi/z9P+c7LX/nOyMElXAhaAruJ22LUFtP+1yeb5gvY/j2uPT9X+c1LX/nOyMElvAhaA3hJ33jUEtP81sOb8qPY/p25fz9b+c/LW/nOyMEmHAhaADkN35FEC2v8opvk/pP3Pb9zLG7T/nKS1/5wsTNKngAWgz9yd+hAB7f8QoFI/1v5LSbf/Hu0/J2PtPycLk3QrYAHoNnoHXymg/a+kKfsD7X9W7+M7O7M+P+rh2n9OHNp/ThYm6VnAAtBz+s6+j4D2vw/KEn+k/S+h3uY7tf+cXLX/nCxM0rmABaDzC+D4ewS0/z0cy/1G+1/OvrU3a/85iWr/OVmYhIAFwB0g8BUB7T/kKmj/IUE0MIb2nxOi9p+ThUkIDAIWANeAwOMC2n/IPdD+Q4JoYAztPydE7T8nC5MQeFLAAuAmEND+U+6A9p+SRP1zaP85GWr/OVmYhMAVAQvAFQq/6FTAP/sPCV77DwmigTG0/5wQtf+cLExC4GoBC8DVGn7dnYD2HxK59h8SRANjaP85IWr/OVmYhMA1AhaAa0D8tiMB7T8kbO0/JIgGxtD+c0LU/nOyMAmBZwpYAJ5p4k+6END+Q2LW/kOCaGAM7T8nRO0/JwuTENhXwAKwL4s/bFxA+w8JWPsPCaKBMbT/nBC1/5wsTEJglYAFYJWMP29WQPsPiVb7DwmigTG0/5wQtf+cLExC4AABC8ABOH7UoID2HxKq9h8SRANjXDh//sTJm2o/yO6lS9cfO1b7KbT/2hM0fz8CRy9fvtzPaZ20Z4EzZ8787Xf9/Yf++MtVIzx4/5dued6tVR/h85++70Vf85KhKFR9ij/85L/8qq95SdVHaGP4NoJ45OGHnn3ixqoT+fA/+61vfN0bzn75wapP8SPf+92nT5+u+giGJzBSoPp/3jDynD5GYBAY3/6Hf6YYKPaCO+74F7//eyMXgMwjDKpHjx4d3/4zT3Hzc55z3913jVwAMo8wBHH+oXO33Hpq5D3PPMXOjTfee9cnRgYxnDTzFDfefPNDZ8+OXAAyjzDYPu+228a3/8xT3PaiF438l4OPEWhAwALQQIiOMFbgpa945fBfYz8d9rmHz579/H33DkO98ZvfHDbaGuMMf/PnXT/+Y0NXeM3p163xtaSPXjj/8PmHHnrvL/+jqoMYRP/3v/fO4f+v9xRP/r3/X/+//8/Xvv4N4zeZpKv0+CzD3/z5wHvf84U//HS9QQynGFb6n/z+7/1Tf+Y/fvGdL08THjnP+XPn/vCeT478sI8RaEDAfwaggRAdoX2Bof2fuKn6v+Xs7/23f1NLndB/6reU9OHvaeDv/Q/tf+fkycOP6hMEGhKwADQUpqM0KqD9hwQ7/LP/4zsnQobpeQztPyd97T8nC5MQWEvAArAWlw8TKC2g/ZcWX/E+7X8FTOk/1v5Li69+n/a/2sZPCKQLWADSEzJfzwLaf0j62n9IENp/SBDDGNp/ThYmIbCBgAVgAzRfIVBCQPsvoTziHdr/CKQSH9H+SyiPe4f2P87JpwjkClgAcrMxWc8C2n9I+tp/SBDaf0gQwxjaf04WJiGwsYAFYGM6XyQwl4D2P5fsms/V/tcEm+vj2v9csus/V/tf38w3CCQKWAASUzFTzwLaf0j62n9IENp/SBDDGNp/ThYmIbClgAVgS0BfJzClgPY/peYWz9L+t8Cb8qva/5Sa2z1L+9/Oz7cJZAlYALLyME3PAtp/SPraf0gQ2n9IEMMY2n9OFiYhMImABWASRg8hsK2A9r+t4ETf1/4ngtz2Mdr/toLTfV/7n87SkwikCFgAUpIwR88C2n9I+tp/SBDaf0gQwxjaf04WJiEwoYAFYEJMjyKwiYD2v4naDN/R/mdA3eSR2v8mavN8R/ufx9VTCSwvYAFYPgMT9Cyg/Yekr/2HBKH9hwQxjKH952RhEgKTC1gAJif1QAJjBbT/sVIzf077nxl47OO1/7FS839O+5/f2BsILClgAVhS37t7FtD+Q9LX/kOC0P5DghjG0P5zsjAJgZkELAAzwXosgYMEtP+DdAr+TPsviH3Qq7T/g3TK/kz7L+vtbQSWEbAALOPurT0LaP8h6Wv/IUFo/yFBDGNo/zlZmITArAIWgFl5PZzAtQJbtv/d3d1rn7jE7y8/9tjR6+r+dw/tf4mLs887tf99UBb6I+1/IXivJbCAQN3/I3wBMK8ksIXAlu1/izdP+VXtf0rNvp+l/efkr/3nZGESAgUELAAFkL2CwOMC2n/IPfDP/kOC0P5DghjG0P5zsjAJgTICFoAyzt7Su4D2H3IDtP+QILT/kCCGMbT/nCxMQqCYgAWgGLUX9Sug/Ydkr/2HBKH9hwQxjKH952RhEgIlBSwAJbW9q0cB7T8kde0/JAjtPySIYQztPycLkxAoLGABKAzudX0JaP8heWv/IUFo/yFBDGNo/zlZmIRAeQELQHlzb+xFQPsPSVr7DwlC+w8JYhhD+8/JwiQEFhGwACzC7qXtC2j/IRlr/yFBaP8hQQxjaP85WZiEwFICFoCl5L23ZQHtPyRd7T8kCO0/JIhhDO0/JwuTEFhQwAKwIL5Xtymg/Yfkqv2HBKH9hwQxjKH952RhEgLLClgAlvX39tYEtP+QRLX/kCC0/5AghjG0/5wsTEJgcQELwOIRGKAdAe0/JEvtPyQI7T8kiGEM7T8nC5MQSBCwACSkYIYWBLT/kBS1/5AgtP+QIIYxtP+cLExCIETAAhAShDHqFtD+Q/LT/kOC0P5DghjG0P5zsjAJgRwBC0BOFiapVUD7D0lO+w8JQvsPCWIYQ/vPycIkBKIELABRcRimPgHtPyQz7T8kCO0/JIhhDO0/JwuTEEgTsACkJWKemgS0/5C0tP+QILT/kCCGMbT/nCxMQiBQwAIQGIqR6hDQ/kNy0v5DgtD+Q4IYxtD+c7IwCYFMAQtAZi6mShfQ/kMS0v5DgtD+Q4IYxtD+c7IwCYFYAQtAbDQGyxXQ/kOy0f5DgtD+Q4IYxtD+c7IwCYFkAQtAcjpmSxTQ/kNS0f5DgtD+Q4IYxtD+c7IwCYFwAQtAeEDGyxLQ/kPy0P5DgtD+Q4IYxtD+c7IwCYF8AQtAfkYmTBHQ/kOS0P5DgtD+Q4IYxtD+c7IwCYEqBCwAVcRkyOUFtP/lM3hiAu0/JAjtPySIYQztPycLkxCoRcACUEtS5lxSQPtfUv+qd2v/V2Es+Uvtf0n9ve/W/vd6+B0BAqMELACjmHyoZwHtPyR97T8kCO0/JIhhDO0/JwuTEKhLwAJQV16mLS2g/ZcWX/E+7X8FTOk/1v5Li69+n/a/2sZPCBA4RMACcAiQH/csoP2HpK/9hwSh/YcEMYyh/edkYRICNQpYAGpMzcwlBLT/Esoj3qH9j0Aq8RHtv4TyuHdo/+OcfIoAgZUCFoCVNH7Qs4D2H5K+9h8ShPYfEsQwhvafk4VJCNQrYAGoNzuTzyWg/c8lu+Zztf81wdb7+PGdnZFf0P5HQhX4mPZfANkrCPQgYAHoIWVnXENA+18Da86Pav9z6q7xbO1/DayZP6r9zwzs8QQ6ErAAdBS2ox4qoP0fSlTmA9p/GedD36L9H0pU7APafzFqLyLQg4AFoIeUnXGUgPY/imn+D2n/8xuPeoP2P4qpyIe0/yLMXkKgIwELQEdhO+oBAtr/ATglf6T9l9Q+4F3a/wE4hX+k/RcG9zoCPQhYAHpI2RkPEdD+DwEq9WPtv5T0Ie/R/g8BKvhj7b8gtlcR6EjAAtBR2I66r4D2vy9L+T/U/sub7/tG7X9flkX+UPtfhN1LCfQgYAHoIWVnXCmg/a+kKfsD7b+s98q3af8raYr/QPsvTu6FBDoSsAB0FLajXiOg/V8DstRvtf+l5K95r/Z/DciCv9X+F8T3agI9CFgAekjZGfcR0P73QVnij7T/JdT3eaf2vw/KQn+k/S8E77UEOhKwAHQUtqNeEdD+r1As+wvtf1n/K2/X/q9QLP4L7X/xCAxAoAcBC0APKTvjHgHtfw/Hcr/R/pez3/Nm7X8Px6K/0f4X5fdyAh0JWAA6CttRBwHtP+QaaP8hQWj/IUEMY2j/OVmYhEDzAhaA5iN2wKcFnn3ixImbbnr693X+6vJjjx29ru5/5d5w/NnHd07Uyd/U1I//K+Jk9f+KeNYNN1x/7FjtwTTQ/p+9c2Ln5MnagzA/gU4Ejl6+fLmTozpm5wJnzpx5wxveUDvC8C/Yo0eP1n6KBuYXRAMh5hzheS94wf2f+1zOPBtM8uwbb3zkoYc2+GLUV9797nefPn06aiTDEJhJoPp/ajKTi8c2KfAtb33bqdtvr/doZx944H/9uz/zbW/7oXqPcOnRR//xL/z8na969dd+/TfUe4ph8r/1l7/7v/qp/77eI1w4f/59v/Lu4zs7r319xVvx8M/+f+w7v/2v/PQ76g1imPzTd9/9wff9xlt+8O31nmL4X0u+86//6Le97fuee9tt9Z7iy/ffX+/wJiewroAFYF0xn69b4JZbT1V6gOF/xP7RF74wDF/vEa7+e//1nmKI4MEvfbHqIIa/93/F/8ovqvvXxe6lS1f+5k+9pxj+5s8QR9XX6fy5c1f+5k+9QTz22GNf/Oxnq/tXgYEJbCxQ998k3vjYvkigLoEG/t7/1e2/LvzGpvWf+s0JtIG/9391+8+BXXeSof1fV/l/sGrdI/s8AQuAO0AgXUD7T0+onvm0/5ystP+QLLT/kCCMUVjAAlAY3OsIrCeg/a/n5dOrBbT/1Talf6L9lxZf8T7tfwWMP25fwALQfsZOWK+A9l9vdmmTa/85iWj/IVlo/yFBGGMRAQvAIuxeSuBwAe3/cCOfGCeg/Y9zKvEp7b+E8oh3aP8jkHykZQELQMvpOlu9Atp/vdmlTa795ySi/Ydkof2HBGGMBQUsAAviezWB/QW0//1d/On6Atr/+mZzfUP7n0t2zedq/2uC+XibAhaANnN1qnoFtP96s0ubXPvPSUT7D8lC+w8JwhiLC1gAFo/AAASeFtD+n7bwq+0EtP/t/Kb8tvY/peYWz9L+t8Dz1dYELACtJeo89Qpo//Vmlza59p+TiPYfkoX2HxKEMUIELAAhQRijdwHtv/cbMN35tf/pLLd9kva/reBE39f+J4L0mHYELADtZOkk9Qpo//Vmlza59p+TiPYfkoX2HxKEMaIELABRcRimRwHtv8fU5zmz9j+P6yZP1f43UZvhO9r/DKge2YKABaCFFJ2hXgHtv97s0ibX/nMS0f5DstD+Q4IwRqCABSAwFCP1IqD995L0/OfU/uc3HvsG7X+s1Myf0/5nBvb4ugUsAHXnZ/p6BbT/erNLm1z7z0lE+w/JQvsPCcIYsQIWgNhoDNaygPbfcrplz6b9l/U+6G3a/0E6BX+m/RfE9qpaBSwAtSZn7noFtP96s0ubXPvPSUT7D8lC+w8JwhjhAhaA8ICM15rAlu1/d3d3cZEL5x8+vnNi8TEMoP3n3AHtPyQL7T8kCGPkC1gA8jMyYTsCW7b/BAjtPyGFYQbtPySIYQztPyQL7T8kCGNUIWABqCImQ7YgoP23kGLGGbT/jBwen0L7D8lC+w8Jwhi1CFgAaknKnHULaP9155c0vfafk4b2H5KF9h8ShDEqErAAVBSWUWsV0P5rTS5vbu0/JxPtPyQL7T8kCGPUJWABqCsv09YnoP3Xl1nqxNp/TjLaf0gW2n9IEMaoTsACUF1kBq5JQPuvKa3sWbX/nHy0/5AstP+QIIxRo4AFoMbUzFyHgPZfR041TKn956Sk/Ydkof2HBGGMSgUsAJUGZ+x0Ae0/PaF65tP+c7LS/kOy0P5DgjBGvQIWgHqzM3mugPafm01tk2n/OYlp/yFZaP8hQRijagELQNXxGT5RQPtPTKXOmbT/nNy0/5AstP+QIIxRu4AFoPYEzZ8loP1n5VHzNNp/Tnraf0gW2n9IEMZoQMAC0ECIjpAioP2nJFH/HNp/Tobaf0gW2n9IEMZoQ8AC0EaOTrG8gPa/fAatTKD95ySp/Ydkof2HBGGMZgQsAM1E6SBLCmj/S+q39W7tPydP7T8kC+0/JAhjtCRgAWgpTWdZRkD7X8a9xbdq/zmpav8hWWj/IUEYozEBC0BjgTpOaQHtv7R4u+/T/nOy1f5DstD+Q4IwRnsCFoD2MnWicgLafznr1t+k/eckrP2HZKH9hwRhjCYFLABNxupQJQS0/xLKfbxD+8/JWfsPyUL7DwnCGK0KWABaTda55hXQ/uf17enp2n9O2tp/SBbaf0gQxmhYwALQcLiONpeA9j+XbH/P1f5zMtf+Q7LQ/kOCMEbbAhaAtvN1uukFtP/pTXt9ovafk7z2H5KF9h8ShDGaF7AANB+xA04poP1Pqdn3s7T/nPy1/5AstP+QIIzRg4AFoIeUnXEaAe1/GkdPOXJE+8+5Bdp/SBbaf0gQxuhEwALQSdCOua2A9r+toO8/JaD9PyWx/H/X/pfP4IkJtP+QIIzRj4AFoJ+snXRzAe1/czvf3Cug/e/1WPJ32v+S+le9W/u/CsMvCRQSsAAUgvaaegW0/3qzS5tc+89JRPsPyUL7DwnCGL0JWAB6S9x51xPQ/tfz8unVAtr/apvSP9H+S4uveJ/2vwLGHxOYXcACMDuxF9QroP3Xm13a5Np/TiLaf0gW2n9IEMboU8AC0GfuTn24gPZ/uJFPjBPQ/sc5lfiU9l9CecQ7tP8RSD5CYEYBC8CMuB5dr4D2X292aZNr/zmJaP8hWWj/IUEYo2cBC0DP6Tv7/gLa//4u/nR9geT2f3xnZ+SBdi9duv7YsZEfjv2Y9h8SjfYfEoQxOhewAHR+ARz/WgHt/1oRv99UILn9jz+T9j/eatZPnj93bufkyVlfUeDh2n8BZK8gMEbAAjBGyWd6EdD+e0l6/nNq//Mbj32Df/Y/Vmrmz2n/MwN7PIE1BCwAa2D5aNsC2n/b+ZY8nfZfUvvgd2n/B/sU+6n2X4zaiwiMEbAAjFHymfYFtP/2My51Qu2/lPTh79H+Dzcq8gntvwizlxBYQ8ACsAaWj7YqoP23mmz5c2n/5c1XvVH7XyVT+M+1/8LgXkdgjIAFYIySz7QsoP23nG7Zs2n/Zb0Pepv2f5BOwZ9p/wWxvYrAGgIWgDWwfLQ9Ae2/vUyXOpH2v5T8M9+r/T/TZJE/0f4XYfdSAmMELABjlHymTQHtv81clziV9r+E+v7v1P73dyn+p9p/cXIvJLCGgAVgDSwfbUlA+28pzWXPov0v63/127X/qzUW/LX2vyC+VxMYI2ABGKPkM60JaP+tJbrcebT/5eyvfbP2f63IQr/X/heC91oCawhYANbA8tE2BLT/NnJMOIX2n5DCkzNo/yFZaP8hQRiDwMECFoCDffy0NQHtv7VElzuP9r+c/bVv1v6vFVno99r/QvBeS2BtgWNrf8MXCFQrcPaBB37nPWeqHf/xwV/41V/9wd/49aqP8OTwv33mV6s+xdd9/Tf88996X9VHGIY/cfLkB977ntpP8em77x6WsapP8Sde+FUf/q3frPoIw/Bfvv/+91f+b7C1R2B+AuMFLADjrXyyeoEPvu83qj7DbV/1os986lOPnD9f9SkuPvLIRz/w/qqP8JxTpz7+e7978eLFqk9x9OjRy5cvV32EYfhbb7/9/f/0/636FM9/0Z/8/Kfv+8wf3FP1KXZuvPH3f7PufzYxrGFVR2B4AmsJWADW4vLhugX+3f/gm176ildWeoYL5x/+zD33fOKDv/9tb/vhSo/w5Ng//zf/xp2vevVrTr+u0lMM/7B52GF+95++t+ogdi9d+sfv+rnjOztv/OY3VxrEMPbwN39+9C1vessPvv2WW09Veorz584N/+z//i98/k0/8NZKjzCMPfzNn5/4nu/6pjd/64vvfHmlp7hw/vx9d99V6fDGJrCBgP8MwAZovkKgtMDQ/o/vnCj9Vu97hoC/9/8MksX+wN/7X4x+74sb+Hv/Q/sfluG9x/I7Ao0LWAAaD9jxGhDQ/kNC1P5DghjG0P5DstD+Q4IwBoF1BSwA64r5PIGiAtp/Ue7VL9P+V9uU/on2X1p8xfu0/xUw/phABQIWgApCMmK3Atp/SPTaf0gQwxjaf0gW2n9IEMYgsJmABWAzN98iMLuA9j878bgXaP/jnEp8SvsvoTziHdr/CCQfIRAtYAGIjsdw3Qpo/yHRa/8hQQxjaP8hWWj/IUEYg8A2AhaAbfR8l8AsAtr/LKzrP1T7X99srm9o/3PJrvlc7X9NMB8nECpgAQgNxljdCmj/IdFr/yFBDGNo/yFZaP8hQRiDwPYCFoDtDT2BwGQC2v9klNs9SPvfzm/Kb2v/U2pu8Sztfws8XyUQJ2ABiIvEQN0KaP8h0Wv/IUEMY2j/IVlo/yFBGIPAVAIWgKkkPYfAVgLa/1Z8031Z+5/Octsnaf/bCk70fe1/IkiPIRAkYAEICsMo3Qpo/yHRa/8hQQxjaP8hWWj/IUEYg8C0AhaAaT09jcDaAtr/2mTzfEH7n8d1k6dq/5uozfAd7X8GVI8kECFgAYiIwRDdCmj/IdFr/yFBDGNo/yFZaP8hQRiDwBwCFoA5VD2TwCgB7X8U0/wf0v7nNx77Bu1/rNTMn9P+Zwb2eAILC1gAFg7A67sV0P5Dotf+Q4IYxtD+Q7LQ/kOCMAaB+QQsAPPZejKBlQLa/0qasj/Q/st6H/Q27f8gnYI/0/4LYnsVgcUELACL0XtxtwLaf0j02n9IEMMY2n9IFtp/SBDGIDC3gAVgbmHPJ7BHYMv2v7u7u+dxfrOpgPa/qdz039P+pzfd6Ina/0ZsvkSgSgELQJWxGbpSgS3bf6WnDhxb+88JRfsPyUL7DwnCGATKCFgAyjh7C4Ej2n/IJdD+Q4IYxtD+Q7LQ/kOCMAaBYgIWgGLUXtS1gPYfEr/2HxLEMIb2H5KF9h8ShDEIlBSwAJTU9q5OBbT/kOC1/5AghjG0/5AstP+QIIxBoLCABaAwuNd1J6D9h0Su/YcEMYyh/Ydkof2HBGEMAuUFLADlzb2xIwHtPyRs7T8kiGEM7T8kC+0/JAhjEFhEwAKwCLuXdiGg/YfErP2HBDGMof2HZKH9hwRhDAJLCVgAlpL33sYFtP+QgLX/kCCGMbT/kCy0/5AgjEFgQQELwIL4Xt2sgPYfEq32HxLEMIb2H5KF9h8ShDEILCtgAVjW39sbFND+Q0LV/kOCGMbQ/kOy0P5DgjAGgcUFLACLR2CApgS0/5A4tf+QIIYxtP+QLLT/kCCMQSBBwAKQkIIZGhHQ/kOC1P5DghjG0P5DstD+Q4IwBoEQAQtASBDGqF5A+w+JUPsPCWIYQ/sPyUL7DwnCGARyBCwAOVmYpGIB7T8kPO0/JIhhDO0/JAvtPyQIYxCIErAARMVhmCoFtP+Q2LT/kCCGMbT/kCy0/5AgjEEgTcACkJaIeSoT0P5DAtP+Q4IYxtD+Q7LQ/kOCMAaBQAELQGAoRqpGQPsPiUr7DwliGEP7D8lC+w8JwhgEMgUsAJm5mKoCAe0/JCTtPySIYQztPyQL7T8kCGMQiBWwAMRGY7BoAe0/JB7tPySIYQztPyQL7T8kCGMQSBawACSnY7ZQAe0/JBjtPySIYQztPyQL7T8kCGMQCBewAIQHZLw4Ae0/JBLtPySIYQztPyQL7T8kCGMQyBewAORnZMIgAe0/JAztPySIYQztPyQL7T8kCGMQqELAAlBFTIaMEND+I2I4ckT7DwliGEP7D8lC+w8JwhgEahGwANSSlDkXFtD+Fw7gqddr/09JLP/ftf/lM3hiAu0/JAhjEKhIwAJQUVhGXUxA+1+Mfu+Ltf+9Hkv+TvtfUv+qd2v/V2H4JQECYwUsAGOlfK5bAe0/JHrtPySIYQztPyQL7T8kCGMQqE7AAlBdZAYuKqD9F+Ve/TLtf7VN6Z9o/6XFV7xP+18B448JEDhcwAJwuJFPdCug/YdEr/2HBDGMof2HZKH9hwRhDAKVClgAKg3O2LMLaP+zE497gfY/zqnEp7T/Esoj3qH9j0DyEQIEDhKwAByk42fdCmj/IdFr/yFBDGNo/yFZaP8hQRiDQNUCFoCq4zP8LALa/yys6z9U+1/fbI1vHN/ZGf9p7X+81ayf1P5n5fVwAv0IWAD6ydpJRwlo/6OY5v+Q9j+/8dg3aP9jpWb+nPY/M7DHE+hIwALQUdiOeqiA9n8oUZkPaP9lnMe8Rfsfo1TgM9p/AWSvINCPgAWgn6yd9BAB7f8QoFI/1v5LSR/+Hu3/cKMin9D+izB7CYGOBCwAHYXtqAcIaP8H4JT8kfZfUvvgd2n/B/sU+6n2X4zaiwj0I2AB6CdrJ10poP2vpCn7A+2/rPdBb9P+D9Ip+DPtvyC2VxHoSMAC0FHYjrqvgPa/L0v5P9T+y5uveqP2v0qm8J9r/4XBvY5APwIWgH6ydtJ9BLT/fVCW+CPtfwn1/d+p/e/vUvxPtf/i5F5IoCMBC0BHYTvqNQLa/zUgS/1W+19K/pnv1f6fabLIn2j/i7B7KYF+BCwA/WTtpHsEtP89HMv9Rvtfzv7aN2v/14os9HvtfyF4ryXQkYAFoKOwHfWKgPZ/hWLZX2j/y/pf/Xbt/2qNBX+t/S+I79UE+hGwAPSTtZN+RUD7D7kK2n9IEMMY2n9IFtp/SBDGINC8gAWg+YgdcI+A9r+HY7nfaP/L2V/7Zu3/WpGFfq/9LwTvtQR6FLAA9Jh6t2c+evTo8Z0T3R4/5+DXXX/9iZM35cyz2SS7ly5df+zYZt/N+VYD7f/yY4/tnDyZQ7rZJA20/yOP/xvszmbH9y0CBAoLHL18+XLhV3odgUUEzpw58+ff9OZFXv3Ml15//fXP/MMxf3LxwoWQ0rnxEYZj7u7ujjlsgc9sfIrhf4MRskxufIQhhefceuqBL32xgPOhr9j4FA0EMeA86/gNjzx8/lClAh/YOIicf1EPShuf4n/6hXedPn26gLNXEFhcoPp/fLW4oAEqEvgPv+0/3/h/MIQc85d//n8YThEyzAZjDP/U/Nf/yf9156tefer2F27w9ZCvDP+8+e/80F/9i9/zfSHzbDbGH3z8YxceeeTf/4/+zGZfT/jWs3dO/J0feVvtQXz5/vs/8v7f/sa/9MYE0g1nOHr0H/7MO/7cd37Xhl/P+Jp/HpqRgykKCVgACkF7TYjAi+98ecgkG4xxz0c/Mnyr3iM8+ff+hwWg6lMMO8zZBx+o+gjD8MPf/PnQ+35z+Asb9V6n8+fOPfk3f55722233HpqOFSN/2/4mz/vf8+ZYfJ6g7hw/vyVv/lT7ymGCO7+8IdqvEJmJrCZgP8MwGZuvkWAwHoC/lO/63nN+ekG/t7/lfY/p9Psz27g7/1f3f5n9/ICAgSmE7AATGfpSQQIrBDQ/lfALPDH2v8C6Pu9UvvfT8WfESBQSMACUAjaawh0K6D950Sv/Ydkof2HBGEMAt0KWAC6jd7BCZQQ0P5LKI97h/Y/zmn2T2n/sxN7AQEChwlYAA4T8nMCBDYV0P43lZv+e9r/9KYbPVH734jNlwgQmFjAAjAxqMcRIPCkgPafcxO0/5AstP+QIIxBgIAFwB0gQGB6Ae1/etNNn6j9byo38fe0/4lBPY4AgS0ELABb4PkqAQL7CWj/+6ks82fa/zLuz3ir9v8MEn9AgMCSAhaAJfW9m0B7Atp/Tqbaf0gW2n9IEMYgQOCKgAXgCoVfECCwrYD2v63gdN/X/qez3OpJ2v9WfL5MgMA8AhaAeVw9lUB/Atp/Tubaf0gW2n9IEMYgQOAaAQvANSB+S4DAJgLa/yZq83xH+5/Hde2nav9rk/kCAQKlBCwApaS9h0C7Atp/Trbaf0gW2n9IEMYgQGBfAQvAviz+kACBsQLa/1ip+T+n/c9vPOoN2v8oJh8iQGA5AQvAcvbeTKB+Ae0/J0PtPyQL7T8kCGMQIHCAgAXgABw/IkDgIAHt/yCdsj/T/st6r3yb9r+Sxg8IEEgSsAAkpWEWAvUIaP85WWn/IVlo/yFBGIMAgUMFLACHEvkAAQLXCmj/14os93vtfzn7PW/W/vdw+A0BAtkCFoDsfExHYK/A7u7u3j9Y4Hfa/wLoK16p/a+AKf3H2n9pce8jQGA7AQvAdn6+TaAzAe0/J3DtPyQL7T8kCGMQIDBewAIw3sonCfQuoP3n3ADtPyQL7T8kCGMQILCWgAVgLS4fJtCvgPafk732H5KF9h8ShDEIEFhXwAKwrpjPE+hRQPvPSV37D8lC+w8JwhgECGwgYAHYAM1XCPQloP3n5K39h2Sh/YcEYQwCBDYTsABs5uZbBHoR0P5zktb+Q7LQ/kOCMAYBAhsLWAA2pvNFAu0LaP85GWv/IVlo/yFBGIMAgW0ELADb6PkugZYFtP+cdLX/kCy0/5AgjEGAwJYCFoAtAX2dQJsC2n9Ortp/SBbaf0gQxiBAYHsBC8D2hp5AoDUB7T8nUe0/JAvtPyQIYxAgMImABWASRg8h0I6A9p+TpfYfkoX2HxKEMQgQmErAAjCVpOcQaEFA+89JUfsPyUL7DwnCGAQITChgAZgQ06MI1C2g/efkp/2HZKH9hwRhDAIEphWwAEzr6WkEahXQ/nOS0/5DstD+Q4IwBgECkwtYACYn9UAC9Qlo/zmZaf8hWWj/IUEYgwCBOQQsAHOoeiaBmgS0/5y0tP+QLLT/kCCMQYDATAIWgJlgPZZAHQLaf05O2n9IFtp/SBDGIEBgPgELwHy2nkwgXUD7z0lI+w/JQvsPCcIYBAjMKmABmJXXwwnkCmj/Odlo/yFZaP8hQRiDAIG5BSwAcwt7PoFEAe0/JxXtPyQL7T8kCGMQIFBAwAJQANkrCGQJaP85eWj/IVlo/yFBGIMAgTICFoAyzt5CIEVA+09J4sgR7T8kC+0/JAhjECBQTMACUIzaiwgsL6D9L5/BUxNo/09JLPzftf+FA/B6AgSWELAALKHunQSWEND+l1Df/53a//4uxf9U+y9O7oUECEQIWAAiYjAEgbkFtP+5hcc/X/sfbzXrJ7X/WXk9nACBZAELQHI6ZiMwjYD2P43jFE/R/qdQnOAZ2v8EiB5BgEC1AhaAaqMzOIFxAtr/OKcSn9L+SyiPeIf2PwLJRwgQaFnAAtByus5GQPvPuQPaf0gW2n9IEMYgQGBBAQvAgvheTWBeAe1/Xt91nq79r6M142e1/xlxPZoAgXoELAD1ZGVSAusIaP/raM37We1/Xt/RT9f+R1P5IAECjQtYABoP2PH6FND+c3KPbf/Hd3ZGKp0/d27n5MmRH479mPYfG43BCBAoL2ABKG/ujQTmFdD+5/Vd5+mx7X/8IbT/8VazfvLC+fPjd7ZZJ/FwAgQaELAANBCiIxB4WkD7f9pi6V9p/0sn8JX3+2f/IUEYgwCBHAELQE4WJiGwrYD2v63gdN/X/qez3OpJ2v9WfL5MgECjAhaARoN1rP4EtP+czLX/kCy0/5AgjEGAQJqABSAtEfMQ2ERA+99EbZ7vaP/zuK79VO1/bTJfIECgGwELQDdRO2i7Atp/Trbaf0gW2n9IEMYgQCBTwAKQmYupCIwV0P7HSs3/Oe1/fuNRb9D+RzH5EAECHQtYADoO39HrF9D+czLU/kOy0P5DgjAGAQLJAhaA5HTMRuAgAe3/IJ2yP9P+y3qvfJv2v5LGDwgQIHCVgAXgKgy/JFCPgPafk5X2H5KF9h8ShDEIEMgXsADkZ2RCAtcKaP/Xiiz3e+1/Ofs9b9b+93D4DQECBA4UsAAcyOOHBPIEtP+cTLT/kCy0/5AgjEGAQC0Cx2oZ1JwEJhG4+8MfmuQ5Sz3kjpe+9DP33LPU26d674mTN93zsY9O9bSlnvMHH//YpUcfXertk7z31O0v/MN7PjnJoxZ8yJfvv/+Ln/3sggNs/+pbX/CC++6+a/vnLPuEy5cv1/5vsMsCejuBkgJHh3/FlnyfdxFYSuDee++9667q/0fsUnreS4AAgeYFXvayl91xxx3NH9MBCQwCFgDXgAABAgQIECBAgEBHAv4zAB2F7agECBAgQIAAAQIELADuAAECBAgQIECAAIGOBCwAHYXtqAQIECBAgAABAgQsAO4AAQIECBAgQIAAgY4ELAAdhe2oBAgQIECAAAECBCwA7gABAgQIECBAgACBjgQsAB2F7agECBAgQIAAAQIELADuAAECBAgQIECAAIGOBCwAHYXtqAQIECBAgAABAgQsAO4AAQIECBAgQIAAgY4ELAAdhe2oBAgQIECAAAECBCwA7gABAgQIECBAgACBjgQsAB2F7agECBAgQIAAAQIELADuAAECBAgQIECAAIGOBCwAHYXtqAQIECBAgAABAgQsAO4AAQIECBAgQIAAgY4ELAAdhe2oBAgQIECAAAECBCwA7gABAgQIECBAgACBjgQsAB2F7agECBAgQIAAAQIELADuAAECBAgQIECAAIGOBCwAHYXtqAQIECBAgAABAgQsAO4AAQIECBAgQIAAgY4ELAAdhe2oBAgQIECAAAECBCwA7gABAgQIECBAgACBjgQsAB2F7agECBAgQIAAAQIELADuAAECBAgQIECAAIGOBCwAHYXtqAQIECBAgAABAgQsAO4AAQIECBAgQIAAgY4ELAAdhe2oBAgQIECAAAECBCwA7gABAgQIECBAgACBjgQsAB2F7agECBAgQIAAAQIELADuAAECBAgQIECAAIGOBCwAHYXtqAQIECBAgAABAgQsAO4AAQIECBAgQIAAgY4ELAAdhe2oBAgQIECAAAECBCwA7gABAgQIECBAgACBjgQsAB2F7agECBAgQIAAAQIELADuAAECBAgQIECAAIGOBCwAHYXtqAQIECBAgAABAgQsAO4AAQIECBAgQIAAgY4ELAAdhe2oBAgQIECAAAECBCwA7gABAgQIECBAgACBjgQsAB2F7agECBAgQIAAAQIELADuAAECBAgQIECAAIGOBCwAHYXtqAQIECBAgAABAgQsAO4AAQIECBAgQIAAgY4ELAAdhe2oBAgQIECAAAECBCwA7gABAgQIECBAgACBjgQsAB2F7agECBAgQIAAAQIELADuAAECBAgQIECAAIGOBCwAHYXtqAQIECBAgAABAgQsAO4AAQIECBAgQIAAgY4ELAAdhe2oBAgQIECAAAECBCwA7gABAgQIECBAgACBjgQsAB2F7agECBAgQIAAAQIELADuAAECBAgQIECAAIGOBCwAHYXtqAQIECBAgAABAgQsAO4AAQIECBAgQIAAgY4ELAAdhe2oBAgQIECAAAECBCwA7gABAgQIECBAgACBjgQsAB2F7agECBAgQIAAAQIELADuAAECBAgQIECAAIGOBCwAHYXtqAQIECBAgAABAgQsAO4AAQIECBAgQIAAgY4ELAAdhe2oBAgQIECAAAECBCwA7gABAgQIECBAgACBjgQsAB2F7agECBAgQIAAAQIELADuAAECBAgQIECAAIGOBCwAHYXtqAQIECBAgAABAgQsAO4AAQIECBAgQIAAgY4ELAAdhe2oBAgQIECAAAECBCwA7gABAgQIECBAgACBjgQsAB2F7agECBAgQIAAAQIELADuAAECBAgQIECAAIGOBCwAHYXtqAQIECBAgAABAgQsAO4AAQIECBAgQIAAgY4ELAAdhe2oBAgQIECAAAECBCwA7gABAgQIECBAgACBjgQsAB2F7agECBAgQIAAAQIELADuAAECBAgQIECAAIGOBCwAHYXtqAQIECBAgAABAgQsAO4AAQIECBAgQIAAgY4ELAAdhe2oBAgQIECAAAECBCwA7gABAgQIECBAgACBjgQsAB2F7agECBAgQIAAAQIELADuAAECBAgQIECAAIGOBCwAHYXtqAQIECBAgAABAgQsAO4AAQIECBAgQIAAgY4ELAAdhe2oBAgQIECAAAECBCwA7gABAgQIECBAgACBjgQsAB2F7agECBAgQIAAAQIELADuAAECBAgQIECAAIGOBCwAHYXtqAQIECBAgAABAgQsAO4AAQIECBAgQIAAgY4ELAAdhe2oBAgQIECAAAECBCwA7gABAgQIECBAgACBjgQsAB2F7agECBAgQIAAAQIELADuAAECBAgQIECAAIGOBCwAHYXtqAQIECBAgAABAgQsAO4AAQIECBAgQIAAgY4ELAAdhe2oBAgQIECAAAECBCwA7gABAgQIECBAgACBjgQsAB2F7agECBAgQIAAAQIELADuAAECBAgQIECAAIGOBCwAHYXtqAQIECBAgAABAgQsAO4AAQIECBAgQIAAgY4ELAAdhe2oBAgQIECAAAECBCwA7gABAgQIECBAgACBjgQsAB2F7agECBAgQIAAAQIELADuAAECBAgQIECAAIGOBCwAHYXtqAQIECBAgAABAgQsAO4AAQIECBAgQIAAgY4ELAAdhe2oBAgQIECAAAECBCwA7gABAgQIECBAgACBjgQsAB2F7agECBAgQIAAAQIELADuAAECBAgQIECAAIGOBCwAHYXtqAQIECBAgAABAgQsAO4AAQIECBAgQIAAgY4ELAAdhe2oBAgQIECAAAECBCwA7gABAgQIECBAgACBjgT+fzZmGy6IUc9YAAAAAElFTkSuQmCC\n",
"text/plain": [
- "VTKRenderWindowSynchronized(vtkXOpenGLRenderWindow, sizing_mode='stretch_width')"
+ ""
]
},
- "metadata": {
- "application/vnd.holoviews_exec.v0+json": {
- "id": "7e1e372c-9088-4e7c-b185-2bb4aab49a8c"
- }
- },
+ "metadata": {},
"output_type": "display_data"
}
],
@@ -1266,91 +547,15 @@
}
},
"outputs": [
- {
- "data": {},
- "metadata": {},
- "output_type": "display_data"
- },
{
"data": {
- "application/vnd.holoviews_exec.v0+json": "",
- "text/html": [
- "\n",
- ""
- ],
+ "image/jpeg": 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\n",
"text/plain": [
- "VTKRenderWindowSynchronized(vtkXOpenGLRenderWindow, color_mappers=[LinearColorMapper(id='715...], sizing_mode='stretch_width')"
+ ""
]
},
- "metadata": {
- "application/vnd.holoviews_exec.v0+json": {
- "id": "9e7e3a1c-35aa-4a25-888b-f44910558403"
- }
- },
+ "metadata": {},
"output_type": "display_data"
}
],
@@ -1383,91 +588,15 @@
}
},
"outputs": [
- {
- "data": {},
- "metadata": {},
- "output_type": "display_data"
- },
{
"data": {
- "application/vnd.holoviews_exec.v0+json": "",
- "text/html": [
- "\n",
- ""
- ],
+ "image/jpeg": 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\n",
"text/plain": [
- "VTKRenderWindowSynchronized(vtkXOpenGLRenderWindow, color_mappers=[LinearColorMapper(id='d67...], sizing_mode='stretch_width')"
+ ""
]
},
- "metadata": {
- "application/vnd.holoviews_exec.v0+json": {
- "id": "70f45786-9d4c-4c7c-b52a-3248466f45f2"
- }
- },
+ "metadata": {},
"output_type": "display_data"
}
],
@@ -1541,7 +670,7 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.10.6"
+ "version": "3.10.12"
},
"vscode": {
"interpreter": {
diff --git a/chapter1/fundamentals_code.py b/chapter1/fundamentals_code.py
index a977b791..c014ac93 100644
--- a/chapter1/fundamentals_code.py
+++ b/chapter1/fundamentals_code.py
@@ -6,7 +6,7 @@
# extension: .py
# format_name: light
# format_version: '1.5'
-# jupytext_version: 1.14.7
+# jupytext_version: 1.15.2
# kernelspec:
# display_name: Python 3 (ipykernel)
# language: python
@@ -87,8 +87,8 @@
# We import the function space initializer from the `dolfinx.fem` module.
# + vscode={"languageId": "python"}
-from dolfinx.fem import FunctionSpace
-V = FunctionSpace(domain, ("Lagrange", 1))
+from dolfinx.fem import functionspace
+V = functionspace(domain, ("Lagrange", 1))
# + vscode={"languageId": "python"}
from dolfinx import fem
@@ -191,7 +191,7 @@
# Finally, we want to compute the error to check the accuracy of the solution. We do this by comparing the finite element solution `u` with the exact solution. We do this by interpolating the exact solution into the the $P_2$-function space.
# + vscode={"languageId": "python"}
-V2 = fem.FunctionSpace(domain, ("Lagrange", 2))
+V2 = fem.functionspace(domain, ("Lagrange", 2))
uex = fem.Function(V2)
uex.interpolate(lambda x: 1 + x[0]**2 + 2 * x[1]**2)
# -
diff --git a/chapter1/membrane_code.ipynb b/chapter1/membrane_code.ipynb
index 9643260c..41d21b44 100644
--- a/chapter1/membrane_code.ipynb
+++ b/chapter1/membrane_code.ipynb
@@ -1,7 +1,6 @@
{
"cells": [
{
- "attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
@@ -19,7 +18,7 @@
"\n",
"## Creating the mesh\n",
"\n",
- "To create the computational geometry, we use the python-API of [GMSH](http://gmsh.info/). We start by importing the gmsh-module and initializing it."
+ "To create the computational geometry, we use the python-API of [GMSH](https://gmsh.info/). We start by importing the gmsh-module and initializing it."
]
},
{
@@ -33,7 +32,6 @@
]
},
{
- "attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
@@ -51,7 +49,6 @@
]
},
{
- "attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
@@ -80,7 +77,6 @@
]
},
{
- "attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
@@ -98,10 +94,10 @@
"text": [
"Info : Meshing 1D...\n",
"Info : Meshing curve 1 (Ellipse)\n",
- "Info : Done meshing 1D (Wall 0.00226294s, CPU 0.000809s)\n",
+ "Info : Done meshing 1D (Wall 0.000174069s, CPU 0.000244s)\n",
"Info : Meshing 2D...\n",
"Info : Meshing surface 1 (Plane, Frontal-Delaunay)\n",
- "Info : Done meshing 2D (Wall 0.104361s, CPU 0.085868s)\n",
+ "Info : Done meshing 2D (Wall 0.0900159s, CPU 0.091462s)\n",
"Info : 1550 nodes 3099 elements\n"
]
}
@@ -113,7 +109,6 @@
]
},
{
- "attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
@@ -138,7 +133,6 @@
]
},
{
- "attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
@@ -152,11 +146,10 @@
"outputs": [],
"source": [
"from dolfinx import fem\n",
- "V = fem.FunctionSpace(domain, (\"Lagrange\", 1))"
+ "V = fem.functionspace(domain, (\"Lagrange\", 1))"
]
},
{
- "attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
@@ -179,7 +172,6 @@
]
},
{
- "attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
@@ -204,7 +196,6 @@
]
},
{
- "attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
@@ -221,7 +212,6 @@
]
},
{
- "attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
@@ -244,7 +234,6 @@
]
},
{
- "attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
@@ -259,14 +248,13 @@
"metadata": {},
"outputs": [],
"source": [
- "Q = fem.FunctionSpace(domain, (\"Lagrange\", 5))\n",
+ "Q = fem.functionspace(domain, (\"Lagrange\", 5))\n",
"expr = fem.Expression(p, Q.element.interpolation_points())\n",
"pressure = fem.Function(Q)\n",
"pressure.interpolate(expr)"
]
},
{
- "attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
@@ -283,732 +271,13 @@
"outputs": [
{
"data": {
- "application/javascript": [
- "(function(root) {\n",
- " function now() {\n",
- " return new Date();\n",
- " }\n",
- "\n",
- " var force = true;\n",
- " var py_version = '3.2.1'.replace('rc', '-rc.').replace('.dev', '-dev.');\n",
- " var is_dev = py_version.indexOf(\"+\") !== -1 || py_version.indexOf(\"-\") !== -1;\n",
- " var reloading = false;\n",
- " var Bokeh = root.Bokeh;\n",
- " var bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n",
- "\n",
- " if (typeof (root._bokeh_timeout) === \"undefined\" || force) {\n",
- " root._bokeh_timeout = Date.now() + 5000;\n",
- " root._bokeh_failed_load = false;\n",
- " }\n",
- "\n",
- " function run_callbacks() {\n",
- " try {\n",
- " root._bokeh_onload_callbacks.forEach(function(callback) {\n",
- " if (callback != null)\n",
- " callback();\n",
- " });\n",
- " } finally {\n",
- " delete root._bokeh_onload_callbacks;\n",
- " }\n",
- " console.debug(\"Bokeh: all callbacks have finished\");\n",
- " }\n",
- "\n",
- " function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n",
- " if (css_urls == null) css_urls = [];\n",
- " if (js_urls == null) js_urls = [];\n",
- " if (js_modules == null) js_modules = [];\n",
- " if (js_exports == null) js_exports = {};\n",
- "\n",
- " root._bokeh_onload_callbacks.push(callback);\n",
- "\n",
- " if (root._bokeh_is_loading > 0) {\n",
- " console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n",
- " return null;\n",
- " }\n",
- " if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n",
- " run_callbacks();\n",
- " return null;\n",
- " }\n",
- " if (!reloading) {\n",
- " console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n",
- " }\n",
- "\n",
- " function on_load() {\n",
- " root._bokeh_is_loading--;\n",
- " if (root._bokeh_is_loading === 0) {\n",
- " console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n",
- " run_callbacks()\n",
- " }\n",
- " }\n",
- " window._bokeh_on_load = on_load\n",
- "\n",
- " function on_error() {\n",
- " console.error(\"failed to load \" + url);\n",
- " }\n",
- "\n",
- " var skip = [];\n",
- " if (window.requirejs) {\n",
- " window.requirejs.config({'packages': {}, 'paths': {'vtk': 'https://cdn.jsdelivr.net/npm/vtk.js@20.0.1/vtk', 'jspanel': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/jspanel', 'jspanel-modal': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal', 'jspanel-tooltip': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip', 'jspanel-hint': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint', 'jspanel-layout': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout', 'jspanel-contextmenu': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu', 'jspanel-dock': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock', 'gridstack': 'https://cdn.jsdelivr.net/npm/gridstack@7.2.3/dist/gridstack-all', 'notyf': 'https://cdn.jsdelivr.net/npm/notyf@3/notyf.min'}, 'shim': {'vtk': {'exports': 'vtk'}, 'jspanel': {'exports': 'jsPanel'}, 'gridstack': {'exports': 'GridStack'}}});\n",
- " require([\"vtk\"], function() {\n",
- "\ton_load()\n",
- " })\n",
- " require([\"jspanel\"], function(jsPanel) {\n",
- "\twindow.jsPanel = jsPanel\n",
- "\ton_load()\n",
- " })\n",
- " require([\"jspanel-modal\"], function() {\n",
- "\ton_load()\n",
- " })\n",
- " require([\"jspanel-tooltip\"], function() {\n",
- "\ton_load()\n",
- " })\n",
- " require([\"jspanel-hint\"], function() {\n",
- "\ton_load()\n",
- " })\n",
- " require([\"jspanel-layout\"], function() {\n",
- "\ton_load()\n",
- " })\n",
- " require([\"jspanel-contextmenu\"], function() {\n",
- "\ton_load()\n",
- " })\n",
- " require([\"jspanel-dock\"], function() {\n",
- "\ton_load()\n",
- " })\n",
- " require([\"gridstack\"], function(GridStack) {\n",
- "\twindow.GridStack = GridStack\n",
- "\ton_load()\n",
- " })\n",
- " require([\"notyf\"], function() {\n",
- "\ton_load()\n",
- " })\n",
- " root._bokeh_is_loading = css_urls.length + 10;\n",
- " } else {\n",
- " root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n",
- " }\n",
- "\n",
- " var existing_stylesheets = []\n",
- " var links = document.getElementsByTagName('link')\n",
- " for (var i = 0; i < links.length; i++) {\n",
- " var link = links[i]\n",
- " if (link.href != null) {\n",
- "\texisting_stylesheets.push(link.href)\n",
- " }\n",
- " }\n",
- " for (var i = 0; i < css_urls.length; i++) {\n",
- " var url = css_urls[i];\n",
- " if (existing_stylesheets.indexOf(url) !== -1) {\n",
- "\ton_load()\n",
- "\tcontinue;\n",
- " }\n",
- " const element = document.createElement(\"link\");\n",
- " element.onload = on_load;\n",
- " element.onerror = on_error;\n",
- " element.rel = \"stylesheet\";\n",
- " element.type = \"text/css\";\n",
- " element.href = url;\n",
- " console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n",
- " document.body.appendChild(element);\n",
- " } if (((window['vtk'] !== undefined) && (!(window['vtk'] instanceof HTMLElement))) || window.requirejs) {\n",
- " var urls = ['https://cdn.holoviz.org/panel/1.2.1/dist/bundled/abstractvtkplot/vtk.js@20.0.1/vtk.js'];\n",
- " for (var i = 0; i < urls.length; i++) {\n",
- " skip.push(urls[i])\n",
- " }\n",
- " } if (((window['jsPanel'] !== undefined) && (!(window['jsPanel'] instanceof HTMLElement))) || window.requirejs) {\n",
- " var urls = ['https://cdn.holoviz.org/panel/1.2.1/dist/bundled/floatpanel/jspanel4@4.12.0/dist/jspanel.js', 'https://cdn.holoviz.org/panel/1.2.1/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal.js', 'https://cdn.holoviz.org/panel/1.2.1/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip.js', 'https://cdn.holoviz.org/panel/1.2.1/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint.js', 'https://cdn.holoviz.org/panel/1.2.1/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout.js', 'https://cdn.holoviz.org/panel/1.2.1/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu.js', 'https://cdn.holoviz.org/panel/1.2.1/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock.js'];\n",
- " for (var i = 0; i < urls.length; i++) {\n",
- " skip.push(urls[i])\n",
- " }\n",
- " } if (((window['GridStack'] !== undefined) && (!(window['GridStack'] instanceof HTMLElement))) || window.requirejs) {\n",
- " var urls = ['https://cdn.holoviz.org/panel/1.2.1/dist/bundled/gridstack/gridstack@7.2.3/dist/gridstack-all.js'];\n",
- " for (var i = 0; i < urls.length; i++) {\n",
- " skip.push(urls[i])\n",
- " }\n",
- " } if (((window['Notyf'] !== undefined) && (!(window['Notyf'] instanceof HTMLElement))) || window.requirejs) {\n",
- " var urls = ['https://cdn.holoviz.org/panel/1.2.1/dist/bundled/notificationarea/notyf@3/notyf.min.js'];\n",
- " for (var i = 0; i < urls.length; i++) {\n",
- " skip.push(urls[i])\n",
- " }\n",
- " } var existing_scripts = []\n",
- " var scripts = document.getElementsByTagName('script')\n",
- " for (var i = 0; i < scripts.length; i++) {\n",
- " var script = scripts[i]\n",
- " if (script.src != null) {\n",
- "\texisting_scripts.push(script.src)\n",
- " }\n",
- " }\n",
- " for (var i = 0; i < js_urls.length; i++) {\n",
- " var url = js_urls[i];\n",
- " if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n",
- "\tif (!window.requirejs) {\n",
- "\t on_load();\n",
- "\t}\n",
- "\tcontinue;\n",
- " }\n",
- " var element = document.createElement('script');\n",
- " element.onload = on_load;\n",
- " element.onerror = on_error;\n",
- " element.async = false;\n",
- " element.src = url;\n",
- " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
- " document.head.appendChild(element);\n",
- " }\n",
- " for (var i = 0; i < js_modules.length; i++) {\n",
- " var url = js_modules[i];\n",
- " if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n",
- "\tif (!window.requirejs) {\n",
- "\t on_load();\n",
- "\t}\n",
- "\tcontinue;\n",
- " }\n",
- " var element = document.createElement('script');\n",
- " element.onload = on_load;\n",
- " element.onerror = on_error;\n",
- " element.async = false;\n",
- " element.src = url;\n",
- " element.type = \"module\";\n",
- " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
- " document.head.appendChild(element);\n",
- " }\n",
- " for (const name in js_exports) {\n",
- " var url = js_exports[name];\n",
- " if (skip.indexOf(url) >= 0 || root[name] != null) {\n",
- "\tif (!window.requirejs) {\n",
- "\t on_load();\n",
- "\t}\n",
- "\tcontinue;\n",
- " }\n",
- " var element = document.createElement('script');\n",
- " element.onerror = on_error;\n",
- " element.async = false;\n",
- " element.type = \"module\";\n",
- " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
- " element.textContent = `\n",
- " import ${name} from \"${url}\"\n",
- " window.${name} = ${name}\n",
- " window._bokeh_on_load()\n",
- " `\n",
- " document.head.appendChild(element);\n",
- " }\n",
- " if (!js_urls.length && !js_modules.length) {\n",
- " on_load()\n",
- " }\n",
- " };\n",
- "\n",
- " function inject_raw_css(css) {\n",
- " const element = document.createElement(\"style\");\n",
- " element.appendChild(document.createTextNode(css));\n",
- " document.body.appendChild(element);\n",
- " }\n",
- "\n",
- " var js_urls = [\"https://cdn.holoviz.org/panel/1.2.1/dist/bundled/abstractvtkplot/vtk.js@20.0.1/vtk.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-3.2.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.2.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.2.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.2.1.min.js\", \"https://cdn.holoviz.org/panel/1.2.1/dist/panel.min.js\"];\n",
- " var js_modules = [];\n",
- " var js_exports = {};\n",
- " var css_urls = [];\n",
- " var inline_js = [ function(Bokeh) {\n",
- " Bokeh.set_log_level(\"info\");\n",
- " },\n",
- "function(Bokeh) {} // ensure no trailing comma for IE\n",
- " ];\n",
- "\n",
- " function run_inline_js() {\n",
- " if ((root.Bokeh !== undefined) || (force === true)) {\n",
- " for (var i = 0; i < inline_js.length; i++) {\n",
- " inline_js[i].call(root, root.Bokeh);\n",
- " }\n",
- " // Cache old bokeh versions\n",
- " if (Bokeh != undefined && !reloading) {\n",
- "\tvar NewBokeh = root.Bokeh;\n",
- "\tif (Bokeh.versions === undefined) {\n",
- "\t Bokeh.versions = new Map();\n",
- "\t}\n",
- "\tif (NewBokeh.version !== Bokeh.version) {\n",
- "\t Bokeh.versions.set(NewBokeh.version, NewBokeh)\n",
- "\t}\n",
- "\troot.Bokeh = Bokeh;\n",
- " }} else if (Date.now() < root._bokeh_timeout) {\n",
- " setTimeout(run_inline_js, 100);\n",
- " } else if (!root._bokeh_failed_load) {\n",
- " console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n",
- " root._bokeh_failed_load = true;\n",
- " }\n",
- " root._bokeh_is_initializing = false\n",
- " }\n",
- "\n",
- " function load_or_wait() {\n",
- " // Implement a backoff loop that tries to ensure we do not load multiple\n",
- " // versions of Bokeh and its dependencies at the same time.\n",
- " // In recent versions we use the root._bokeh_is_initializing flag\n",
- " // to determine whether there is an ongoing attempt to initialize\n",
- " // bokeh, however for backward compatibility we also try to ensure\n",
- " // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n",
- " // before older versions are fully initialized.\n",
- " if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n",
- " root._bokeh_is_initializing = false;\n",
- " root._bokeh_onload_callbacks = undefined;\n",
- " console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n",
- " load_or_wait();\n",
- " } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n",
- " setTimeout(load_or_wait, 100);\n",
- " } else {\n",
- " Bokeh = root.Bokeh;\n",
- " bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n",
- " root._bokeh_is_initializing = true\n",
- " root._bokeh_onload_callbacks = []\n",
- " if (!reloading && (!bokeh_loaded || is_dev)) {\n",
- "\troot.Bokeh = undefined;\n",
- " }\n",
- " load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n",
- "\tconsole.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n",
- "\trun_inline_js();\n",
- " });\n",
- " }\n",
- " }\n",
- " // Give older versions of the autoload script a head-start to ensure\n",
- " // they initialize before we start loading newer version.\n",
- " setTimeout(load_or_wait, 100)\n",
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- ],
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\n",
"text/plain": [
- "VTKRenderWindowSynchronized(vtkXOpenGLRenderWindow, color_mappers=[LinearColorMapper(id='00a...], sizing_mode='stretch_width')"
+ ""
]
},
- "metadata": {
- "application/vnd.holoviews_exec.v0+json": {
- "id": "91004001-5bc1-41b1-aaac-4c2d797bc630"
- }
- },
+ "metadata": {},
"output_type": "display_data"
}
],
@@ -1034,7 +303,6 @@
]
},
{
- "attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
@@ -1046,91 +314,15 @@
"execution_count": 13,
"metadata": {},
"outputs": [
- {
- "data": {},
- "metadata": {},
- "output_type": "display_data"
- },
{
"data": {
- "application/vnd.holoviews_exec.v0+json": "",
- "text/html": [
- "\n",
- ""
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wAgQInBcQ9583ufkamcDNDZVAgACBeQEJwLyGZQIECFxHQNx/HbWrHyMTuLqZIwgQIHCBgATgAhSrCBAgcBkBcf9llFaxj0xgFarKJEBgPAISgPH0tZYSIHA7At28XuP7b0fzZqXIBG7m52gCBEYqIAEYacdrNgEC1xDIJX9x/zXcVn2INGDVwsonQGBgAhKAgXWo5hAgcPsCLvnfvulqSpQJrMZVqQQIDE1AAjC0HtUeAgRuUcAo/1vEXFtR0oC1UTsRAQI9FZAA9LTjVJsAgdUKGO2zWt+1lP6V3/DGl7/iZb5JYC3YTkKAQJ8EJAB96i11JUBgDQJC/zUgr/MUbgisU9u5CBDohYAEoBfdpJIECKxDQOi/DuUNnUMasCF4pyVAYBsFJADb2CvqRIDAOgUM9F+n9mbPJQ3YrL+zEyCwJQISgC3pCNUgQGADAkL/DaBvwSmlAVvQCapAgMAmBSQAm9R3bgIENiXgyZ6bkt+e80oDtqcv1IQAgTULSADWDO50BAhsXsBY/833wdbUQBqwNV2hIgQIrE9AArA+a2ciQGDjAkL/jXfBdlYgDwx91atfuZ11UysCBAjcuoAE4NZJFUiAwDYKCP23sVe2rE7SgC3rENUhQGBVAhKAVckqlwCBLREQ+m9JR/SiGkYE9aKbVJIAgRsKSABuCOhwAgS2WkD0v9Xds62VkwZsa8+oFwECtyMgAbgdR6UQILBtAkL/beuR3tXHiKDedZkKEyBwSQEJwCWh7EaAQG8EhP696aqtr6hbAVvfRSpIgMB1BCQA11FzDAECWysg+t/arulvxaQB/e07NSdA4EIBCcCFLFYSINA/AaF///qsVzU2IqhX3aWyBAgsEpAALNKxjQCBvgiI/vvSU72up1sBve4+lSdAYCYgAZhRWCBAoJcCQv9edlufK+1WQJ97T90JECgBCYDPAQECPRYQ/fe48/pcdbcC+tx76k6AgATAZ4AAgX4KCP372W+DqvWbf/Brn37m6UE1SWMIEBiHwN44mqmVBAgMSkD0P6ju7G1jXvsxX/RVb/rq3lZfxQkQGK/AwXibruUECPRQ4F0//K5EXT2suCoPU+DZN7wlDXvt6z7XrYBhdrBWERiogDkAA+1YzSIwRAEX/ofYqwNpk5nBA+lIzSAwDgEJwDj6WSsJ9F9A9N//Phx4CzIz+Eu/7EsG3kjNI0BgEAKGAA2iGzWCwKAFDPsZdPcOp3GGAw2nL7WEwNAF3AEYeg9rH4GeC7jw3/MOHGP1DQcaY69rM4FeCXgKUK+6S2UJjExA9D+yDh9Ic1//mjfmozuQxmgGAQJDFHAHYIi9qk0EBiGQByx2YyoG0RqNGJ2AKQGj63INJtAfAXMA+tNXakpgNAIG/Y+mq4fcUFMChty72kag5wLuAPS8A1WfwOAEDPsZXJeOvUG+MHjsnwDtJ7B9AuYAbF+fqBGBEQuI/kfc+YNter66zpSAwfauhhHop4AEoJ/9ptYEhigg+h9ir2pTCZgW7HNAgMBWCRgCtFXdoTIExisg+h9v34+m5aYFj6arNZTAtguYBLztPaR+BMYg4IE/Y+hlbeymBfu2YJ8EAgQ2LmAI0Ma7QAUIjF1A9D/2T8CY2p8cIB/4MbVYWwkQ2EYBdwC2sVfUicBIBPK4zzc/+/Ue9j+S7tbMTsDjQX0SCBDYuIA5ABvvAhUgMFIBD/sfacdr9lTA40GnEv4kQGDdAoYArVvc+QgQiIDo38eAQB4Pmr8IHAgQILB+AQnA+s2dkcDYBUT/Y/8EaP9UQA4wlfAnAQJrFZAArJXbyQgQEP37DBCYF5ADzGtYJkBgPQISgPU4OwsBAiUg+vc5IHBeQA5w3sQaAgRWKiABWCmvwgkQeCgg+n9oYYnAowJygEc9vCNAYLUCEoDV+iqdAIFOQPTvk0BgsYAcYLGPrQQI3KKABOAWMRVFgMDFAqL/i12sJfCogBzgUQ/vCBBYlYAEYFWyyiVAoBMQ/fskELi8gBzg8lb2JEDg2gK+COzadA4kQGC5gOh/uZE9CJwTeOvJt5xbZwUBAgRuTcAdgFujVBABAucF3vzs159faQ0BAosFvupNX714B1sJECBwEwEJwE30HEuAwCKBBDHPvuEti/awjQCBiwTyF0cOcBGMdQQI3I6ABOB2HJVCgMAZgW/+xv8k+j9j4i2Bywvkr0/+El1+f3sSIEDg8gISgMtb2ZMAgcsKJHB5/WveeNm97UeAwEUC+UskB7gIxjoCBG4qIAG4qaDjCRA4IyD6PwPiLYFrC8gBrk3nQAIEFghIABbg2ESAwJUFRP9XJnMAgYUCcoCFPDYSIHAdAY8BvY6aYwgQuFDAQz8vZLGSwM0F3vyDX/v0M0/fvBwlECBAIALuAPgYECBwawIe+nlrlAoi8KhAviDs0RXeESBA4PoCEoDr2zmSAIF5AQ/9nNewTODWBUwIvnVSBRIYrYAEYLRdr+EEblMgoYmHft4mqLIInBMwGeAciRUECFxTQAJwTTiHESAwEzDxd0ZhgcBKBeQAK+VVOIHxCJgEPJ6+1lICKxEw8XclrAol8HgBE4Ifb2MLAQKXEnAH4FJMdiJA4HECJv4+TsZ6AisSMCF4RbCKJTAeAQnAePpaSwncvoCJv7dvqkQClxAwIfgSSHYhQOCxAhKAx9LYQIDAYgETfxf72EpgdQImA6zOVskExiBgDsAYelkbCdy+gKH/t2+qRAJXFDAZ4IpgdidAYCLgDoCPAgEC1xEw9P86ao4hcKsCJgPcKqfCCIxIQAIwos7WVAK3JWDwz21JKofADQVMBrghoMMJjFPAEKBx9rtWE7i+gME/17dzJIEVCHzlN7zxVa9+5QoKViQBAoMVkAAMtms1jMAqBET/q1BVJoEbCrz15FtuWILDCRAYlYAhQKPqbo0lcFMBQ/9vKuh4AisQMBBoBaiKJDBkAQnAkHtX2wjcroCh/7frua7Sdnd2lv7O6jK/52ylhW0X8FTQbe8h9SOwZQKGAG1Zh6gOgW0VMPhnW3tmab0S09fP5I/uzcLX0+nOWZj+zC1OV/lz2wQMBNq2HlEfAlsr4A7A1naNihHYLgGDf7arPy6uzfz1+93dne53cv3/4iMuWjtLFWYLc/cQLjrAuu0QMBBoO/pBLQj0QEAC0INOUkUCGxcw+GfjXXD5CsySgMsfsmDPc6V1KxYcYdPGBAwE2hi9ExPom4AhQH3rMfUlsAmBT9n79E2c1jmXCtQ1+vr/en9Od7oRQTmzoUHrpb/E2QwEugSSXQiMXcAdgLF/ArSfwFKBr3rTVy/dxw6bEJjE37cVg0+HDC1PKLLnJvKOTRj38JwGAvWw01SZwLoF3AFYt7jzEeiXgLm/W9lfkxh9eaj+aO1b4P7oqnPvplf3z204t2Iu8ZhbPLebFesX8NVg6zd3RgL9EpAA9Ku/1JbAugUM/lm3+KXO9zDyf7g0d+BlAv253ZcsLk0JWvgvB1jCuObNBgKtGdzpCPRLwBCgfvWX2hJYq4CxBGvlvtzJ2kCdyRCcC6P/FHNhyN4OnD0aaPnCrDqzA2drziykGi3laH9uYErCmep4WwL+8vocECCwQMAdgAU4NhEYtYDBP9vW/S3IXlSpMzuceZsjz6+ZFlfX7xdewz+d39qW51dMismqJAEXph/TE/lzfQJuAqzP2pkI9E3AHYC+9Zj6EliXgAf/r0v6MufpLq4/ds9E9rPgvlvu3s6uyeft3s7ebNNsYW/yXQF1eJa7327rY0/Wovzsc36H6arpn+f3sGaNAm4CrBHbqQj0TMAdgJ51mOoSWI+Ay//rcb70WSqkvjCsngXi04XuKvzDi/3T9d3hCfQnP90F/FytT2KQq/bdZfu8Zv/Ztf3ZtfzZQg6eLc8WpkU+/HNawvTPh1ssrVXAbOC1cjsZgf4IuAPQn75SUwJrFHD5f43Yi0+ViL2i9lng3u2dML37nb1tQ3gqfM+a2Wu3ML20X3cActzu7t7u7v5e+z3YvTN5u7O/t7O/v3OQfKC7VzAruZ394fmriLnfbrczr9O9p3+e2eztugTy1WDrOpXzECDQJwEJQJ96S10JrEcgIweefcNb1nMuZ1kg0OLss6F/t//5q++zoHy/IviHA34S6LcQP0F//SbK321jgbJPDklpkwPb1uyQQ2vPnd39nf2Dygq6cD+3CR5JOboDZ69dreZfp7H/9M/5bZbXKGAg0BqxnYpAbwQMAepNV6kogbUJePTn2qgXn6gL0M/sM43aa87u/A4JtLs1WUjQn6Oyta2pAqZ7PgzHJ0uJ+B+Z39udrVad7py0Ek5O8zMd+TNLPBYsdEVMCpq8SQF+NiZgNvDG6J2YwLYKuAOwrT2jXgQ2JOB7fzcEf+a0k8vzZ9bm7Szynm6q2LrF9+2qf67x7x60cLsi/IdRfru03y7izy7l753uJkM4zbCh6cX9FNN+W4HTScMpsO4hTN9mjyq2nbGqcH6h1k5/JhWYVmS62p9rFXATYK3cTkagDwLuAPShl9SRwLoEzP1dl/RlzlOh9vxPC7UT2z+SG8xi8UTzidET0Oe10oRE7e3grMlCO+yRAmtN3SKYTBvIvvW20oGHpz09zU2A+qk8ocs96m7AyWS529IK7/Zpr9OX2lo/2bn9TP+cvPXHWgXcBFgrt5MR2HoBdwC2votUkMAaBcz9XSP2Y0+VELz9PrLDI3F5C6q7yD47dZfw2w6J/mdHn5wkUk+En6i+Xmv5ZPf0ePfkuF4nyzk2K6e/2Wf2m0A/R+0mr6hZAZMqTSYQz95W1vDoT3v/yMq8Ob/y0YO8W7mAmwArJ3YCAr0ScAegV92lsgRWKeDy/yp1L192RcuPRNDt0MTcsyKmS+1WQG3oVtTzfbrL7FnorrxXblBLpzXvty10u86KmizUYXV4jfNpF/2rzLro3wqv41vBpyfd/ifZdpr7ALVysqnb++Hb2fo6oh0892et87NuATcB1i3ufAS2WMAdgC3uHFUjsF4Bl//X633h2S6Oz6chfh0y3aOtm71J6N5+KvLPhZ2dk7rYv5dL+1k4OdnL3YDjrMlNgNwjqPX7k9fT/b3TjBWq15o7fLxzdLx3lP2P97r9c3shR51UOpD/dRMJWh3qSUHtzkA77TTC7yrR1WRW027/ep1Wd243i2sTcBNgbdRORGD7BfJP+wX/cG9/vdWQAIHbFXD5/3Y9r1tahcjnw+S50Hk6Rr8u8nc758/6l3xvryYAtEv+GbfTDeCpMTy5Wp99K3zPPN42fD+H1Zze2U+7rL+X4L6G++xlQFAbVNQNHWpfHZBhQTlX/cdicltgp13+z34pI7cC6qVbbmV2y7WprZydp62ZvsyvtbwuAd8Lti5p5yGw7QIH215B9SNAYC0CLv+vhXn5SS6M/hNJZ3B/XhOI1+vDS+97Gehfq/Yq9D/eyaX6FNBds89DfmpYTwXtdf0+0XvWt+KzZ0XttbFekwvklkH2qjLaLIKK5ytpSDKwl+KTWSRlOKn96ojaWMs5ZxZTwPRCUp26SmyVnF/Icn5qW/1MduveeCVAgACB9QvM/uFe/6mdkQCBbRFw+X9LeqKi9XM/bWUF8xVt56cF9e1ti8YrMK8oPasz2qfWt3m92a1C/7qsX4fkuCqircwfFdF3ZdWGLNe7ek0GUVf6M2e4zpdN7VmhLcbvdms7ZM8E/e31OLWq30oC6sBJJacLs7fZ1LZ2fz66OFtnYfUCbgKs3tgZCPRAwB2AHnSSKhJYtYDL/6sWvkz5XRR+Zs/ZyoqkWxzfPeszb+qqfRvIk0f65N1xBvDXuPydPOcnw4FqXE/3INAM6qkZwBndUzlAi+4rSaifCuGTFCR1qGi+0oVMFshpclshgX+K7x75eVL3ALLnaSYUZKBRG/KTgyrmzxnrfRVVWUBLN+oUXdkt6ZjPAWqvttULAQIECGxQwB2ADeI7NYGtEHD5fyu6oYvuL6pKF6u3BCCbM/gmUX9C/lycrzE/+7sHh7sP9vcOavxPxf8J4xPxZ0ZvPRG0XlsC0K2pTKDi/NqrGw5U0f9RFhPXV0RfZbRr+on+20TimjXQLddk4Rx0nFQhOUDdaqgcIdOMq8R65GgqN/dooGrJLPSfLdTaWt/9TP+cvPXHmgTcBFgTtNMQ2GIBdwC2uHNUjcBaBFz+XwvzkpN0Uf6FOyVMroC9ruDXNN8u+s/Y/Fq9t3u0c5jovV3+b9foE9y36L+i/ETsSQAmz/nZzQN/Tg52j15+/PIPe+9Hfei7P/glP/7g/ke873Tvp4+e+l/f8yFH78y205R6Wq+np8ene/W0oJNE/HXSTAGo5wnV14slDciM4eOTo92dg0T/7T5AVtbdgspiau9JZF9b2/Js4cIGWkmAAAECaxZo/3av+ZxOR4DA1gi4/L8dXdEG91xQlQTf9ZPL9HlNMF1X3/Oai/ptqE9W5wp8Bdm53L+3n3E7Le6vq/47B/uJ/k8P6jdx/8kTe/sf9/7XvOJ7dw+OPvipoxccnD61v3vnyZ2jnZ37O3s/f3jw//7Ux37H2z5y74cO9g9P9g93dg+P685AngV6nCeIdilBSzpyQ6BuAiQhqGv+mXyQIUCpZcsEum8GSEbQLUzq3FpQL10y0L2dpAhZ52cTAr4TYBPqzklgiwTaANItqo+qECCwVgGX/9fK/fiTLQqEuxC/jk30n5ca+VOX/HcSvic2r4vv7bn+Gaqfsfs7udJ/fGf35M7e0ZO7Ry/Yf/DivYMPvrf/Se/5+A///ve8/8GDn7p3/J6T/Qd7H/7SOx/90rsf/tTdO/dOX3x0/2Nf9M7P+NTvfOln/tT7PuLg/ov3D1905/ipg9Mn9k/vHrQUor4oIIOATvZPk1ocJS3IiVKRnDGxf5e/zLKYWqjoPz/Z2C085nXx1sccZPWNBXwnwI0JFUCg3wLuAPS7/9SewA0FPmXv029YgsNvLNAFwXVZ/dGi2tibrKrV+X/bmoA7I+3zksE/u8d7GfqfQUD7+4nB65u89nMTYGf3zp1E/yd3d4+f3H/w5M77Pvr4FR/8Qx98+u4P2L+3e+/BBz65c3d/9yVPHXz2b3hhLsn/fz999O73H/3Ue47e82Dnvad3f+bkxT9x8tK3/cjHvPidB3fu7Rw8f7J//3j38GT3KL85YWL+ejBovlssV/lzE6AGBVUSkByk+69Jisyk4HYHoO5eTFpUa89d7D+/5tHme7daATcBVuurdALbLeAOwHb3j9oRWKWAq4Cr1L182Qn9EylPhstPD5tGzBVCTzbVBf56TM/xYQ3QyZD8zMCtOwD1RQC5Np87A8kB7t45urNzePf0wQt2n3vJyXs+8n0f+uSP7r3nve/9ied+4l33M6rn/e8//cmfPP2Bdx5923fd/5iPvvPN33r/7f/r+Cd+/OS595w8/57Dk/c+9+SD9z7z4f/fuz/u3nMvPX3wkr3DF+wfP7GfjOI0Y4oyoCi3F/I9wYn2c/Z8c/DuyXEmDWQWcKpWdyrqt2UyqVP9tCh/0sC24uHLuYTn4SZLaxDw138NyE5BYGsF3AHY2q5RMQIrF3D5f+XElz1BC/Mf7lwXzyt4zhD/CrP3jusJnXngf6L/Wnm4d5iH/9Sl+P3cAcgEgMz37cb67yVSP35i7+ip3XsvPLn/IQ9eevCzH7jz80/ce+7k/c/vHx8f7J6+4O7uC5/ceyozAHZ2Pvn/uvvt33v/ve8/eeELT9937/Tui/af+KAnHzzxgvfsvejHHnzQTz//QU/+xJNPvnvn7vt39u8d7d0/2auJATU3oB4QlJkA+c08gNT15DQTDnKVv6YmVMXriUCVEnTtaLvU+lro8oL6o+36cE23g9d1CrgJsE5t5yKwVQLuAGxVd6gMgfUJZPrv+k7mTEsEurC4XhMiT98kjq4HdNZrbgLk0TyJqnPFPWN/Mke3BuXsHubqe67E758e7Z0e75+e3Nk9urvz4MnT+y84vvfU83cfvHvvfe+791PPP3j/4eH90wf365lAbU7vzuHR6YPD02/8v59/33M1Y/enf/bk/oPT97zn5PD54/f91L3Dn7/31IP3PnXwvuc+8P69F588eOHp4RM1jfjk7l4eO5r5BikoQ/9rGkB9A3FyknwLQX2VQC3nfxmPVHXu/vuSOL8L9Svon/1kVd62NZOts00W1ibgJsDaqJ2IwLYJSAC2rUfUh8CaBEz/XRP0JU6TgH4aEHdBco3/qfi4nsaZcfcVZ2ehHseTULum3ib+blN+MxAoM4ATiB/snBzsHd45fXD3+P7Bg3t3nt/dee7gwfMn77///p978ODeydHh6RNP5kFBO/t5+PNeov+T9z93cnSSYk/2D07379TDfu49f/pjP3z4np89uv/ue7sPDp948L69nfc+/4L7z7/g+PDJygGO9ndqevF+Jh8cZ8pBTn1ck4C70L+76p8hSS0HqLsA+WKyygTqfftJG+eH/Qj8L/HRWO0ur3/NG1d7AqUTILCtAhKAbe0Z9SKwSoFc/n/2DW9Z5RmUfTWBWZTcHVbTfNvP3m4eu5Pl+sKto7rqn7g/twCOEltXhJ1R+JUA7Cb6f7B/9GDvweGd46O7R8fHz+/df+70uXtHzz/IVf8E4Hef2LvzRAYT7e4miD/dSeh/mKd37p4eVoZRTxHdO6hnft6vGwUn9953fPzcvb0H9/bvP3e8e//B3cP7T54c3jnJ7YXcZMhMg+QA3fX++iqwygFSVH0Dca79dzOA6zsI2oX/M1H+mWZOt07/vJqZvW9BwE2AW0BUBIEeCvgisB52mioTuLGAy/83JrzNAubD4raciL1i4m45T/xMuJ0R/3lbA+vz6J0KuGuITQu+85rQPeN/9o4OTvOtwIdHD06Pnj89vX/04H52eaLi/p3dg6QLJ/v1BQKnif5TdGUVrRGHmWGQ8D0jivIlX/ki4OOdo9OT43c/OLx7b+/Owe7+YYYc7e0fZDmPHc3TR3MboW5A7KekXOBPbY7bI4j2T3aO8tUCKTina98N0IpPO7rT3CaYsggQIEDgRgImAd+Iz8EEeipg+u/Wdlxi8+43gXN3Qb0bYZ+Qu34TWyfqrmf/J+6v0Tj1kP67e5nee3Tn9PDu8eFB4vUHuzv3Dw6fTzrwgidPn7p7+sTB8VNPnNQD/XP5vg7N9wicHj5oI3QyICgX61PU6e79TPQ92js8zev+gwwqesFTh0+96N7uC06Onzw4euLu83fuPr9zkGeD3s+zQfNU0NO9nKqbB5xng1Zdk6bsZiG/yQLaVf02/icv03ymuy1Q+cfcz/TN9M+5TRbXIGAq8BqQnYLAtgkYArRtPaI+BFYuYPrvyomve4IW+neDfyZpQML9DPrPhf8M+Mls4HrNJfx6rYE33WvG8R9lWm9+Tx4cH+by/+HOvQeZMrB/J88K2t/d36svCtjfz5D8xOe5gp+g/f6D3fuHOw+Oak194e9pBhXt1RzhZAK5s5BL+qc7h88fHb3//s79+yf37x2fpPwHmXl8vHeU2cb5rWkJ9ezR1CGBf1Uy8Xsu/9fdiXanIm/b/YoE/5O7APMTAB4Vaoc+usq7tQkYBbQ2aicisD0CEoDt6Qs1IbAmAeN/1gR95dNMLoF3F8hbGJ2v+60Iu8X9bSpwSwYScHeZQEbr5CJ8pgRkITF6pvqeZPzP4eHp8fFei/7zeNB8cW9ec70+o/UzdTcX6x8c7947THSeKQU1rTgpQbZm9m5C/7qCX8/2zANHd48fnBw/d3j8/P3kFyeH94+TXeTLwBL3172I0+QOqUa7R5HX+s36WrmTbKQKm0T/U4SuUXk3W5huyZ/tbsHce4vrFPju73zbOk/nXAQIbINA/tme/CdnG2qjDgQIrFogl/9f+zFftOqzKP/qAvVvcQuO6wp6fmtObY0CSlSdKD1vE1XXOP7dPAKojf85bU/kPM7I/P2T/B4fnOThPCc7hycnhwdP7t29u3M3g3/u1Pif+l7g/cwTrsf21LM6s8eDk4wCymmefKq+z7fGFNWdgcoEHuRbBk72nr+fgvYPD3dP7j55sp8ZxPk+sHzH2P7B/f07R7v7905qkFDmJhwe7mUKQAX8qWPNEDjYyQ2C1DQjgmpGQZ0uY5iqcZOfejs3BOjhhrmV0339uSaBN//g1z79zNNrOpnTECCwBQLuAGxBJ6gCgTUKuPy/Ruwrnaq7Cl6RcpcJVJScubntkn8bAlQTa3PpPWu636Nc9W9fxJvv4j3JRfrjfCtAfo93M+BnrxuKnyv67XJ+rvHv7Ce4z2u73p8JvPtHJ3v5vX9Yrw+OKvqv0UH1dWM5KgOHMsons3z3ct3/5P7hSe4DHCe1yD2DenZoMol8JXAqkOg++UR+k5lUlJ9HFeWrCWoSQKYa5H2F9y3Eby+LPJbusOhg224o8I63v/OGJTicAIF+CTxyYaZfVVdbAgSuIWD67zXQVn3I9Ip4BvZ0EXNd+59c+M+Imt3DivtzdT3RdsboJ6Tfz2X3052DvTyRM7sd5/J/nuG5l9eTnTu7+T24u3Nwd/fOndO7Byd3Dk5zByCX/+vB/Tt5cP9pcopE8vlygFyiP7ibB41WwL6zu5/3LSvYz/ky2D8zBDLAKGP/T/L0oNwEyBcG7N69s/PkwYPdg6PdvQcnB0d7ueWQuwZJCuo+QiUoyQV28r0CVbs8CTSTlNsdgAJsLWuX/x9yzkX9c4sPt1tan4CpwOuzdiYCWyDgDsAWdIIqEFiXgOm/65K+2nkSFueALgTOGPosVChfk2gzpKdmACcf2G2P2K9bAUkG6kvBTnKtPePyK5ZvvzmqZtvudQF9rvHnG7lyLf+gLu23sT11gf+07gNkhM9hW8jNgoryMzGguz9wUgvJM7pDWjCf/0bkN0N9jjIcKcOGTjIzILcgMs4/s5BzCyKzDVKdTAnIXYis2Ensv59NmXfcVTu1mqU3szbOdCrvqDdd02erLWxAwFTgDaA7JYHNCfgegM3ZOzOBtQsY/7N28kudsIXIFQR3sXKLiRNNV9zfvWZabT10fy9x9uHe6UFygLrafpIRQUkUEpRn6H2u7CfmT/DdguoMAcoO7aJ8ovm60tMi8VyYz9X+7J5pABnnk50zTCfDd/IVABm+k+kFNVE4u2Q5yUOKyElzYD1+KF8NcJSyk3lkoNHuzt2jDAJKuF9HtfsHGe1f9yaOjupcqfmdpCCp237uBLT4Pm1JXtBeu/Y9lDkzK+DhBksECBAgsBoBQ4BW46pUAlspYPzPVnZLxf3db6qX8f2JmBPv14X23cTaGWGT4UAZZFPJQC6YH9d823qYf00AqJE/+SqA3Vx437mzd5qo+2B3t0YB7exnCM5BngCU7wk4zhifgzyxs0Lwlju0Yfx1zpwpKcHBXp4Wmsv4yQPqLsFJu2NQT/ypGrQr/nVcPSGoJgc8cXCyt3+6v/9gJwvd1IHUIplBViZ7aPMGcgdgb/8k0wgm3wect/U0o7qZcMFPGnjBWqvWLmAU0NrJnZDAxgQu/ud4Y9VxYgIEViZg/M/KaG9U8Hz4m+WE4ZlQmxJz8T1X2yv63zncrWvzedB+DftpV+Qz8CZRfPKBbNnL/+u1XejPiqysQTt1CT/X4DOeJ8F9Buq3ScAtuO9G+ORbvDIcKBF/covDBPptaFC3KclAjq27BXmMT77Xt4b71NCk+jnO1wTnWaPP533NBu6GAO1kvP9+6lxPLG3Dk+qeQd1FqNwmFWpAKVCgf6OPyqoPNgpo1cLKJ7A9AoYAbU9fqAmB1QoY/7Na3+uWnvi4G+fTLsdXxJ/r5Yc7NZSmrc8D9RP7368gPMF0xvx0Y3/ygP96W2F3RfxtxH9F/4naa+hQewRPBem57J5iMvAnxVbJuVhfUXnWJcbPkckcki3k9kAe/pOatOd5VuYwKSEb93O/IVVIAtD2PD46yqNH95MFpMj93TvHJ/dyA+IwqcHJ4d3Tu1VebjPkBDWv4Cg3IVqq0OYGpJiH+cDEq+UEqbbcYALiDwIECKxBwBCgNSA7BYGtEDD+Zyu64VwlEhNPfxM05xt5a8xPLp/nonyGA9WTeHZygb7eJlzP1nq2fg0BynicehxQhvhkAkAe8VPDfTIKKAPz72QK7m4ex58ZARmskyFCmRFQr9MvAagMomYO5wH+u/t3M1a/DfRPUe2Sf3f5P5lD5gYk7K8RSZnxm9sPeTZQbhCk1HbuPDMojyKqacV51E9a0A0BSlkZJpSHjGaMUI1M2rlzeifBfb6KrNqdKQV1N6DyibbwMB/ImnMwVmxAwCigDaA7JYFNCBgCtAl15ySwdgHjf9ZOfo0TVmScS/G5ZJ4oOdF/u3ZeX6nb4uNc2a+QvQugc3tgL9ff66eG6Ozu5nZuDdTJBf+U0sLphOX1nb1Zd5zQPU/27Ab357W9zQCdbvxPN+h/MlKo9m9jh3LroEbw1Om60iaxe54ElO8broFAiecrdcnl/kxDrt3qBkINFaotlTgcZVhSVb7brV4nYX6KyoH5nS5cw8ohKxEwCmglrAolsH0ChgBtX5+oEYEVCBj/swLUWyiyRfYPy0m43N7UoKBkApmF221LcN0i7BZEZ5ptBvxUJpB1dTughv3UxfUaxlPfxZWhPMkCasBQRdyJx5Mf1Pj8utKfaD7nrP0zRCd71PM8U0Yu/+d6f+LylFyxefZPCfXa3uS1cpK8r7e1X4o9rJsK2bni/Xy9QL6t4P5BTTzIXIScKHlBov988fBexgsdZ4xREpWcc/rThf551xama/1JgAABAmsRyD/Tc/8kr+WUTkKAwPoFjP9Zv/llztglABVyt9/uYn/7it9cpj+5v3OvAuyK0o/q8T2JuzMpt8b/1G9d60/gXs/aOd3Z3893fVVIn/E43UOBspx7A5UpdMlCEoCaV1z/6Le5uxXN1/8r7t/Nt4XlPwXZo131b7WpbyGuXKKeGZqv+spC4vmaQ1ADgVJYvjIgx+e7gE/rlsFBHjxU8wbydWI1OyG1uVOPJdrNt5DVCarsujXR0pV6bQ3P6jpre72Mln3WIWAU0DqUnYPApgUMAdp0Dzg/gdULGP+zeuPrn6GFwnV4rqq311x+7+LjRNUHLSXoIvXusvzkkk1dUK9soMbf17X/Ct6rpJYfVCBfsXvK6/KGLvJPJpHoPfMJ6iJ+Ru9PHiOat5lhkGLqtfapnCMH5v5AUoYK0ae3G+pNW5ML/JVGtK8Da/lFHiWUacBZ2SYg1yim1KYGL2UgU+UN1bBJzWu5GtSSj8lrt87rVggYBbQV3aASBFYsYAjQioEVT2ALBIz/2YJOuLgKXRzcwuouIK4QO6FzRvPcO71f0Xzm2e4cVnxfWUH3U8u5vJ97AIm429M/E74nqK+UoGL3/K+9pqAE+xXG57hsr0vtFcPXd3dVfJ//5Sdr95ItpKB610X8WZn8IXvWHvXgoVqot20UUJ29qtkG/2RCcY7JsJ8ajFRjk/JT+9aQoVZ61meHWj7TzLZDq0K2+SFAgACBNQrUfzbWeDqnIkBgAwLG/2wA/XKn7ILwiqYTzHfP2qwH/2fAT12sf+70+VyXT1h9uHOYILqi6Br9nydz5kE7SQF268k/ea2BQO35PzUEKAtdLlBDgOqoGnufcD4BeP61z0X5GrOfBwHV2/x2oXti9yxU0d1I/Uoa2g2EOn8u4mc5I3/q9SgX9LOQ3zYWKIfUrOEuW8hDSfcO8liiev7QflvI44DyNoW29KClMYHJaab/4Zn+eTkue61HwCig9Tg7C4ENCrRLPhs8v1MTILBiAeN/Vgx80+KnOUBi8wrAU1z3mvUHGUJfXwJQz9ipDXNb62p7jf9JeN+usFc0367Qt8C9xe4VwU8X6op+dmhP6M/l/25oUOL/tj4hfltT5+9C+dmB3ZqabdAKz24tiK8a5oT1U+W2h/9UjWplVfgo0xEy+Cdxf9V6+tOSnLo3kX3SnNai6TZ/bpOAfzS2qTfUhcBKBB7513klZ1AoAQIECDxGINFwF+5318grfm5DZRIeZ2hNQuys71bOov86ZBLrZyhPxdw1fr9Wtkyg5vpWiJ3fiua7UL4m8k4n9Va4X0e1oL+95sBaOdk/T+6Zpg1tTYrqNtX4n1nhNaKoe7BPjQuqWD5pQI31T/SfvCWvLTfIodWi9tMqOW1Ote3hpuku/twOgXe8/Z3bURG1IEBgVQISgFXJKpfAlgiYALAlHXFhNWZBcBa6TGC6UF+elYvoGV6fhbapRe3tOn6KqivoOSI/CdATl8+u3Ld4vd52mUCXA0xWTnKANtqoEobKCup5Pm2If5cq1GsbMVRX9iv0n5Scc3UZRUsDUtmqUovh21SAtnONDMrshf2kLlm4u3M33wQ8u8zf8oDJu6qwGwAXfiC2Y+V3f+fbtqMiakGAwKoEzAFYlaxyCWyJgAkAW9IRj6tGlwN0DwBtI/Tbw3N2jx+cPjjaPcx8gITneXJPXWZvvxX2d4PqM66+fdNvEoQa+l/PBq2JAe21HhGUA2u5pQiJ0BOCn9Y3dnXjdjJSpy7Y7ya/SNEpahKUd5F9u4HQJQBd3F+D/rtpAEkPavR/vdadgTaXIMs1Abm+cbg9D/TkiZ0nc6I7p/me4Upg2v2NhPx1N+PMuKDHsVi/WQHTADbr7+wEVi3gDsCqhZVPYJMCxvJuUv8S5+6i/+61xeh1Ub27uF5heR7vn4m1FVu3C/DZ1rZXtF7hfF2Dz3K7VN8m5iZk735nF/Jr8E/9tuFA0yv9de2/biC0YUL5ouBE8/Vc/3ptO9f+k33qwJrjW/tXBav8ivbr8DpxnT1LVb1uh/alYDXlN5Wfjmuq/dqu2a+O9bP9Ah4Guv19pIYEbiLgMaA30XMsgW0XMP5nm3toGvdXHRMZJ+quGb311VsJsevyfkXfFXInuK7/5Y8WPrexN5OB9zX0vg6qZKBF+V2Dc+E/IXsVNvmt+DuH1B2BjNBpZ875sqq79p9CusJbnN6F8nW+VmadP7+VA3QpR1ejRP5d9N/KaSF+d3W/RgHtHOcrwFL7LgeoPaqMHJ+bAFUpPwQIECCwQQF3ADaI79QECIxaoKL69tMWEit3IfJsZb3PT+Lp6W7dAS2EbsF31k9C826ITr22sTrdNfvp6+Qqfnt8Z3uIZyYDtN1SSPbvgvvs3K3sHvo5PbZt7cpscX83Q6DOXpWpsH5ak5o6UBlBVmSnui0wbVH2rTWtFd1r1yCv2yvw+te8cXsrp2YECNxYwB2AGxMqgMAWCzz7hrdsce1UrQXQdSW9ouiE07lAnmkAuWqeK+i53J7H7HRJQt0NmFy3ryv22bmu7rfr8YnDE6Pn+IrEE8wnoM+2xNvZsfab/raj6hyJ7DPSp13+7wqqoroCW9Rel/nzv+yWw1uxdW+iW66FbM5dhJOMSqqbD5UG1Iq25yziz7nbw4tq5+6Sf07STlOn6qpVS34IECBAYCMC7gBshN1JCaxDwASAdSjfxjkSHHfxcfeaHGB/56AbPJPL/xU4J2aufSr6r6Ws6LKGissr/K9gvbuWn4h8ciE/QXzdEKj1CdyP6+u66sJ/YvJc4+8i+zqw9qm3k0v+LZSf3h9oK7uJAe0UtX/lFdPa5r8g7dhWqzbyp3sy6WlNCK4hTNWulNi9topPjm1HeNlqAdMAtrp7VI7AzQTcAbiZn6MJbLGACQBb3DmTqlW4PfeTt4mbE7Mf1QNAK3TOd+seJ5KuL+9qz9uZhNQtjK48oJKBvNaF/2QHCfdrnH9i+nZ0xfW1ugXvlSq08Topqz1TqM7dJRbZucrNfnnpCpwc1N0H6DKEZBp1yT+vlT90y3WG/G/ymkqe3tm9273Nrq0t1YTUsZ2hyvZDgAABAhsXcAdg412gAgQIjFegouf208XHee3i5nb5fCfP0MyV/oroK7SeKeWQXFOvgL79TmLxisgrUs9ruxuQ5clCu/Df3QTonu2TOwl5m6g9T/ipK/p1E6DdHGh3A7oD81CgPEGoBfoV5bfof/q2HdJVoOqfbVVa/newc1CltUbVGKGazfywgbWTn/4I+DaA/vSVmhK4skD+Vfcv8pXVHECgFwK+AaAX3ZRKVvDcXnOZvy6wt6fr51vAMhPgcOcom+7tPp9r6F1kXZfpE1TXb9bkCn8Nsq/BQfV2ulCP/6/leq0L9PmHvn6z3H1fb951J62yatJA/p/9uqJb3F/FVQhfB2XfdhOgyuhuAtTR9ZsdWoqS3eqby/IlAIn783qQB5ieZhRTZgXUZaa81im6Sue9n54I+DaAnnSUahK4soA7AFcmcwCBXgiYANCLbjpTyRYl55/lSSCeuDnjZ2pKQK6tTwfytEyhRe8Vz9d83LxOw/FpgF5j/Wf3ASqtyNv6rYf67yZG75Yf3iJodw+61KNNCWj3BCYrp2V2aUA7VxVe0X8rp6pRVejuVHSxfss1Jo2bhv61S+3npz8C/hnpT1+pKYGrCUgAruZlbwIECKxMIOFxhchdPN0Nna9BNTt5Duh+pgXXebs4Pru1ELwi+y4HaOF+C8rb1foaxtP9Jg1oV/Qz8bem9rahRIns61mfLSuoub81a6DlBm3YT22tPbNmUkjLHNq1/0ku0UX/lXV0deqSgZa3ZKby7Hp/F/p3zZns2f7w0heBd7z9nX2pqnoSIHAlAZOAr8RlZwK9ETADuDdd1SL+XNLvro4n2M7ImazLgzzzjWCJuO/sHDyfQUDtqaCTqQCJvNu4nRrIkwm99e1eNa/3dDL3t0qsmQBdMS1MT2LRUoaWMCRer/Jr+E5F57VDK6XG6rRsIaF/+NqBVYVarrepw2zAT2UgdWyeB1pP/GyxfhKVg1pI1dtjQFtDslMV1r1WUX4IECBAYNMC7gBsugecnwCB0Qsklk58PA2jK2zPb1ZmJH1ssumpnafyepKpwBW1t3WJzifhe3KEOqCN6m8rkwfk2367qQSZR1AX+PNs0HbJ/+FF/ektghSSS/4pLfsfZ97B8WleU1Z3ePfAn9pa+8ydIrVomUNWpzqndY+iu/ZfNxPqVkD9x6U9t7R7KweIR/9+fB1Y//pMjQlcTsAk4Ms52YtA3wTMAO5Xj00D6S6crug+kftxmwGcR4IeZWF39/nT55IX1B75SVxdQXgF23Vsu23QrsO3qcCVNdTWtqleK3mot/mpwtsf7WGgLcGol5oz3M0dbgdlVYrLntm3gv12k6EOy+/0vkErJrvlZBmqtH+6f7B7J08uat9dsJshTPNjgXJodsurn34JmAfcr/5SWwKXFHAH4JJQdiPQJwFT9/rUW3N17ULkvE4XMgM4T9PPxfUE/icHCbMn19dbIJ54ukXnCa0rL6hHhbaL9HW1vi785zeBf13Rr4nCFf7XyP681mCemgDQ7dNd3a/7ACdJE7LzdNOkkBSb9d1U4zpvHThNIrokoQL9VCxfOdAG/7SH/9QooLRs1pZa9NNDAf+Y9LDTVJnAcgEJwHIjexAgQGDVAl3En7PMLySGztCahNu5vp71d0/vdKF2IvCK/fNHfloo3wbntNC8jdWp0L9+Eu53V+tr/FAN8kngXmN7KjdoQXxlAlVCN9Snmxbc9pmkBxXrV7HToL/tXyetM8+i//bEzzz3s7v2X1MCuinLs7bUznWEn/4JmAfcvz5TYwKXEDAJ+BJIdiHQNwEzgPvWY1XfhMvToL6Wu9+sz9j8LCcHyECgzArIiKCad1tf9psQP0F4/ld7J26fBOZVVhv9U8VlW5vFmz3aPOOsqaV67RKI7N3e1zzgh+uyrYL+7NYVW6/tPkPbud506/OEonpEadKUylVy7T+Fz6L/VDub2s9sYbrCnwQIECCwOQF3ADZn78wECBB4vMAsB8gQoAq+W5B9Z+duFmpTzezNT8X/7c8stmi/u1rfLvC3y/+1sv1Or/q3y/+5IVBpQ8sOarkC+qzJzpPfumNQy+2mQZXQbW2HtOg/dcjtiDundzMw6U6F/vmvSU1EmAX93cL09fHttGW7BXwf8Hb3j9oRuKZA/sFv/xG55uEOI0BgGwXMAN7GXrlcnRJ0Z8fZa4vBKxjPwJ3DnQfZlvsARzuHibbzyJ6K4uun5QAVv2exluvwWkjYXpvz09bkfda3125t99r2aY/sfHgHIOtmqcWkjGm9WkyfgvOFYjXmp9KAnTu56p+bAN23FrRkYDIHIGfocoD5E1rul4B5wP3qL7UlcBkBQ4Auo2QfAn0SMGmvT731mLomaE7I3oXOs+XE2Yc7h12QnRwgcXYm57bIvqUBNQ037yoNSPA/u7iT8L2Kyppc6a83bVsF9e2o7Nzm91YSkSyj5RLdeWsKQXubotpCim+F1aEZknR3f3c/Q5FSjfY9ZfXMn5yoi/67Ax/TOKsJECBAYMMChgBtuAOcngABAvMCs9C5W8hrF2HnNY/VP9i5k52TA9zdeSKb2tP3Z5F8xfl16T//y2v9zkb11D6VEtQTfWpKQDZV7J6MIFlA1ud/SSW66L+tqfW1W+1QD/VvJbddJ6lFK6sSg1axZBa1MFuug+un1ndLXvsr4JpCf/tOzQk8TkAC8DgZ6wn0VcBTO/rac9N6z4LmbiGv3W8XYT9RoX+XA9xt827bP+MVtef4LpZPqF9fGdZWzDKBRPF1A6B+W3qQnfLT4vu2sh1dw4jaym5TzRtoa+qrglvkf3B6kArki8ny/cS5I9EG/+wnIUndWvW7M6TALPgZiIB/UgbSkZpBYE5AAjCHYZHAIARM2htAN84C6G6hSwByJb6Ls9sooDxqs8bfP7HzZN5m/H21ukX2+TPru4v3dWm/cbRHglZSUJf267W7/F/3CiZHTTZl7wriW5KQ19x2aKF8u5eQ5Uw8yPtMSKjbAnXVf3IHIGdsv12O0UX/teyHAAECBLZQQAKwhZ2iSgQIEHh4Eb2F4A9vAuRtZtxmLFDi/lyGz9uWAOQyfH1fWODaNftE9W2oT8buVIifUH4S62eHROqTKL/+qJFFLZRvXwPc0oMUUcW07wuoP0/rKZ8p/+7OnXbt/25uAtzduZuzd5OAW4FdhVOBSdgv+h/Mh9g1hcF0pYYQmAmYBDyjsECAAIHtFZgE922WbULyxNzHO0cZgXO6c5h8IN8VkLe7O0fHrQUtfu8i8Dquxf5d02ox/+tKmwXrlSK0wH26PmF/HZ7/t+v6dXV/Nv2grcmF/7r/kP1nv9MT1J+zcrqVXgkQIEBgqwQy4DP/pfBDgMBwBDwDdDh9mcC8GjP5V7pC93rTrsm3cThZzmicDMvJ+jweNNfsM8s3Dwiqub41VieP5am5vXM/GSQ0uzSfLZPl/DH/n4K8bWF94v6K75NgdGlABh2lqCy3yceTwT9Z0+UA07NUmZNyp6v82XcBTwLtew+qP4EzAu4AnAHxlgABAtsm0IXTdZF+dvF+ttDF4kkDcjcgQX97kGftnxsC9Z3BOwfThCHH1qCgaTaRpdqtSw9yOb8VWAlDN50gUX52yLCfbOri+y4HyHIW5iL+ST4xq8+k3PzhhwABAgS2VUACsK09o14EriXggX3XYtveg+YupU+i/y7U7pKBLCf07yLytrCba//tK71qivBB3RCYfIlYF9937cxyFtr1/yo+/8+a7u3ezp3uqn+bG1BbkwNkl2QF3Q5d6D977QrM2zML3VuvgxHIPyxPP/P0YJqjIQQISAB8BggQINAPgS7ob6+pcAXxWU7034L7GquThczkPZl8IVd2yHLtlp8ME2r3B9pNgFpRO9efNaSnjm1X+lPgXg6ZPFOoPWw0m7JP26F2637bceeD/smattXLoATyJFAJwKB6VGNGLyABGP1HAMCwBDyxe1j9ebY1ib9buJ/1ibbzOxkX1OUAud6flckB8rb77ZYT+ueGQH5bttA9xLNSgumayc4tft+903abnbjdCqh3OfWFr23PJAZ+CBAgQKA3AhKA3nSVihIgQGBeoML/aQ7QrU983y0k+s9ClwMkcJ8NBGoJw+ySf7dzPe6nG+ifQ7oEY1pON9y/K7JLACaBfpcMdBvmlye7+oMAAQIEtltg8l+L7a6k2hEgcFkBT+y+rFRv90vA3f2mBYndp2+7ibmP/JOeTd0l/+yVhXxdQB7leaee31/fIdBd/s/brOyWs08OmS13acC0/MlJu7dTvHb+6Rt/DljAPywD7lxNG6eAOwDj7HetJkBgaAIJzdOk3ZqzO7n8P21hXePv7glkTRame9b++ekC/W45r2e2dm/b1vlxPt25ZgdZIECAAIE+CUgA+tRb6kqAAIGZwCw0T7zffdVXC/Qn27O1C/rbQ4Gycj58bylCvUyOmBXVDp7f82yg/+ies7pYIECAAIE+CTxyv7hPFVdXAgQIEHgokEi9ftsfea3fbkhPt3zmNVnBdGt9y++jW+smwPS3Cm0/kzUPT2hpTALPvuEtY2quthIYvoBvAh5+H2vhqAR8DfCouvt8Y2v0T3d9/9Ft8+sT3D+68TLvkgD4GbWALwMedfdr/OAEDAEaXJdqEAECIxZoYfrDWH0W959ZPxPqhgHN3raFyeEPS3l0s3cECBAg0HcBCUDfe1D9CRAg8FiBWdw/mwScXXMHoCUGWaz5we3n4QX+6abJFIHJdn8QIECAwIAEzAEYUGdqyugF3vXD7xq9AYCLBaZj+mso/4V7zOL+bJ79XrinleMU8M/LOPtdq4cq4A7AUHtWuwgQIPBYgWkSMP3zsTvaQIAAAQIDFHAHYICdqkkECBAgQIAAAQIEHicgAXicjPUECBAgQIAAAQIEBiggARhgp2oSAQIECBAgQIAAgccJSAAeJ2M9AQIECBAgMBF4x9vfyYIAgcEISAAG05UaQmDHf6F9CAgQIECAAIGlAhKApUR2IECAAAECBAgQIDAcAQnAcPpSSwgQIECAAAECBAgsFZAALCWyAwECBAgQIECAAIHhCEgAhtOXWkKAAAECBAgQIEBgqYAEYCmRHQgQIECAAAECBAgMR0ACMJy+1BICBAgQIECAAAECSwUkAEuJ7ECAAAECBAgQIEBgOAISgOH0pZYQIECAAAECBAgQWCogAVhKZAcCBAgQIECAAAECwxGQAAynL7WEAAECBAisSODlr3jZikpWLAEC6xeQAKzf3BkJrErAf6FXJatcAgQIECAwIAEJwIA6U1MIECBAgAABAgQILBOQACwTsp0AAQIECBAgQIDAgAQkAAPqTE0hQIAAAQIECBAgsExAArBMyHYCBAgQIECAAAECAxKQAAyoMzVl9AJPP/P06A0AECCwEgH/vKyEVaEENiQgAdgQvNMSIECAAAECBAgQ2ISABGAT6s5JgAABAgQIECBAYEMCEoANwTstAQIECBDoicDrvuLzelJT1SRA4FICEoBLMdmJQF8E/He6Lz2lngQIECBAYFMCEoBNyTsvAQIECBAgQIAAgQ0ISAA2gO6UBAgQIECAAAECBDYlIAHYlLzzEliJwCd+8iespFyFEiAwYgH/sIy48zV9mAISgGH2q1YRIECAAAECBAgQuFBAAnAhi5UECBAgQIDARODlr3gZCwIEhiQgARhSb2oLgR3/nfYhIECAAAECBBYLSAAW+9hKoGcCTz/zdM9qrLoECGy9gH9Ytr6LVJDA1QQkAFfzsjcBAgQIECBAgACBXgtIAHrdfSpP4AIB3wV2AYpVBAhcV8A/KdeVcxyB7RWQAGxv36gZAQIECBAgQIAAgVsXkADcOqkCCWxYwBO7N9wBTk+AAAECBLZbQAKw3f2jdgQIECBAYKMCrilslN/JCaxEQAKwElaFEtiggCeBbhDfqQkMT8A/KcPrUy0iIAHwGSAwNAEP7Btaj2oPAQIECBC4VQEJwK1yKowAAQIECAxLwDWFYfWn1hAoAQmAzwGBAQp4bN8AO1WTCGxCwD8mm1B3TgIrF5AArJzYCQisX8CkvfWbOyMBAgQIEOiLgASgLz2lngQIECBAYN0Cr33d5677lM5HgMDqBSQAqzd2BgJrF/DUjrWTOyEBAgQIEOiNgASgN12logQuL2DS3uWt7EmAwAIB/5gswLGJQH8FJAD97Ts1J0CAAAECKxQwA3iFuIomsFEBCcBG+Z2cwMoEvvIb3riyshVMgAABAgQI9FhAAtDjzlN1AgQIECCwOgEzgFdnq2QCmxWQAGzW39kJrErAPOBVySqXAAECBAj0XEAC0PMOVH0CjxEwde8xMFYTIHBZAf+MXFbKfgT6JiAB6FuPqS+BSwuYwHdpKjsSIHBWwD8gZ0W8JzAgAQnAgDpTUwg8KuD7gB/18I4AAQIECBAoAQmAzwEBAgQIECBwVsAM4LMi3hMYkMDu6enpgJqjKQQIPCLwKXuf/sh7bwgQIHA5gbeefMvldrQXAQL9E3AHoH99psYECBAgQGClAiYArJRX4QQ2LiAB2HgXqACBFQr4OrAV4iqaAAECBAj0U0AC0M9+U2sCBAgQILAyARMAVkarYAJbIWAOwFZ0g0oQWJ2AaQCrs1UygaEKmAAw1J7VLgKdgDsAPgkEBi5gLO/AO1jzCNy2gH80bltUeQS2TkACsHVdokIEblfAtwHcrqfSCAxewPifwXexBhKQAPgMEBi4wMtf8bKBt1DzCBAgQIAAgasISACuomVfAj0UePqZp3tYa1UmQGBjAv7R2Bi9ExNYl4AEYF3SzkNgcwIeBro5e2cm0DMBEwB61mGqS+BaAhKAa7E5iAABAgQIDFHABIAh9qo2ETgr4DGgZ0W8JzBIAQ8DHWS3ahSBWxfwANBbJ1UggS0UcAdgCztFlQjcvoBRQLdvqkQCgxMw/mdwXapBBC4WkABc7GItAQIECBAYm4DxP2Prce0drYAhQKPteg0fnYBRQKPrcg0mcEUB43+uCGZ3An0VcAegrz2n3gSuKmAU0FXF7E9gVALG/4yquzV25AISgJF/ADSfAAECBAiUgPE/PgcExiNgCNB4+lpLCewYBeRDQIDA4wSM/3mcjPUEhifgDsDw+lSLCDxWwCigx9LYQGDcAsb/jLv/tX50AhKA0XW5BhMgQIAAgTMCxv+cAfGWwLAFDAEadv9qHYGzAkYBnRXxngCBnR3jf3wKCIxKwB2AUXW3xhLYMQrIh4AAgTMCxv+cAfGWwOAFJACD72INJPCIwMtf8bJH3ntDgMDoBYz/Gf1HAMDoBCQAo+tyDR65wNPPPO1q38g/A5pPYF4g/yDkn4X5NZYJEBi8gARg8F2sgQTOCnziJ3/C2VXeEyAwVgGX/8fa89o9agGTgEfd/Ro/WgFTgUfb9RpO4IyA6b9nQLwlMAYBdwDG0MvaSOCsgKnAZ0W8JzBKAQMCR9ntGk1gRwLgQ0CAAAECBEYqYPzPSDtes0cvIAEY/UcAwCgFXvXqV46y3RpNgMBDAdN/H1pYIjAyAQnAyDpccwlMBYwCmkr4k8BIBVz+H2nHazaBnR2TgH0KCIxXwFTg8fa9lhPw7b8+AwRGLOAOwIg7X9NHL+AmwOg/AgDGK+Cv/3j7XssJuAPgM0Bg5AJuAoz8A6D5oxXw9M/Rdr2GE4iAOwA+BgRGLeAq4Ki7X+PHKuDpn2Ptee0mMBEwB8BHgcDYBdwEGPsnQPvHJ/DmH/zap595enzt1mICBCYC7gD4KBAYu4CbAGP/BGj/yAQ8/XNkHa65BC4QkABcgGIVAQIECBAYqoCnfw61Z7WLwOUFJACXt7IngWEK5EvB3AQYZtdqFYFzAi7/nyOxgsAYBSQAY+x1bSZAgACBcQq4/D/OftdqAmcEJABnQLwlMEYBNwHG2OvaPD4Bl//H1+daTOBiAQnAxS7WEiBAgACBgQm4/D+wDtUcAtcWkABcm86BBAYl4CbAoLpTYwicE3D5/xyJFQTGK+B7AMbb91pO4LyA7wQ4b2INgWEIePb/MPpRKwjcioA7ALfCqBACAxHwOKCBdKRmEHhUwOX/Rz28IzB2AXcAxv4J0H4CZwTcBDgD4i2BAQi4/D+ATtQEArco4A7ALWIqisAQBNwEGEIvagOBOQGX/+cwLBIgUALuAPgcECBwVsBNgLMi3hPos8BbT76lz9VXdwIEbl/AHYDbN1Uigb4LuAnQ9x5UfwIzAX+dZxQWCBCYCUgAZhQWCBCYCOSRoCwIEBiAQAb/+Os8gH7UBAK3LiABuHVSBRIYgoCrhkPoRW0YvYBv/hr9RwAAgYsFJAAXu1hLYOQCvhds5B8AzR+AgLm/A+hETSCwIgGTgFcEq1gCQxAwG3gIvagNYxXw6M+x9rx2E1gu4A7AciN7EBitgIFAo+16De+7QP7yPv3M031vhfoTILAiAXcAVgSrWAIDEXATYCAdqRkjE/Doz5F1uOYSuJqAOwBX87I3gbEJuAkwth7X3gEIZPDPAFqhCQQIrE5AArA6WyUTGIKA2cBD6EVtGJOAub9j6m1tJXBNAUOArgnnMAKjEjAQaFTdrbG9FjD4p9fdp/IE1iPgDsB6nJ2FQL8FDATqd/+p/WgE/FUdTVdrKIEbCUgAbsTnYAIjETAQaCQdrZm9FvC9v73uPpUnsE4BQ4DWqe1cBPotYCBQv/tP7Ycu4MH/Q+9h7SNwawLuANwapYIIDF7A6ILBd7EG9lcgfz09+L+/3afmBNYsIAFYM7jTEeixgIFAPe48VR+0gME/g+5ejSNw+wKGAN2+qRIJDFvAQKBh96/W9VHA4J8+9po6E9iggDsAG8R3agK9FDAQqJfdptLDFRD9D7dvtYzAqgQkAKuSVS6BoQoYCDTUntWuPgoY+t/HXlNnAhsXkABsvAtUgED/BJID9K/SakxgcAKG/g+uSzWIwJoEJABrgnYaAgMTyKiDgbVIcwj0TuC1r/vc3tVZhQkQ2AYBCcA29II6EOifQB44aDJA/7pNjQckYPDPgDpTUwisW0ACsG5x5yMwGAGTAQbTlRrSOwGDf3rXZSpMYKsEPAZ0q7pDZQj0T8BTQfvXZ2rcc4FE/1/6ZV/S80aoPgECmxRwB2CT+s5NYAACJgMMoBM1oV8Chv73q7/UlsAWCkgAtrBTVIlAnwRMBuhTb6lr/wUM/e9/H2oBgc0LSAA23wdqQKDvAiYD9L0H1b8vAon+PYS3L52lngS2WUACsM29o24EeiMgB+hNV6lobwVM/O1t16k4ga0TMAl467pEhQj0V8CE4P72nZpvuYCJv1veQapHoF8C7gD0q7/UlsBWC5gQvNXdo3J9FjDxt8+9p+4Etk5AArB1XaJCBPorYEJwf/tOzbdZwMTfbe4ddSPQRwEJQB97TZ0JbK+AyQDb2zdq1k8BE3/72W9qTWCrBSQAW909KkegjwJygD72mjpvp4Dofzv7Ra0I9F1AAtD3HlR/AtsoIAfYxl5Rp74JiP771mPqS6A3AhKA3nSVihLol0BygDy3pF91VlsC2yPgoZ/b0xdqQmB4AhKA4fWpFhHYFoEv/bIvkQNsS2eoR68EPPSzV92lsgT6J+B7APrXZ2pMoF8CvhygX/2lttsgkCfq5pla21ATdSBAYJAC7gAMsls1isAWCfhygC3qDFXpg4Dovw+9pI4E+i0gAeh3/6k9ge0XyIVMOcD2d5MabomA6H9LOkI1CAxbQAIw7P7VOgJbISAH2IpuUImtFxD9b30XqSCBgQhIAAbSkZpBYMsF5ABb3kGqt3EB0f/Gu0AFCIxHQAIwnr7WUgIbFpADbLgDnH6LBUT/W9w5qkZggAISgAF2qiYR2FoBOcDWdo2KbVBA9L9BfKcmME4BCcA4+12rCWxMQA6wMXon3koB0f9WdotKERi4gARg4B2seQS2UEAOsIWdokobERD9b4TdSQkQkAD4DBAgsAEBOcAG0J1yywRE/1vWIapDYEQCEoARdbamEtgqgS4HeN1XfN5W1UplCKxBIB970f8anJ2CAIHHCeyenp4+bpv1BAgQWIPAV73pq599w1vWcCKnILANAon+v/TLvmQbaqIOBAiMVsAdgNF2vYYT2BaBBEPuA2xLZ6jHigVE/ysGVjwBApcSOLjUXnYiQIDAKgW6C6LuA6zSWNmbF/jKb3jjq179ys3XQw0IEBi9gCFAo/8IACCwNQLf/I3/6fWveePWVEdFCNymgOj/NjWVRYDAzQQMAbqZn6MJELg9gVwcTZB0e+UpicC2CIj+t6Un1IMAgSbgDoAPAgEC2yXwrh9+12s/5ou2q05qQ+AGAqL/G+A5lACBlQhIAFbCqlACBG4ikBzgzc9+vSkBNzF07JYIeNznlnSEahAgMC9gCNC8hmUCBLZCIF8R4NFAW9ETKnEDgTzw560n35IP8w3KcCgBAgRWIuAOwEpYFUqAwK0ImBZ8K4wKWb+AYT/rN3dGAgQuL+AOwOWt7EmAwLoFTAtet7jz3YaA6P82FJVBgMAKBdwBWCGuogkQuBUBUwJuhVEh6xEw6H89zs5CgMBNBCQAN9FzLAEC6xP4qjd9tWnB6+N2pqsLuPB/dTNHECCwGQEJwGbcnZUAgWsImBJwDTSHrEdA9L8eZ2chQOBWBCQAt8KoEAIE1iRgONCaoJ3mKgKG/VxFy74ECGxeQAKw+T5QAwIEripgONBVxey/IgEX/lcEq1gCBFYqIAFYKa/CCRBYlYAvDF6VrHIvLSD6vzSVHQkQ2C4BCcB29YfaECBweQHDgS5vZc/bFRD6366n0ggQWLOABGDN4E5HgMAtC5gZfMugilsmIPpfJmQ7AQLbLiAB2PYeUj8CBJYKuBWwlMgOtyIg9L8VRoUQILBxAQnAxrtABQgQuB0BtwJux1EpjxEQ/T8GxmoCBPonIAHoX5+pMQECjxNwK+BxMtbfREDofxM9xxIgsIUCEoAt7BRVIkDgRgLSgBvxOfhRAdH/ox7eESAwBAEJwBB6URsIEDgvYETQeRNrriQg9L8Sl50JEOiRgASgR52lqgQIXE3ArYCredl7KiD0n0r4kwCBYQpIAIbZr1pFgMBMQBowo7BwGQHR/2WU7EOAQK8FJAC97j6VJ0DgsgJGBF1WasT7Cf1H3PmaTmBcAhKAcfW31hIYuYA0YOQfgMc1X+j/OBnrCRAYpIAEYJDdqlEECDxWwIigx9KMcoPQf5TdrtEExi4gARj7J0D7CYxTQBowzn6fb3VC/5e/4mVPP/P0/ErLBAgQGIOABGAMvayNBAhcLCANuNhl6GsT+qeJr3r1K4feUO0jQIDAxQISgItdrCVAYDwC0oDx9LXQfzx9raUECCwQkAAswLGJAIERCUgDht3ZxvoPu3+1jgCBKwlIAK7EZWcCBAYuIA0YXgcL/YfXp1pEgMANBSQANwR0OAECAxRIGvCOt7/z9a954wDbNqYmCf3H1NvaSoDAFQQkAFfAsisBAmMTcEOgjz1uoH8fe02dCRBYp4AEYJ3azkWAQC8FpAF96baE/p7s2ZfOUk8CBDYoIAHYIL5TEyDQMwGZwNZ2mNE+W9s1KkaAwBYKSAC2sFNUiQCBrRaQBmxP97jkvz19oSYECPRIQALQo85SVQIEtktAJrCp/jDKf1PyzkuAwDAEJADD6EetIEBgkwIygfXoi/vX4+wsBAgMXkACMPgu1kACBNYnIBNYhbW4fxWqyiRAYMwCEoAx9762EyCwKgGZwM1lxf03N1QCAQIELhSQAFzIYiUBAgRuR6DLBFLWs294y+2UOOhSXvcVn/eJn/wJHuU56E7WOAIENi8gAdh8H6gBAQIjEZAMXNjRXdCfTa969Ssv3MFKAgQIELhdAQnA7XoqjQABApcSGHkyIOi/1KfETgQIEFiNgARgNa5KJUCAwKUFkgxk3zc/+/V5HepIoVnEb3jPpT8XdiRAgMCqBCQAq5JVLgECBK4nMIx8QMR/vd53FAECBNYgIAFYA7JTECBA4EYCXUrwjre/87u/820paAvvEgj3b9TBDiZAgMB6BSQA6/V2NgIECNyGQJcSpKRkBXntEoMsrC43SIif8vOInrzmJyN58vr0M0+3d14IECBAoE8CEoA+9Za6EiBA4PICsyShO6RLFRYf3oX1s33E9zMKCwQIEBiSgARgSL2pLQQIECBAgAABAgSWCOwt2W4zAQIECBAgQIAAAQIDEpAADKgzNYUAAQIECBAgQIDAMgEJwDIh2wkQIECAAAECBAgMSEACMKDO1BQCBAgQIECAAAECywQkAMuEbCdAgAABAgQIECAwIAEJwIA6U1MIECBAgAABAgQILBOQACwTsp0AAQIECBAgQIDAgAQkAAPqTE0hQIAAAQIECBAgsExAArBMyHYCBAgQIECAAAECAxKQAAyoMzWFAAECBAgQIECAwDIBCcAyIdsJECBAgAABAgQIDEhAAjCgztQUAgQIECBAgAABAssEJADLhGwnQIAAAQIECBAgMCABCcCAOlNTCBAgQIAAAQIECCwTkAAsE7KdAAECBAgQIECAwIAEJAAD6kxNIUCAAAECBAgQILBMQAKwTMh2AgQIECBAgAABAgMSkAAMqDM1hQABAgQIECBAgMAyAQnAMiHbCRAgQIAAAQIECAxIQAIwoM7UFAIECBAgQIAAAQLLBCQAy4RsJ0CAAAECBAgQIDAgAQnAgDpTUwgQIECAAAECBAgsE5AALBOynQABAgQIECBAgMCABCQAA+pMTSFAgAABAgQIECCwTEACsEzIdgIECBAgQIAAAQIDEpAADKgzNYUAAQIECBAgQIDAMgEJwDIh2wkQIECAAAECBAgMSEACMKDO1BQCBAgQIECAAAECywQkAMuEbCdAgAABAgQIECAwIAEJwIA6U1MIECBAgAABAgQILBOQACwTsp0AAQIECBAgQIDAgAQkAAPqTE0hQIAAAQIECBAgsExAArBMyHYCBAgQIECAAAECAxKQAAyoMzWFAAECBAgQIECAwDIBCcAyIdsJECBAgAABAgQIDEhAAjCgztQUAgQIECBAgAABAssEJADLhGwnQIAAAQIECBAgMCABCcCAOlNTCBAgQIAAAQIECCwTkAAsE7KdAAECBAgQIECAwIAEJAAD6kxNIUCAAAECBAgQILBMQAKwTMh2AgQIECBAgAABAgMSkAAMqDM1hQABAgQIECBAgMAyAQnAMiHbCRAgQIAAAQIECAxIQAIwoM7UFAIECBAgQIAAAQLLBCQAy4RsJ0CAAAECBAgQIDAgAQnAgDpTUwgQIECAAAECBAgsE5AALBOynQABAgQIECBAgMCABCQAA+pMTSFAgAABAgQIECCwTEACsEzIdgIECBAgQIAAAQIDEpAADKgzNYUAAQIECBAgQIDAMgEJwDIh2wkQIECAAAECBAgMSEACMKDO1BQCBAgQIECAAAECywQkAMuEbCdAgAABAgQIECAwIAEJwIA6U1MIECBAgAABAgQILBOQACwTsp0AAQIECBAgQIDAgAQkAAPqTE0hQIAAAQIECBAgsExAArBMyHYCBAgQIECAAAECAxKQAAyoMzWFAAECBAgQIECAwDIBCcAyIdsJECBAgAABAgQIDEhAAjCgztQUAgQIECBAgAABAssEJADLhGwnQIAAAQIECBAgMCABCcCAOlNTCBAgQIAAAQIECCwTkAAsE7KdAAECBAgQIECAwIAEJAAD6kxNIUCAAAECBAgQILBMQAKwTMh2AgQIECBAgAABAgMSkAAMqDM1hQABAgQIECBAgMAyAQnAMiHbCRAgQIAAAQIECAxIQAIwoM7UFAIECBAgQIAAAQLLBCQAy4RsJ0CAAAECBAgQIDAgAQnAgDpTUwgQIECAAAECBAgsE5AALBOynQABAgQIECBAgMCABCQAA+pMTSFAgAABAgQIECCwTEACsEzIdgIECBAgQIAAAQIDEpAADKgzNYUAAQIECBAgQIDAMgEJwDIh2wkQIECAAAECBAgMSEACMKDO1BQCBAgQIECAAAECywQkAMuEbCdAgAABAgQIECAwIAEJwIA6U1MIECBAgAABAgQILBOQACwTsp0AAQIECBAgQIDAgAQkAAPqTE0hQIAAAQIECBAgsExAArBMyHYCBAgQIECAAAECAxKQAAyoMzWFAAECBAgQIECAwDIBCcAyIdsJECBAgAABAgQIDEhAAjCgztQUAgQIECBAgAABAssEJADLhGwnQIAAAQIECBAgMCABCcCAOlNTCBAgQIAAAQIECCwTkAAsE7KdAAECBAgQIECAwIAEJAAD6kxNIUCAAAECBAgQILBMQAKwTMh2AgQIECBAgAABAgMSkAAMqDM1hQABAgQIECBAgMAyAQnAMiHbCRAgQIAAAQIECAxIQAIwoM7UFAIECBAgQIAAAQLLBCQAy4RsJ0CAAAECBAgQIDAgAQnAgDpTUwgQIECAAAECBAgsE5AALBOynQABAgQIECBAgMCABCQAA+pMTSFAgAABAgQIECCwTEACsEzIdgIECBAgQIAAAQIDEpAADKgzNYUAAQIECBAgQIDAMgEJwDIh2wkQIECAAAECBAgMSEACMKDO1BQCBAgQIECAAAECywQkAMuEbCdAgAABAgQIECAwIAEJwIA6U1MIECBAgAABAgQILBOQACwTsp0AAQIECBAgQIDAgAQkAAPqTE0hQIAAAQIECBAgsExAArBMyHYCBAgQILBlAl/wBV/w7LPP/uiP/ugf+SN/5BM/8RM/4AM+4FM/9VO//Mu//N69e1tWU9UhQGAbBXZPT0+3sV7qRIAAAQIECDxG4GM+5mM+7dM+7Zu/+Zt/xa/4FZ/zOZ/zC3/hL3zb2972NV/zNS95yUu+6Zu+6aM+6qMec5zVBAgQKAEJgM8BAQIECBDomUASgB/6oR/663/9r3/xF3/xrOrvfve7X/WqV33Ih3zIN3zDN+zu7s7WWyBAgMAZAQnAGRBvCRAgQIDAtgskAXjZy16Wi/1nKvod3/Edv/JX/spv//Zvz+uZTd4SIEBgJmAOwIzCAgECBAgQ6I3AZ3zGZ5yva0YEvfSlL00acH6TNQQIEJgJSABmFBYIECBAgEBvBB43hW9/f//4+Lg3zVBRAgQ2ISAB2IS6cxIgQIAAgZsJ/Mf/+B/PF/A93/M9P/3TP/2rftWvOr/JGgIECMwEJAAzCgsECBAgQKA3AkkA/u7f/bvz1X3ve9/7B//gH8w8YBMA5lksEyBwXsAk4PMm1hAgQIAAga0WyCTgX/frfl0eA5rH///23/7bP+zDPux7v/d7/9pf+2tPPfVUEgOPAd3qzlM5Alsg4A7AFnSCKhAgQIAAgSsKfNInfdJ/+2//LVN+//Jf/suf//mf/+Y3vzmX//NtAKL/K0LancAYBQ7G2GhtJkCAAAEC/Rf46I/+6L/39/5e/9uhBQQIrFvAHYB1izsfgdsS+Mmf/Mnf+3t/74e3ny/6oi/6P//n/ywoOd8ZlHECH/RBH/SxH/uxf+bP/Jn79+/P7/xt3/Ztv/k3/+YP/dAPffrpp3Mp8X/8j/8xv/V6y7k2ma8i6n6+7uu+7kwheX75Z3/2Z6fuOePv+B2/47/+1/96Zoe8zbca5ftN/+Sf/JPnN418zWX0ZkSLO3fx1it9xmZntHBVgW/8xm985Stf+YEf+IEJ6L/wC7/wne9854ISut7/kR/5kb/0l/7S+b87V/psLDiLTdcTuFJXLv7bt3jr9arnqEsKLP4v5plCFvfU4q1nilrnWwnAOrWdi8CtCTx48CBT/X7gB37gb//tv/03/+bf/L7v+748FPzw8PDCEyTcf/WrX/38888nEP/zf/7P/8N/+A//xJ/4E7M9//E//sef9mmfljHEf//v//2/+lf/6snJSR4l/q/+1b+a7XC9hV/2y37Z/9N+Mij5TAl/5+/8nde85jXJRjJk+au+6qsODg7SlgxgOLPbn/tzfy6b3vjGN55ZP/K3l9TrlBZ37uKtV/qMjbxTbtL8fPI/67M+6yM+4iP+wT/4B/nr8LM/+7Of8Amf8D//5/+8sMxZ7+evz2/7bb/tzN+d2dbFf7MuLNnKmwtcqSsX/+1bvPXmVVXCAoHF/8U8c+Dinlq89UxR636bBwn7IUCgdwLPPvvsC1/4wsQKXc1//Md/PKHA13/911/YkPxnKTv//M//fLc1x+ZJ4ckH8jaXeDOG+Mu//MvnD/zjf/yP59L7z/3cz82vvPbyi170ovwjODs8xX7AB3xAgvvZmix82Zd9WS5/5hkms5X5JqO9vb1/9s/+2WyNhQhcUq+zWty5i7emhCt9xvTO9QSSZX3kR37kH/pDf2h2eDLw5MO/8Tf+xtma2cJ87+cvde7UZdPs78781tkhs62zNRZWJHClrlz8t2/x1hXVX7EzgQX/xZzt0y0s7qnFW88Utf63O+s/pTMSIHBzgb/4F//ix3/8x8+X84t+0S9605veNL9mtvzv/t2/y/6zt9/1Xd+VKw3/+3//76z5J//kn+QKfS54zLZm4T3veU8yhH/9r//1/MprL59JAP7Nv/k3yVVm2UhX7M/8zM+kStnUvU0M9Kt/9a/OPY1rn3SoB15Gb9b2xZ27eGsKudJnbHZSC1cSyPCAfPLf8Y53zB/1T//pP33yySePjo7mV2Z5ce8v3nqmKG9vXeBKXbn4b9/irbdecwWeEVjwX8wzey7uqcVbzxS1/reGAK37lovzEbgVgWeeeSZBw0/8xE90pf3Yj/3Yj/7oj2bUzYWFZ3z//ECaDO/JVf8kDNk5Iw1e9rKX3b17d/7AF7/4xSl/Nggh/zDlceO5KvnBH/zBuTPwW3/rb73wG4jmS1iwnLHLmWzwkpe8ZH6fjGfIbYHZNIaMhUiW8lf+yl/JYOicfX7PkS9fRm9GtLhzF29NIVf6jM1OauFKAnfu3Pmcz/mcDP2fPyrR/71793JDbH5llhf3/uKtZ4ry9tYFrtSVi//2Ld566zVX4BmBBf/FPLPn4p5avPVMUet/KwFYv7kzErgFgUz+y/TZjKTPIJncr8w/WPnqn0//9E9fUHRCij/7Z/9sxg1n7mCmAWR6bnbOyOMkD2eOOj4+TmqR8rM+NwcyPTEzB5IAfO3Xfm3mGyRY+S2/5bdkDM+Zoy75NrcXkmCc3zkJwPve976sz/eYvv71r0/1PuVTPuXlL395N1VAGtCJLdWbh13cuYu3ppxrfMbmz275MgKZb5ORe2cy8FzLz2P+MyjuTAmLe3/x1jNFeXvrAlfqysV/+xZvvfWaK/BCgQv/i3lmz8U9tXjrmaLW/1YCsH5zZyRwCwIveMELMpE3z/x+3ete9wVf8AX5DqA/9sf+WAbbLCg642oyaPgHf/AHs08O7Pb89b/+12c0zr/4F/9i/sCkB4n78zVDWfmn//SfzgSDlJ+IP2nGa1/72r/1t/5WnnSR2YpnjpovYfFyl3uc2Scj/rs1eexP5idkOFOew5BTZ35C8pYMRzmz/2jfLtabZ1ncuYu3ppxrfMbmz275egL5bq9/9I/+0V/4C3/hwsMX9/7irRcWaOXqBBZ05eK/fYu3rq7CSp4XuPC/mPM7ZHlxTy3eeqaoDbxd/6gjZyRA4OYCX/M1X5NxAnnNpfr85Ok9uYiYy/OXKflf/st/mZ1zbLfzF3/xF+eSfJ4fknJyNyBFpeRuVmKmtWX5LW95y/liM1H41/7aX3t+/fk1Z+YAfOVXfuUv/aW/9PxuGZKUR5fkuUYJYnKrYX6HxEO5vZ7UZX7lOJcX6503WdC52Xnx1pt8xs7XxJrLCPz3//7fc+H/9//+33/hzot7f/HWCwu0cnUCi7sy5138t2/x1tVVW8nnBc78F/PMDot7avHWM0Wt+a1JwGsGdzoCtyDw/ve/P2Po8/Wf82XlkmFG9ueu5fzKxy0nfE/A3W3NXMPMEMhjgnIFInF2fjJGv3u+0Hd/93cvuCyRwTkpITcQcql+9pNxCGdOej4BeMUrXnFmn7zNiKMkAJlskADozNYMScrV6PlHCZ3ZYTxvE+Qt0DvvsKBzs/OCrTf/jJ2vjDWLBbqQ8fM+7/POT//tDlzc+4u3Lj61rbcrsLQrc7oFf/uWbr3d2iptqcD8fzHP7NzffjQEaEF4YxOBLRX4/u///sTZ+WKv+frlbZ4DmJnB8yuznGE/f+Nv/I0zK3/Db/gNCdlzgT/r88CfDLBJHJ9i/8t/+S/51y03AZJLZNMv+AW/IK+JvLsn+p95/ff//t9na76INLnE7CfDh7JywU9Sl3zD1/kd0qKE/u9617vyVMQzWzM6KF8Zdn6uwpndxvB2sd55gQWdm50XbL3SZ+z8ea25qsB3fud35ss6MtOme0rvhYcv7v3FWy8s0MpVCFymK3PeBX/7lm5dRbWV2Qks/S/mGaj+9uPBmZZ4S4DA9gvk0nsq+dxzz81XNZds8/ZDPuRD5ldmOSF1rl7kO4Pnp97meTt5ns/81MP8K/ZLfskvyZjFDOzJ9wp3hWQOU74gLDv/rt/1u84Umy8gS1CelRmyn58zWxe8/aiP+qhM802u0uUY3Z654ZAMJKfLE0Lz5J/MQHjiiSdmhWRKwA//8A9/3Md93GzNaBcW6z2O5cLOne184dYrfcZmRVm4nkCeeZWH3ma2feb056/A4wpZ3Pu5+7fgb9bjyrT+dgUu2ZWzk174t++SW2e7WbhFgUv+F/PMGXvZj2fuZXhLgEAvBPKIxsz6na9qQvxf/It/cbcmDxD8pm/6pmQIeZvlDMLJY3xmO+fC/y//5b/89/ye3zNb0y1kqH2Cj8z3nV+fMTk5PJOG51cmTMlV+W/91m+dX/m45TNDgPKon6zJvN75/XMLItcvsynzEHIf4MzWvM2opOQM84eMc3mxXkzmu36e6MLOne1w4dbFn7HZsRZuKJCQMenW53/+5+ebvM8XNd+hi3t/8dbzJVtz6wKX78r5U1/4t2+2w+Kts90s3JbA0v9izv+VnD/p4p5avHW+nLUtmwOwNmonInCbAnkSfwbr51J9vrLk3/7bf/s7f+fvTOyeld05urH7s28X+g//4T9kLu8f+AN/IHv+83/+z3/Nr/k1ufyfUHu+QrkGnwE/uZY/v7Jb/n2/7/fl8D/1p/5Unk6YbwfLDMWc+qu/+qvP73nhmjMJQPbJrOLcfEixeQBifv7wH/7Dmfg7K/Drvu7r0pbf/bt/d76vIBXObnmbJw5dWPgIVy7WO9P1nc+Czs0Oj9u6+DM2QvlVNPn7vu/78vUaScjzNVIZOD7/k4eQ5IxnOnRx7y/euor6K3MmcNWu7A583N++y2ydndrC7Qos/i/mmb+Sl+mpxb18u5W/fGkSgMtb2ZPAdgl8z/d8T76TK0N0Erj/pt/0m77jO75jVr/z/0L95//8n/MtAYnFM9c29woyqme2c7fwR//oH83g+1zbOLO+e5vHIHzWZ31WLsNn2M9nf/Znv/Wtb71wtwtXnk8AsluCyy/8wi/MzIGMWfrMz/zMBC7zx377t397vmog50qiktPl7fxWywv0znd9uBZ37oKtCz5jeuFWBPL0rTNjCWZvuwn95zt0Qe+nSou33kqdFXKhwDW6MuUs+Nu3dOuF1bDyVgQW/Bfz/F/JpT21uJdvpcLXKGQ3x8z+ubFAgAABAgQIECBAgMCwBTwFaNj9q3UECBAgQIAAAQIEHhGQADzC4Q0BAgQIECBAgACBYQtIAIbdv1pHgAABAgQIECBA4BEBCcAjHN4QIECAAAECBAgQGLbAY79wZNjN1joCBK4n8Oq9L3jkwN3dertblxLyKM+d9i5fcflwn6zdm7vQMNl/unKvO2C6e3dgt890XVd4Su8Kr7PkJ2VOi6q3s+X58rqV062n+60aj66sY/MzW9nVZ1ra6Wx99smmucJPu0ZlzdzKVsmH70/PHtI2zZe5s1P7zP2c7s+93d2ZVGBuXfa9eJ+ukByShew/f8ju7unc29MwPPK2vekO7I7timrLXQUmh88dlY2zlbOFOi7nqj+mP90h1ZBa88ie012qPvmZFj7ZZ7q1Wz/dZ1r4dOdHDmzlXHj4w8IX7jNfvbPldPWZNmRW4CMV6GrVNWfW2OmBWZHFSbGP3af2nq9Gd3S9ngFsEmcreWHr9lqHzMQm5TzSSzvT+jw8XZa6A2erzpTTrZ/fJ38/uv6Znavts3vRPo/ukr/iJ7Pz5O9HV878X5S28sJ9HjYkZe61Cpz5DO7PVSDl7O1WOWf3mX6y2qad/XP75MBuZVfPnKj7G9OdsVt5fp+9nTrXgn1S5/pM7ebv9FzrdnYO5t/WPzy1z/zKlNkVPqtPFrLb/D77030eqcBF+zS6hxWYHThXeLX3wsIn+9THttvnuFuT15Sz3wTmyzmzMg1/pCFVSFHPr8x5U/jDYluZZyp5p519tk/X5P38+zp3YFZW4emRuZUHj/y7Xn8VWgXaf9KmxR3sPvLP9H7tkkrWf4Smu6TYR/65v/Ph75xt2tqFC//eb21tVYwAAQIECBAgQIAAgRsJSABuxOdgAgQIECBAgAABAv0SkAD0q7/UlgABAgQIECBAgMCNBCQAN+JzMAECBAgQIECAAIF+CUgA+tVfakuAAAECBAgQIEDgRgISgBvxOZgAAQIECBAgQIBAvwQkAP3qL7UlQIAAAQIECBAgcCMBCcCN+BxMgAABAgQIECBAoF8CEoB+9ZfaEiBAgAABAgQIELiRgATgRnwOJkCAAAECBAgQINAvAQlAv/pLbQkQIECAAAECBAjcSEACcCM+BxMgQIAAAQIECBDol4AEoF/9pbYECBAgQIAAAQIEbiQgAbgRn4MJECBAgAABAgQI9EtAAtCv/lJbAgQIECBAgAABAjcSkADciM/BBAgQIECAAAECBPolIAHoV3+pLQECBAgQIECAAIEbCUgAbsTnYAIECBAgQIAAAQL9EpAA9Ku/1JYAAQIECBAgQIDAjQQkADficzABAgQIECBAgACBfglIAPrVX2pLgAABAgQIECBA4EYCEoAb8TmYAAECBAgQIECAQL8Edk9PT/tVY7UlQIAAAQIECBAgQODaAu4AXJvOgQQIECBAgAABAgT6JyAB6F+fqTEBAgQIECBAgACBawtIAK5N50ACBAgQIECAAAEC/ROQAPSvz9SYAAECBAgQIECAwLUFJADXpnMgAQIECBAgQIAAgf4JSAD612dqTIAAAQIECBAgQODaAhKAa9M5kAABAgQIECBAgED/BCQA/eszNSZAgAABAgQIECBwbQEJwLXpHEiAAAECBAgQIECgfwISgP71mRoTIECAAAECBAgQuLaABODadA4kQIAAAQIECBAg0D8BCUD/+kyNCRAgQIAAAQIECFxbQAJwbToHEiBAgAABAgQIEOifgASgf32mxgQIECBAgAABAgSuLSABuDadAwkQIECAAAECBAj0T0AC0L8+U2MCBAgQIECAAAEC1xaQAFybzoEECBAgQIAAAQIE+icgAehfn6kxAQIECBAgQIAAgWsLSACuTedAAgQIECBAgAABAv0TkAD0r8/UmAABAgQIECBAgMC1BSQA16ZzIAECBAgQIECAAIH+CUgA+tdnakyAAAECBAgQIEDg2gISgGvTOZAAAQIECBAgQIBA/wQkAP3rMzUmQIAAAQIECBAgcG0BCcC16RxIgAABAgQIECBAoH8CEoD+9ZkaEyBAgAABAgQIELi2gATg2nQOJECAAAECBAgQINA/AQlA//pMjQkQIECAAAECBAhcW0ACcG06BxIgQIAAAQIECBDon4AEoH99psYECBAgQIAAAQIEri0gAbg2nQMJECBAgAABAgQI9E9AAtC/PlNjAgQIECBAgAABAtcWkABcm86BBAgQIECAAAECBPonIAHoX5+pMQECBAgQIECAAIFrC0gArk3nQAIECBAgQIAAAQL9E5AA9K/P1JgAAQIECBAgQIDAtQUkANemcyABAgQIECBAgACB/glIAPrXZ2pMgAABAgQIECBA4NoC/z+FsZhoFerYFAAAAABJRU5ErkJggg==\n",
"text/plain": [
- "VTKRenderWindowSynchronized(vtkXOpenGLRenderWindow, color_mappers=[LinearColorMapper(id='c7a...], sizing_mode='stretch_width')"
+ ""
]
},
- "metadata": {
- "application/vnd.holoviews_exec.v0+json": {
- "id": "c3e924b8-6488-4327-a1f1-ab80c8b955a9"
- }
- },
+ "metadata": {},
"output_type": "display_data"
}
],
@@ -1149,7 +341,6 @@
]
},
{
- "attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
@@ -1173,7 +364,6 @@
]
},
{
- "attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
@@ -1193,7 +383,6 @@
]
},
{
- "attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
@@ -1224,7 +413,6 @@
]
},
{
- "attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
@@ -1243,7 +431,6 @@
]
},
{
- "attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
@@ -1257,7 +444,7 @@
"outputs": [
{
"data": {
- "image/png": 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",
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",
"text/plain": [
""
]
@@ -1279,7 +466,6 @@
]
},
{
- "attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
@@ -1289,7 +475,7 @@
},
{
"cell_type": "code",
- "execution_count": 22,
+ "execution_count": 19,
"metadata": {},
"outputs": [],
"source": [
@@ -1332,7 +518,7 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.10.6"
+ "version": "3.10.12"
}
},
"nbformat": 4,
diff --git a/chapter1/membrane_code.py b/chapter1/membrane_code.py
index 13c87818..6c2dcbbe 100644
--- a/chapter1/membrane_code.py
+++ b/chapter1/membrane_code.py
@@ -6,7 +6,7 @@
# extension: .py
# format_name: light
# format_version: '1.5'
-# jupytext_version: 1.14.7
+# jupytext_version: 1.15.2
# kernelspec:
# display_name: Python 3 (ipykernel)
# language: python
@@ -27,7 +27,7 @@
#
# ## Creating the mesh
#
-# To create the computational geometry, we use the python-API of [GMSH](http://gmsh.info/). We start by importing the gmsh-module and initializing it.
+# To create the computational geometry, we use the python-API of [GMSH](https://gmsh.info/). We start by importing the gmsh-module and initializing it.
import gmsh
gmsh.initialize()
@@ -65,7 +65,7 @@
# We define the function space as in the previous tutorial
from dolfinx import fem
-V = fem.FunctionSpace(domain, ("Lagrange", 1))
+V = fem.functionspace(domain, ("Lagrange", 1))
# ## Defining a spatially varying load
# The right hand side pressure function is represented using `ufl.SpatialCoordinate` and two constants, one for $\beta$ and one for $R_0$.
@@ -109,7 +109,7 @@ def on_boundary(x):
# As we previously defined the load `p` as a spatially varying function, we would like to interpolate this function into an appropriate function space for visualization. To do this we use the `dolfinx.Expression`. The expression takes in any `ufl`-expression, and a set of points on the reference element. We will use the interpolation points of the space we want to interpolate in to.
# We choose a high order function space to represent the function `p`, as it is rapidly varying in space.
-Q = fem.FunctionSpace(domain, ("Lagrange", 5))
+Q = fem.functionspace(domain, ("Lagrange", 5))
expr = fem.Expression(p, Q.element.interpolation_points())
pressure = fem.Function(Q)
pressure.interpolate(expr)
diff --git a/chapter1/nitsche.ipynb b/chapter1/nitsche.ipynb
index 4ba3df42..bd938307 100644
--- a/chapter1/nitsche.ipynb
+++ b/chapter1/nitsche.ipynb
@@ -30,7 +30,7 @@
"\n",
"N = 8\n",
"domain = mesh.create_unit_square(MPI.COMM_WORLD, N, N)\n",
- "V = fem.FunctionSpace(domain, (\"Lagrange\", 1))"
+ "V = fem.functionspace(domain, (\"Lagrange\", 1))"
]
},
{
diff --git a/chapter1/nitsche.py b/chapter1/nitsche.py
index 001a092e..72f45d4a 100644
--- a/chapter1/nitsche.py
+++ b/chapter1/nitsche.py
@@ -31,7 +31,7 @@
N = 8
domain = mesh.create_unit_square(MPI.COMM_WORLD, N, N)
-V = fem.FunctionSpace(domain, ("Lagrange", 1))
+V = fem.functionspace(domain, ("Lagrange", 1))
# -
# Next, we create a function containing the exact solution (which will also be used in the Dirichlet boundary condition) and the corresponding source function for the right hand side. Note that we use `ufl.SpatialCoordinate` to define the exact solution, which in turn is interpolated into `uD` and used to create the source function `f`.
diff --git a/chapter2/diffusion_code.ipynb b/chapter2/diffusion_code.ipynb
index c468c004..801c8557 100644
--- a/chapter2/diffusion_code.ipynb
+++ b/chapter2/diffusion_code.ipynb
@@ -23,6 +23,7 @@
"metadata": {},
"outputs": [],
"source": [
+ "import matplotlib as mpl\n",
"import matplotlib.pyplot as plt\n",
"import pyvista\n",
"import ufl\n",
@@ -44,7 +45,7 @@
"nx, ny = 50, 50\n",
"domain = mesh.create_rectangle(MPI.COMM_WORLD, [np.array([-2, -2]), np.array([2, 2])],\n",
" [nx, ny], mesh.CellType.triangle)\n",
- "V = fem.FunctionSpace(domain, (\"Lagrange\", 1))"
+ "V = fem.functionspace(domain, (\"Lagrange\", 1))"
]
},
{
@@ -195,7 +196,6 @@
},
"outputs": [],
"source": [
- "import matplotlib as mpl\n",
"pyvista.start_xvfb()\n",
"\n",
"grid = pyvista.UnstructuredGrid(*plot.vtk_mesh(V))\n",
@@ -259,9 +259,9 @@
" # Write solution to file\n",
" xdmf.write_function(uh, t)\n",
" # Update plot\n",
- " warped = grid.warp_by_scalar(\"uh\", factor=1)\n",
- " plotter.update_coordinates(warped.points.copy(), render=False)\n",
- " plotter.update_scalars(uh.x.array, render=False)\n",
+ " new_warped = grid.warp_by_scalar(\"uh\", factor=1)\n",
+ " warped.points[:, :] = new_warped.points\n",
+ " warped.point_data[\"uh\"][:] = uh.x.array\n",
" plotter.write_frame()\n",
"plotter.close()\n",
"xdmf.close()"
@@ -306,7 +306,7 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.10.6"
+ "version": "3.10.12"
}
},
"nbformat": 4,
diff --git a/chapter2/diffusion_code.py b/chapter2/diffusion_code.py
index 082aaed8..e9336603 100644
--- a/chapter2/diffusion_code.py
+++ b/chapter2/diffusion_code.py
@@ -6,7 +6,7 @@
# extension: .py
# format_name: light
# format_version: '1.5'
-# jupytext_version: 1.14.7
+# jupytext_version: 1.15.2
# kernelspec:
# display_name: Python 3 (ipykernel)
# language: python
@@ -26,6 +26,7 @@
# The first difference from the previous problem is that we are not using a unit square. We create the rectangular domain with `dolfinx.mesh.create_rectangle`.
# +
+import matplotlib as mpl
import matplotlib.pyplot as plt
import pyvista
import ufl
@@ -47,7 +48,7 @@
nx, ny = 50, 50
domain = mesh.create_rectangle(MPI.COMM_WORLD, [np.array([-2, -2]), np.array([2, 2])],
[nx, ny], mesh.CellType.triangle)
-V = fem.FunctionSpace(domain, ("Lagrange", 1))
+V = fem.functionspace(domain, ("Lagrange", 1))
# -
@@ -120,7 +121,6 @@ def initial_condition(x, a=5):
# We use the DOLFINx plotting functionality, which is based on pyvista to plot the solution at every $15$th time step. We would also like to visualize a colorbar reflecting the minimal and maximum value of $u$ at each time step. We use the following convenience function `plot_function` for this:
# +
-import matplotlib as mpl
pyvista.start_xvfb()
grid = pyvista.UnstructuredGrid(*plot.vtk_mesh(V))
@@ -171,9 +171,9 @@ def initial_condition(x, a=5):
# Write solution to file
xdmf.write_function(uh, t)
# Update plot
- warped = grid.warp_by_scalar("uh", factor=1)
- plotter.update_coordinates(warped.points.copy(), render=False)
- plotter.update_scalars(uh.x.array, render=False)
+ new_warped = grid.warp_by_scalar("uh", factor=1)
+ warped.points[:, :] = new_warped.points
+ warped.point_data["uh"][:] = uh.x.array
plotter.write_frame()
plotter.close()
xdmf.close()
diff --git a/chapter2/heat_code.ipynb b/chapter2/heat_code.ipynb
index bdd129a6..26db9a57 100644
--- a/chapter2/heat_code.ipynb
+++ b/chapter2/heat_code.ipynb
@@ -55,7 +55,7 @@
"\n",
"nx, ny = 5, 5\n",
"domain = mesh.create_unit_square(MPI.COMM_WORLD, nx, ny, mesh.CellType.triangle)\n",
- "V = fem.FunctionSpace(domain, (\"Lagrange\", 1))"
+ "V = fem.functionspace(domain, (\"Lagrange\", 1))"
]
},
{
@@ -261,7 +261,9 @@
{
"cell_type": "code",
"execution_count": 12,
- "metadata": {},
+ "metadata": {
+ "tags": []
+ },
"outputs": [
{
"name": "stdout",
@@ -274,7 +276,7 @@
],
"source": [
"# Compute L2 error and error at nodes\n",
- "V_ex = fem.FunctionSpace(domain, (\"Lagrange\", 2))\n",
+ "V_ex = fem.functionspace(domain, (\"Lagrange\", 2))\n",
"u_ex = fem.Function(V_ex)\n",
"u_ex.interpolate(u_exact)\n",
"error_L2 = numpy.sqrt(domain.comm.allreduce(fem.assemble_scalar(fem.form((uh - u_ex)**2 * ufl.dx)), op=MPI.SUM))\n",
@@ -307,7 +309,7 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.10.6"
+ "version": "3.10.12"
}
},
"nbformat": 4,
diff --git a/chapter2/heat_code.py b/chapter2/heat_code.py
index d73c5799..535ed38b 100644
--- a/chapter2/heat_code.py
+++ b/chapter2/heat_code.py
@@ -6,7 +6,7 @@
# extension: .py
# format_name: light
# format_version: '1.5'
-# jupytext_version: 1.14.7
+# jupytext_version: 1.15.2
# kernelspec:
# display_name: Python 3 (ipykernel)
# language: python
@@ -46,7 +46,7 @@
nx, ny = 5, 5
domain = mesh.create_unit_square(MPI.COMM_WORLD, nx, ny, mesh.CellType.triangle)
-V = fem.FunctionSpace(domain, ("Lagrange", 1))
+V = fem.functionspace(domain, ("Lagrange", 1))
# -
@@ -146,7 +146,7 @@ def __call__(self, x):
# +
# Compute L2 error and error at nodes
-V_ex = fem.FunctionSpace(domain, ("Lagrange", 2))
+V_ex = fem.functionspace(domain, ("Lagrange", 2))
u_ex = fem.Function(V_ex)
u_ex.interpolate(u_exact)
error_L2 = numpy.sqrt(domain.comm.allreduce(fem.assemble_scalar(fem.form((uh - u_ex)**2 * ufl.dx)), op=MPI.SUM))
diff --git a/chapter2/hyperelasticity.ipynb b/chapter2/hyperelasticity.ipynb
index 0cfa9c6b..fa935d3f 100644
--- a/chapter2/hyperelasticity.ipynb
+++ b/chapter2/hyperelasticity.ipynb
@@ -18,7 +18,7 @@
},
{
"cell_type": "code",
- "execution_count": 1,
+ "execution_count": null,
"id": "optional-cameroon",
"metadata": {
"tags": []
@@ -28,9 +28,7 @@
"from dolfinx import log, default_scalar_type\n",
"from dolfinx.fem.petsc import NonlinearProblem\n",
"from dolfinx.nls.petsc import NewtonSolver\n",
- "import matplotlib.pyplot as plt\n",
"import pyvista\n",
- "from dolfinx import nls\n",
"import numpy as np\n",
"import ufl\n",
"\n",
@@ -38,7 +36,7 @@
"from dolfinx import fem, mesh, plot\n",
"L = 20.0\n",
"domain = mesh.create_box(MPI.COMM_WORLD, [[0.0, 0.0, 0.0], [L, 1, 1]], [20, 5, 5], mesh.CellType.hexahedron)\n",
- "V = fem.VectorFunctionSpace(domain, (\"Lagrange\", 2))"
+ "V = fem.functionspace(domain, (\"Lagrange\", 2, (domain.geometry.dim, )))"
]
},
{
@@ -51,7 +49,7 @@
},
{
"cell_type": "code",
- "execution_count": 2,
+ "execution_count": null,
"id": "major-factor",
"metadata": {},
"outputs": [],
@@ -79,7 +77,7 @@
},
{
"cell_type": "code",
- "execution_count": 3,
+ "execution_count": null,
"id": "dated-india",
"metadata": {},
"outputs": [],
@@ -101,7 +99,7 @@
},
{
"cell_type": "code",
- "execution_count": 4,
+ "execution_count": null,
"id": "confidential-french",
"metadata": {},
"outputs": [],
@@ -119,7 +117,7 @@
},
{
"cell_type": "code",
- "execution_count": 5,
+ "execution_count": null,
"id": "written-monster",
"metadata": {},
"outputs": [],
@@ -138,7 +136,7 @@
},
{
"cell_type": "code",
- "execution_count": 6,
+ "execution_count": null,
"id": "korean-carol",
"metadata": {},
"outputs": [],
@@ -157,7 +155,7 @@
},
{
"cell_type": "code",
- "execution_count": 7,
+ "execution_count": null,
"id": "vocational-experiment",
"metadata": {},
"outputs": [],
@@ -176,7 +174,7 @@
},
{
"cell_type": "code",
- "execution_count": 8,
+ "execution_count": null,
"id": "vertical-original",
"metadata": {},
"outputs": [],
@@ -208,7 +206,7 @@
},
{
"cell_type": "code",
- "execution_count": 9,
+ "execution_count": null,
"id": "incorrect-hello",
"metadata": {},
"outputs": [],
@@ -237,7 +235,7 @@
},
{
"cell_type": "code",
- "execution_count": 10,
+ "execution_count": null,
"id": "imperial-jurisdiction",
"metadata": {},
"outputs": [],
@@ -255,7 +253,7 @@
},
{
"cell_type": "code",
- "execution_count": 11,
+ "execution_count": null,
"id": "recognized-conclusion",
"metadata": {},
"outputs": [],
@@ -277,7 +275,7 @@
},
{
"cell_type": "code",
- "execution_count": 12,
+ "execution_count": null,
"id": "threatened-devices",
"metadata": {},
"outputs": [],
@@ -295,7 +293,7 @@
},
{
"cell_type": "code",
- "execution_count": 13,
+ "execution_count": null,
"id": "special-globe",
"metadata": {},
"outputs": [],
@@ -318,7 +316,7 @@
},
{
"cell_type": "code",
- "execution_count": 14,
+ "execution_count": null,
"id": "noble-perception",
"metadata": {},
"outputs": [],
@@ -343,7 +341,7 @@
"actor = plotter.add_mesh(warped, show_edges=True, lighting=False, clim=[0, 10])\n",
"\n",
"# Compute magnitude of displacement to visualize in GIF\n",
- "Vs = fem.FunctionSpace(domain, (\"Lagrange\", 2))\n",
+ "Vs = fem.functionspace(domain, (\"Lagrange\", 2))\n",
"magnitude = fem.Function(Vs)\n",
"us = fem.Expression(ufl.sqrt(sum([u[i]**2 for i in range(len(u))])), Vs.element.interpolation_points())\n",
"magnitude.interpolate(us)\n",
@@ -360,178 +358,10 @@
},
{
"cell_type": "code",
- "execution_count": 15,
+ "execution_count": null,
"id": "vanilla-referral",
"metadata": {},
- "outputs": [
- {
- "name": "stderr",
- "output_type": "stream",
- "text": [
- "2023-09-05 09:39:34.101 ( 4.153s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:34.400 ( 4.452s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.299288, 0.260000, 0.030000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:34.515 ( 4.567s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:34.746 ( 4.797s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.230521, 0.190000, 0.050000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:34.751 ( 4.803s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 2: r (abs) = 0.416658 (tol = 1e-08) r (rel) = 0.960684(tol = 1e-08)\n",
- "2023-09-05 09:39:34.861 ( 4.913s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:35.087 ( 5.138s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.225784, 0.210000, 0.030000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:35.092 ( 5.144s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 3: r (abs) = 0.408198 (tol = 1e-08) r (rel) = 0.941178(tol = 1e-08)\n",
- "2023-09-05 09:39:35.202 ( 5.253s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:35.441 ( 5.492s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.238785, 0.210000, 0.020000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:35.446 ( 5.498s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 4: r (abs) = 0.40178 (tol = 1e-08) r (rel) = 0.926379(tol = 1e-08)\n",
- "2023-09-05 09:39:35.550 ( 5.602s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:35.776 ( 5.828s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.225889, 0.200000, 0.030000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:35.782 ( 5.833s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 5: r (abs) = 0.396566 (tol = 1e-08) r (rel) = 0.914358(tol = 1e-08)\n",
- "2023-09-05 09:39:35.890 ( 5.942s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:36.126 ( 6.178s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.236053, 0.210000, 0.020000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:36.131 ( 6.183s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 6: r (abs) = 0.39216 (tol = 1e-08) r (rel) = 0.904199(tol = 1e-08)\n",
- "2023-09-05 09:39:36.237 ( 6.289s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:36.466 ( 6.517s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.228266, 0.190000, 0.040000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:36.471 ( 6.523s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 7: r (abs) = 0.388367 (tol = 1e-08) r (rel) = 0.895454(tol = 1e-08)\n",
- "2023-09-05 09:39:36.582 ( 6.634s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:36.821 ( 6.873s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.238803, 0.210000, 0.030000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:36.826 ( 6.878s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 8: r (abs) = 0.38507 (tol = 1e-08) r (rel) = 0.887851(tol = 1e-08)\n",
- "2023-09-05 09:39:36.935 ( 6.987s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:37.175 ( 7.227s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.240331, 0.200000, 0.030000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:37.181 ( 7.233s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 9: r (abs) = 0.382192 (tol = 1e-08) r (rel) = 0.881216(tol = 1e-08)\n",
- "2023-09-05 09:39:37.290 ( 7.342s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:37.517 ( 7.569s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.226937, 0.210000, 0.020000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:37.522 ( 7.574s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 10: r (abs) = 0.379681 (tol = 1e-08) r (rel) = 0.875427(tol = 1e-08)\n",
- "2023-09-05 09:39:37.630 ( 7.681s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:37.857 ( 7.909s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.227861, 0.210000, 0.020000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:37.863 ( 7.914s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 11: r (abs) = 0.3775 (tol = 1e-08) r (rel) = 0.870398(tol = 1e-08)\n",
- "2023-09-05 09:39:37.970 ( 8.022s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:38.196 ( 8.248s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.226266, 0.200000, 0.030000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:38.202 ( 8.253s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 12: r (abs) = 0.375623 (tol = 1e-08) r (rel) = 0.866068(tol = 1e-08)\n",
- "2023-09-05 09:39:38.311 ( 8.362s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:38.544 ( 8.596s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.233478, 0.200000, 0.030000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:38.551 ( 8.603s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 13: r (abs) = 0.374027 (tol = 1e-08) r (rel) = 0.862391(tol = 1e-08)\n",
- "2023-09-05 09:39:38.659 ( 8.710s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:38.884 ( 8.936s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.225532, 0.180000, 0.050000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:38.890 ( 8.941s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 14: r (abs) = 0.3727 (tol = 1e-08) r (rel) = 0.859331(tol = 1e-08)\n",
- "2023-09-05 09:39:38.997 ( 9.049s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:39.226 ( 9.278s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.229031, 0.180000, 0.040000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:39.232 ( 9.283s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 15: r (abs) = 0.371631 (tol = 1e-08) r (rel) = 0.856865(tol = 1e-08)\n",
- "2023-09-05 09:39:39.340 ( 9.391s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:39.565 ( 9.617s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.225714, 0.200000, 0.020000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:39.571 ( 9.623s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 16: r (abs) = 0.370811 (tol = 1e-08) r (rel) = 0.854974(tol = 1e-08)\n",
- "2023-09-05 09:39:39.680 ( 9.732s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:39.922 ( 9.973s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.241368, 0.220000, 0.030000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:39.928 ( 9.979s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 17: r (abs) = 0.370236 (tol = 1e-08) r (rel) = 0.853648(tol = 1e-08)\n",
- "2023-09-05 09:39:40.039 ( 10.090s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:40.274 ( 10.326s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.235192, 0.220000, 0.010000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:40.279 ( 10.331s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 18: r (abs) = 0.369902 (tol = 1e-08) r (rel) = 0.852878(tol = 1e-08)\n",
- "2023-09-05 09:39:40.388 ( 10.439s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:40.624 ( 10.676s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.236376, 0.210000, 0.030000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:40.629 ( 10.681s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 19: r (abs) = 0.369809 (tol = 1e-08) r (rel) = 0.852663(tol = 1e-08)\n",
- "2023-09-05 09:39:40.738 ( 10.790s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:40.967 ( 11.018s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.228210, 0.190000, 0.040000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:40.972 ( 11.024s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 20: r (abs) = 0.369956 (tol = 1e-08) r (rel) = 0.853003(tol = 1e-08)\n",
- "2023-09-05 09:39:41.081 ( 11.132s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:41.309 ( 11.361s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.228480, 0.200000, 0.030000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:41.315 ( 11.366s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 21: r (abs) = 0.370346 (tol = 1e-08) r (rel) = 0.853902(tol = 1e-08)\n",
- "2023-09-05 09:39:41.422 ( 11.474s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:41.662 ( 11.713s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.239671, 0.220000, 0.030000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:41.667 ( 11.719s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 22: r (abs) = 0.370981 (tol = 1e-08) r (rel) = 0.855367(tol = 1e-08)\n",
- "2023-09-05 09:39:41.777 ( 11.828s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:42.009 ( 12.061s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.232285, 0.220000, 0.020000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:42.014 ( 12.066s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 23: r (abs) = 0.371865 (tol = 1e-08) r (rel) = 0.857405(tol = 1e-08)\n",
- "2023-09-05 09:39:42.124 ( 12.176s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:42.352 ( 12.404s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.228012, 0.200000, 0.030000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:42.358 ( 12.409s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 24: r (abs) = 0.373004 (tol = 1e-08) r (rel) = 0.86003(tol = 1e-08)\n",
- "2023-09-05 09:39:42.467 ( 12.518s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:42.709 ( 12.760s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.242131, 0.230000, 0.010000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:42.714 ( 12.766s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 25: r (abs) = 0.374402 (tol = 1e-08) r (rel) = 0.863254(tol = 1e-08)\n",
- "2023-09-05 09:39:42.825 ( 12.877s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:43.056 ( 13.108s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.231035, 0.200000, 0.030000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:43.061 ( 13.113s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 26: r (abs) = 0.376067 (tol = 1e-08) r (rel) = 0.867094(tol = 1e-08)\n",
- "2023-09-05 09:39:43.169 ( 13.221s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:43.399 ( 13.451s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.229743, 0.210000, 0.020000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:43.405 ( 13.457s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 27: r (abs) = 0.378007 (tol = 1e-08) r (rel) = 0.871566(tol = 1e-08)\n",
- "2023-09-05 09:39:43.521 ( 13.573s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:43.766 ( 13.818s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.245194, 0.240000, 0.000000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:43.772 ( 13.824s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 28: r (abs) = 0.380229 (tol = 1e-08) r (rel) = 0.87669(tol = 1e-08)\n",
- "2023-09-05 09:39:43.885 ( 13.937s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:44.124 ( 14.176s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.238841, 0.230000, 0.020000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:44.130 ( 14.181s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 29: r (abs) = 0.382744 (tol = 1e-08) r (rel) = 0.882487(tol = 1e-08)\n",
- "2023-09-05 09:39:44.242 ( 14.294s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:44.481 ( 14.533s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.238573, 0.210000, 0.040000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:44.486 ( 14.538s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 30: r (abs) = 0.38556 (tol = 1e-08) r (rel) = 0.888981(tol = 1e-08)\n",
- "2023-09-05 09:39:44.597 ( 14.649s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:44.834 ( 14.885s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.236572, 0.220000, 0.010000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:44.839 ( 14.891s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 31: r (abs) = 0.38869 (tol = 1e-08) r (rel) = 0.896197(tol = 1e-08)\n",
- "2023-09-05 09:39:44.950 ( 15.001s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:45.180 ( 15.231s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.229916, 0.190000, 0.050000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:45.185 ( 15.237s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 32: r (abs) = 0.392144 (tol = 1e-08) r (rel) = 0.904161(tol = 1e-08)\n",
- "2023-09-05 09:39:45.293 ( 15.344s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:45.523 ( 15.575s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.230317, 0.220000, 0.020000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:45.529 ( 15.580s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 33: r (abs) = 0.395935 (tol = 1e-08) r (rel) = 0.912903(tol = 1e-08)\n",
- "2023-09-05 09:39:45.639 ( 15.690s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:45.868 ( 15.920s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.229419, 0.200000, 0.030000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:45.874 ( 15.925s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 34: r (abs) = 0.400077 (tol = 1e-08) r (rel) = 0.922453(tol = 1e-08)\n",
- "2023-09-05 09:39:45.982 ( 16.034s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:46.212 ( 16.263s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.229449, 0.200000, 0.040000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:46.218 ( 16.269s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 35: r (abs) = 0.404584 (tol = 1e-08) r (rel) = 0.932843(tol = 1e-08)\n",
- "2023-09-05 09:39:46.328 ( 16.380s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:46.557 ( 16.609s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.229514, 0.180000, 0.050000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:46.563 ( 16.614s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 36: r (abs) = 0.40947 (tol = 1e-08) r (rel) = 0.944111(tol = 1e-08)\n",
- "2023-09-05 09:39:46.674 ( 16.726s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:46.912 ( 16.964s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.238226, 0.210000, 0.040000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:46.918 ( 16.969s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 37: r (abs) = 0.414753 (tol = 1e-08) r (rel) = 0.956292(tol = 1e-08)\n",
- "2023-09-05 09:39:47.028 ( 17.080s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:47.264 ( 17.316s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.235964, 0.200000, 0.040000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:47.270 ( 17.322s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 38: r (abs) = 0.42045 (tol = 1e-08) r (rel) = 0.969427(tol = 1e-08)\n",
- "2023-09-05 09:39:47.382 ( 17.434s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:47.620 ( 17.672s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.237459, 0.190000, 0.050000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:47.627 ( 17.678s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 39: r (abs) = 0.42658 (tol = 1e-08) r (rel) = 0.98356(tol = 1e-08)\n",
- "2023-09-05 09:39:47.737 ( 17.788s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:47.975 ( 18.026s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.237873, 0.220000, 0.030000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:47.980 ( 18.032s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 40: r (abs) = 0.433162 (tol = 1e-08) r (rel) = 0.998736(tol = 1e-08)\n",
- "2023-09-05 09:39:48.089 ( 18.141s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:48.327 ( 18.379s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.237971, 0.210000, 0.030000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:48.333 ( 18.385s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 41: r (abs) = 0.440217 (tol = 1e-08) r (rel) = 1.015(tol = 1e-08)\n",
- "2023-09-05 09:39:48.444 ( 18.495s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:48.683 ( 18.735s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.239595, 0.200000, 0.040000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:48.690 ( 18.742s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 42: r (abs) = 0.44777 (tol = 1e-08) r (rel) = 1.03242(tol = 1e-08)\n",
- "2023-09-05 09:39:48.804 ( 18.855s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:49.038 ( 19.089s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.234177, 0.190000, 0.050000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:49.043 ( 19.095s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 43: r (abs) = 0.455844 (tol = 1e-08) r (rel) = 1.05103(tol = 1e-08)\n",
- "2023-09-05 09:39:49.154 ( 19.206s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:49.387 ( 19.439s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.233071, 0.220000, 0.010000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:49.393 ( 19.444s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 44: r (abs) = 0.464466 (tol = 1e-08) r (rel) = 1.07091(tol = 1e-08)\n",
- "2023-09-05 09:39:49.504 ( 19.555s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:49.738 ( 19.789s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.233949, 0.220000, 0.020000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:49.743 ( 19.795s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 45: r (abs) = 0.473664 (tol = 1e-08) r (rel) = 1.09212(tol = 1e-08)\n",
- "2023-09-05 09:39:49.853 ( 19.905s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:50.087 ( 20.139s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.233722, 0.200000, 0.030000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:50.093 ( 20.144s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 46: r (abs) = 0.483471 (tol = 1e-08) r (rel) = 1.11473(tol = 1e-08)\n",
- "2023-09-05 09:39:50.203 ( 20.254s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:50.439 ( 20.491s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.236480, 0.210000, 0.020000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:50.445 ( 20.496s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 47: r (abs) = 0.493919 (tol = 1e-08) r (rel) = 1.13882(tol = 1e-08)\n",
- "2023-09-05 09:39:50.555 ( 20.607s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:50.792 ( 20.843s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.236722, 0.230000, 0.020000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:50.797 ( 20.849s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 48: r (abs) = 0.505045 (tol = 1e-08) r (rel) = 1.16448(tol = 1e-08)\n",
- "2023-09-05 09:39:50.907 ( 20.958s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:51.152 ( 21.203s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.244959, 0.220000, 0.030000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:51.158 ( 21.209s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 49: r (abs) = 0.51689 (tol = 1e-08) r (rel) = 1.19179(tol = 1e-08)\n",
- "2023-09-05 09:39:51.263 ( 21.314s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:39:51.494 ( 21.546s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.231867, 0.210000, 0.020000 (PETSc Krylov solver)\n",
- "2023-09-05 09:39:51.500 ( 21.552s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 50: r (abs) = 0.529496 (tol = 1e-08) r (rel) = 1.22085(tol = 1e-08)\n"
- ]
- },
- {
- "ename": "RuntimeError",
- "evalue": "Newton solver did not converge because maximum number of iterations reached",
- "output_type": "error",
- "traceback": [
- "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
- "\u001b[0;31mRuntimeError\u001b[0m Traceback (most recent call last)",
- "Cell \u001b[0;32mIn[15], line 5\u001b[0m\n\u001b[1;32m 3\u001b[0m \u001b[38;5;28;01mfor\u001b[39;00m n \u001b[38;5;129;01min\u001b[39;00m \u001b[38;5;28mrange\u001b[39m(\u001b[38;5;241m1\u001b[39m, \u001b[38;5;241m10\u001b[39m):\n\u001b[1;32m 4\u001b[0m T\u001b[38;5;241m.\u001b[39mvalue[\u001b[38;5;241m2\u001b[39m] \u001b[38;5;241m=\u001b[39m n \u001b[38;5;241m*\u001b[39m tval0\n\u001b[0;32m----> 5\u001b[0m num_its, converged \u001b[38;5;241m=\u001b[39m \u001b[43msolver\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43msolve\u001b[49m\u001b[43m(\u001b[49m\u001b[43mu\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 6\u001b[0m \u001b[38;5;28;01massert\u001b[39;00m (converged)\n\u001b[1;32m 7\u001b[0m u\u001b[38;5;241m.\u001b[39mx\u001b[38;5;241m.\u001b[39mscatter_forward()\n",
- "File \u001b[0;32m/usr/local/dolfinx-real/lib/python3.10/dist-packages/dolfinx/nls/petsc.py:46\u001b[0m, in \u001b[0;36mNewtonSolver.solve\u001b[0;34m(self, u)\u001b[0m\n\u001b[1;32m 43\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21msolve\u001b[39m(\u001b[38;5;28mself\u001b[39m, u: fem\u001b[38;5;241m.\u001b[39mFunction):\n\u001b[1;32m 44\u001b[0m \u001b[38;5;250m \u001b[39m\u001b[38;5;124;03m\"\"\"Solve non-linear problem into function u. Returns the number\u001b[39;00m\n\u001b[1;32m 45\u001b[0m \u001b[38;5;124;03m of iterations and if the solver converged.\"\"\"\u001b[39;00m\n\u001b[0;32m---> 46\u001b[0m n, converged \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43msuper\u001b[39;49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43msolve\u001b[49m\u001b[43m(\u001b[49m\u001b[43mu\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mvector\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 47\u001b[0m u\u001b[38;5;241m.\u001b[39mx\u001b[38;5;241m.\u001b[39mscatter_forward()\n\u001b[1;32m 48\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m n, converged\n",
- "\u001b[0;31mRuntimeError\u001b[0m: Newton solver did not converge because maximum number of iterations reached"
- ]
- }
- ],
+ "outputs": [],
"source": [
"log.set_log_level(log.LogLevel.INFO)\n",
"tval0 = -1.5\n",
@@ -545,9 +375,9 @@
" magnitude.interpolate(us)\n",
" warped.set_active_scalars(\"mag\")\n",
" warped_n = function_grid.warp_by_vector(factor=1)\n",
- " plotter.update_coordinates(warped_n.points.copy(), render=False)\n",
+ " warped.points[:, :] = warped_n.points\n",
+ " warped.point_data[\"mag\"][:] = magnitude.x.array\n",
" plotter.update_scalar_bar_range([0, 10])\n",
- " plotter.update_scalars(magnitude.x.array)\n",
" plotter.write_frame()\n",
"plotter.close()"
]
@@ -580,7 +410,7 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.10.6"
+ "version": "3.10.12"
}
},
"nbformat": 4,
diff --git a/chapter2/hyperelasticity.py b/chapter2/hyperelasticity.py
index 3a4cce93..fb881409 100644
--- a/chapter2/hyperelasticity.py
+++ b/chapter2/hyperelasticity.py
@@ -6,7 +6,7 @@
# extension: .py
# format_name: light
# format_version: '1.5'
-# jupytext_version: 1.14.7
+# jupytext_version: 1.15.2
# kernelspec:
# display_name: Python 3 (ipykernel)
# language: python
@@ -27,9 +27,7 @@
from dolfinx import log, default_scalar_type
from dolfinx.fem.petsc import NonlinearProblem
from dolfinx.nls.petsc import NewtonSolver
-import matplotlib.pyplot as plt
import pyvista
-from dolfinx import nls
import numpy as np
import ufl
@@ -37,7 +35,7 @@
from dolfinx import fem, mesh, plot
L = 20.0
domain = mesh.create_box(MPI.COMM_WORLD, [[0.0, 0.0, 0.0], [L, 1, 1]], [20, 5, 5], mesh.CellType.hexahedron)
-V = fem.VectorFunctionSpace(domain, ("Lagrange", 2))
+V = fem.functionspace(domain, ("Lagrange", 2, (domain.geometry.dim, )))
# -
@@ -173,7 +171,7 @@ def right(x):
actor = plotter.add_mesh(warped, show_edges=True, lighting=False, clim=[0, 10])
# Compute magnitude of displacement to visualize in GIF
-Vs = fem.FunctionSpace(domain, ("Lagrange", 2))
+Vs = fem.functionspace(domain, ("Lagrange", 2))
magnitude = fem.Function(Vs)
us = fem.Expression(ufl.sqrt(sum([u[i]**2 for i in range(len(u))])), Vs.element.interpolation_points())
magnitude.interpolate(us)
@@ -194,9 +192,9 @@ def right(x):
magnitude.interpolate(us)
warped.set_active_scalars("mag")
warped_n = function_grid.warp_by_vector(factor=1)
- plotter.update_coordinates(warped_n.points.copy(), render=False)
+ warped.points[:, :] = warped_n.points
+ warped.point_data["mag"][:] = magnitude.x.array
plotter.update_scalar_bar_range([0, 10])
- plotter.update_scalars(magnitude.x.array)
plotter.write_frame()
plotter.close()
diff --git a/chapter2/linearelasticity_code.ipynb b/chapter2/linearelasticity_code.ipynb
index c07e0a9e..fff88666 100644
--- a/chapter2/linearelasticity_code.ipynb
+++ b/chapter2/linearelasticity_code.ipynb
@@ -47,8 +47,9 @@
"cell_type": "markdown",
"metadata": {},
"source": [
- "We then create the mesh, which will consist of hexahedral elements, along with the function space. We will use the convenience function `VectorFunctionSpace`. However, we also could have used `ufl`s functionality, creating a vector element `element = ufl.VectorElement(\"Lagrange\", mesh.ufl_cell(), 1)\n",
- "`, and intitializing the function space as `V = dolfinx.fem.FunctionSpace(mesh, element)`."
+ "We then create the mesh, which will consist of hexahedral elements, along with the function space.\n",
+ "As we want a vector element with three compoenets, we add `(3, )` or `(domain.geometry.dim, )` to the element tuple to make it a triplet\n",
+ "However, we also could have used `basix.ufl`s functionality, creating a vector element `element = basix.ufl.element(\"Lagrange\", domain.topology.cell_name(), 1, shape=(domain.geometry.dim,))`, and intitializing the function space as `V = dolfinx.fem.functionspace(domain, element)`."
]
},
{
@@ -61,7 +62,7 @@
"source": [
"domain = mesh.create_box(MPI.COMM_WORLD, [np.array([0, 0, 0]), np.array([L, W, W])],\n",
" [20, 6, 6], cell_type=mesh.CellType.hexahedron)\n",
- "V = fem.VectorFunctionSpace(domain, (\"Lagrange\", 1))"
+ "V = fem.functionspace(domain, (\"Lagrange\", 1, (domain.geometry.dim, )))"
]
},
{
@@ -198,732 +199,13 @@
"outputs": [
{
"data": {
- "application/javascript": [
- "(function(root) {\n",
- " function now() {\n",
- " return new Date();\n",
- " }\n",
- "\n",
- " var force = true;\n",
- " var py_version = '3.2.1'.replace('rc', '-rc.').replace('.dev', '-dev.');\n",
- " var is_dev = py_version.indexOf(\"+\") !== -1 || py_version.indexOf(\"-\") !== -1;\n",
- " var reloading = false;\n",
- " var Bokeh = root.Bokeh;\n",
- " var bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n",
- "\n",
- " if (typeof (root._bokeh_timeout) === \"undefined\" || force) {\n",
- " root._bokeh_timeout = Date.now() + 5000;\n",
- " root._bokeh_failed_load = false;\n",
- " }\n",
- "\n",
- " function run_callbacks() {\n",
- " try {\n",
- " root._bokeh_onload_callbacks.forEach(function(callback) {\n",
- " if (callback != null)\n",
- " callback();\n",
- " });\n",
- " } finally {\n",
- " delete root._bokeh_onload_callbacks;\n",
- " }\n",
- " console.debug(\"Bokeh: all callbacks have finished\");\n",
- " }\n",
- "\n",
- " function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n",
- " if (css_urls == null) css_urls = [];\n",
- " if (js_urls == null) js_urls = [];\n",
- " if (js_modules == null) js_modules = [];\n",
- " if (js_exports == null) js_exports = {};\n",
- "\n",
- " root._bokeh_onload_callbacks.push(callback);\n",
- "\n",
- " if (root._bokeh_is_loading > 0) {\n",
- " console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n",
- " return null;\n",
- " }\n",
- " if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n",
- " run_callbacks();\n",
- " return null;\n",
- " }\n",
- " if (!reloading) {\n",
- " console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n",
- " }\n",
- "\n",
- " function on_load() {\n",
- " root._bokeh_is_loading--;\n",
- " if (root._bokeh_is_loading === 0) {\n",
- " console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n",
- " run_callbacks()\n",
- " }\n",
- " }\n",
- " window._bokeh_on_load = on_load\n",
- "\n",
- " function on_error() {\n",
- " console.error(\"failed to load \" + url);\n",
- " }\n",
- "\n",
- " var skip = [];\n",
- " if (window.requirejs) {\n",
- " window.requirejs.config({'packages': {}, 'paths': {'vtk': 'https://cdn.jsdelivr.net/npm/vtk.js@20.0.1/vtk', 'jspanel': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/jspanel', 'jspanel-modal': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal', 'jspanel-tooltip': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip', 'jspanel-hint': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint', 'jspanel-layout': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout', 'jspanel-contextmenu': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu', 'jspanel-dock': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock', 'gridstack': 'https://cdn.jsdelivr.net/npm/gridstack@7.2.3/dist/gridstack-all', 'notyf': 'https://cdn.jsdelivr.net/npm/notyf@3/notyf.min'}, 'shim': {'vtk': {'exports': 'vtk'}, 'jspanel': {'exports': 'jsPanel'}, 'gridstack': {'exports': 'GridStack'}}});\n",
- " require([\"vtk\"], function() {\n",
- "\ton_load()\n",
- " })\n",
- " require([\"jspanel\"], function(jsPanel) {\n",
- "\twindow.jsPanel = jsPanel\n",
- "\ton_load()\n",
- " })\n",
- " require([\"jspanel-modal\"], function() {\n",
- "\ton_load()\n",
- " })\n",
- " require([\"jspanel-tooltip\"], function() {\n",
- "\ton_load()\n",
- " })\n",
- " require([\"jspanel-hint\"], function() {\n",
- "\ton_load()\n",
- " })\n",
- " require([\"jspanel-layout\"], function() {\n",
- "\ton_load()\n",
- " })\n",
- " require([\"jspanel-contextmenu\"], function() {\n",
- "\ton_load()\n",
- " })\n",
- " require([\"jspanel-dock\"], function() {\n",
- "\ton_load()\n",
- " })\n",
- " require([\"gridstack\"], function(GridStack) {\n",
- "\twindow.GridStack = GridStack\n",
- "\ton_load()\n",
- " })\n",
- " require([\"notyf\"], function() {\n",
- "\ton_load()\n",
- " })\n",
- " root._bokeh_is_loading = css_urls.length + 10;\n",
- " } else {\n",
- " root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n",
- " }\n",
- "\n",
- " var existing_stylesheets = []\n",
- " var links = document.getElementsByTagName('link')\n",
- " for (var i = 0; i < links.length; i++) {\n",
- " var link = links[i]\n",
- " if (link.href != null) {\n",
- "\texisting_stylesheets.push(link.href)\n",
- " }\n",
- " }\n",
- " for (var i = 0; i < css_urls.length; i++) {\n",
- " var url = css_urls[i];\n",
- " if (existing_stylesheets.indexOf(url) !== -1) {\n",
- "\ton_load()\n",
- "\tcontinue;\n",
- " }\n",
- " const element = document.createElement(\"link\");\n",
- " element.onload = on_load;\n",
- " element.onerror = on_error;\n",
- " element.rel = \"stylesheet\";\n",
- " element.type = \"text/css\";\n",
- " element.href = url;\n",
- " console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n",
- " document.body.appendChild(element);\n",
- " } if (((window['vtk'] !== undefined) && (!(window['vtk'] instanceof HTMLElement))) || window.requirejs) {\n",
- " var urls = ['https://cdn.holoviz.org/panel/1.2.1/dist/bundled/abstractvtkplot/vtk.js@20.0.1/vtk.js'];\n",
- " for (var i = 0; i < urls.length; i++) {\n",
- " skip.push(urls[i])\n",
- " }\n",
- " } if (((window['jsPanel'] !== undefined) && (!(window['jsPanel'] instanceof HTMLElement))) || window.requirejs) {\n",
- " var urls = ['https://cdn.holoviz.org/panel/1.2.1/dist/bundled/floatpanel/jspanel4@4.12.0/dist/jspanel.js', 'https://cdn.holoviz.org/panel/1.2.1/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal.js', 'https://cdn.holoviz.org/panel/1.2.1/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip.js', 'https://cdn.holoviz.org/panel/1.2.1/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint.js', 'https://cdn.holoviz.org/panel/1.2.1/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout.js', 'https://cdn.holoviz.org/panel/1.2.1/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu.js', 'https://cdn.holoviz.org/panel/1.2.1/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock.js'];\n",
- " for (var i = 0; i < urls.length; i++) {\n",
- " skip.push(urls[i])\n",
- " }\n",
- " } if (((window['GridStack'] !== undefined) && (!(window['GridStack'] instanceof HTMLElement))) || window.requirejs) {\n",
- " var urls = ['https://cdn.holoviz.org/panel/1.2.1/dist/bundled/gridstack/gridstack@7.2.3/dist/gridstack-all.js'];\n",
- " for (var i = 0; i < urls.length; i++) {\n",
- " skip.push(urls[i])\n",
- " }\n",
- " } if (((window['Notyf'] !== undefined) && (!(window['Notyf'] instanceof HTMLElement))) || window.requirejs) {\n",
- " var urls = ['https://cdn.holoviz.org/panel/1.2.1/dist/bundled/notificationarea/notyf@3/notyf.min.js'];\n",
- " for (var i = 0; i < urls.length; i++) {\n",
- " skip.push(urls[i])\n",
- " }\n",
- " } var existing_scripts = []\n",
- " var scripts = document.getElementsByTagName('script')\n",
- " for (var i = 0; i < scripts.length; i++) {\n",
- " var script = scripts[i]\n",
- " if (script.src != null) {\n",
- "\texisting_scripts.push(script.src)\n",
- " }\n",
- " }\n",
- " for (var i = 0; i < js_urls.length; i++) {\n",
- " var url = js_urls[i];\n",
- " if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n",
- "\tif (!window.requirejs) {\n",
- "\t on_load();\n",
- "\t}\n",
- "\tcontinue;\n",
- " }\n",
- " var element = document.createElement('script');\n",
- " element.onload = on_load;\n",
- " element.onerror = on_error;\n",
- " element.async = false;\n",
- " element.src = url;\n",
- " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
- " document.head.appendChild(element);\n",
- " }\n",
- " for (var i = 0; i < js_modules.length; i++) {\n",
- " var url = js_modules[i];\n",
- " if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n",
- "\tif (!window.requirejs) {\n",
- "\t on_load();\n",
- "\t}\n",
- "\tcontinue;\n",
- " }\n",
- " var element = document.createElement('script');\n",
- " element.onload = on_load;\n",
- " element.onerror = on_error;\n",
- " element.async = false;\n",
- " element.src = url;\n",
- " element.type = \"module\";\n",
- " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
- " document.head.appendChild(element);\n",
- " }\n",
- " for (const name in js_exports) {\n",
- " var url = js_exports[name];\n",
- " if (skip.indexOf(url) >= 0 || root[name] != null) {\n",
- "\tif (!window.requirejs) {\n",
- "\t on_load();\n",
- "\t}\n",
- "\tcontinue;\n",
- " }\n",
- " var element = document.createElement('script');\n",
- " element.onerror = on_error;\n",
- " element.async = false;\n",
- " element.type = \"module\";\n",
- " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
- " element.textContent = `\n",
- " import ${name} from \"${url}\"\n",
- " window.${name} = ${name}\n",
- " window._bokeh_on_load()\n",
- " `\n",
- " document.head.appendChild(element);\n",
- " }\n",
- " if (!js_urls.length && !js_modules.length) {\n",
- " on_load()\n",
- " }\n",
- " };\n",
- "\n",
- " function inject_raw_css(css) {\n",
- " const element = document.createElement(\"style\");\n",
- " element.appendChild(document.createTextNode(css));\n",
- " document.body.appendChild(element);\n",
- " }\n",
- "\n",
- " var js_urls = [\"https://cdn.holoviz.org/panel/1.2.1/dist/bundled/abstractvtkplot/vtk.js@20.0.1/vtk.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-3.2.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.2.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.2.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.2.1.min.js\", \"https://cdn.holoviz.org/panel/1.2.1/dist/panel.min.js\"];\n",
- " var js_modules = [];\n",
- " var js_exports = {};\n",
- " var css_urls = [];\n",
- " var inline_js = [ function(Bokeh) {\n",
- " Bokeh.set_log_level(\"info\");\n",
- " },\n",
- "function(Bokeh) {} // ensure no trailing comma for IE\n",
- " ];\n",
- "\n",
- " function run_inline_js() {\n",
- " if ((root.Bokeh !== undefined) || (force === true)) {\n",
- " for (var i = 0; i < inline_js.length; i++) {\n",
- " inline_js[i].call(root, root.Bokeh);\n",
- " }\n",
- " // Cache old bokeh versions\n",
- " if (Bokeh != undefined && !reloading) {\n",
- "\tvar NewBokeh = root.Bokeh;\n",
- "\tif (Bokeh.versions === undefined) {\n",
- "\t Bokeh.versions = new Map();\n",
- "\t}\n",
- "\tif (NewBokeh.version !== Bokeh.version) {\n",
- "\t Bokeh.versions.set(NewBokeh.version, NewBokeh)\n",
- "\t}\n",
- "\troot.Bokeh = Bokeh;\n",
- " }} else if (Date.now() < root._bokeh_timeout) {\n",
- " setTimeout(run_inline_js, 100);\n",
- " } else if (!root._bokeh_failed_load) {\n",
- " console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n",
- " root._bokeh_failed_load = true;\n",
- " }\n",
- " root._bokeh_is_initializing = false\n",
- " }\n",
- "\n",
- " function load_or_wait() {\n",
- " // Implement a backoff loop that tries to ensure we do not load multiple\n",
- " // versions of Bokeh and its dependencies at the same time.\n",
- " // In recent versions we use the root._bokeh_is_initializing flag\n",
- " // to determine whether there is an ongoing attempt to initialize\n",
- " // bokeh, however for backward compatibility we also try to ensure\n",
- " // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n",
- " // before older versions are fully initialized.\n",
- " if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n",
- " root._bokeh_is_initializing = false;\n",
- " root._bokeh_onload_callbacks = undefined;\n",
- " console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n",
- " load_or_wait();\n",
- " } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n",
- " setTimeout(load_or_wait, 100);\n",
- " } else {\n",
- " Bokeh = root.Bokeh;\n",
- " bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n",
- " root._bokeh_is_initializing = true\n",
- " root._bokeh_onload_callbacks = []\n",
- " if (!reloading && (!bokeh_loaded || is_dev)) {\n",
- "\troot.Bokeh = undefined;\n",
- " }\n",
- " load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n",
- "\tconsole.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n",
- "\trun_inline_js();\n",
- " });\n",
- " }\n",
- " }\n",
- " // Give older versions of the autoload script a head-start to ensure\n",
- " // they initialize before we start loading newer version.\n",
- " setTimeout(load_or_wait, 100)\n",
- "}(window));"
- ],
- "application/vnd.holoviews_load.v0+json": "(function(root) {\n function now() {\n return new Date();\n }\n\n var force = true;\n var py_version = '3.2.1'.replace('rc', '-rc.').replace('.dev', '-dev.');\n var is_dev = py_version.indexOf(\"+\") !== -1 || py_version.indexOf(\"-\") !== -1;\n var reloading = false;\n var Bokeh = root.Bokeh;\n var bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n\n if (typeof (root._bokeh_timeout) === \"undefined\" || force) {\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_failed_load = false;\n }\n\n function run_callbacks() {\n try {\n root._bokeh_onload_callbacks.forEach(function(callback) {\n if (callback != null)\n callback();\n });\n } finally {\n delete root._bokeh_onload_callbacks;\n }\n console.debug(\"Bokeh: all callbacks have finished\");\n }\n\n function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n if (css_urls == null) css_urls = [];\n if (js_urls == null) js_urls = [];\n if (js_modules == null) js_modules = [];\n if (js_exports == null) js_exports = {};\n\n root._bokeh_onload_callbacks.push(callback);\n\n if (root._bokeh_is_loading > 0) {\n console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n }\n if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n run_callbacks();\n return null;\n }\n if (!reloading) {\n console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n }\n\n function on_load() {\n root._bokeh_is_loading--;\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n run_callbacks()\n }\n }\n window._bokeh_on_load = on_load\n\n function on_error() {\n console.error(\"failed to load \" + url);\n }\n\n var skip = [];\n if (window.requirejs) {\n window.requirejs.config({'packages': {}, 'paths': {'vtk': 'https://cdn.jsdelivr.net/npm/vtk.js@20.0.1/vtk', 'jspanel': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/jspanel', 'jspanel-modal': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal', 'jspanel-tooltip': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip', 'jspanel-hint': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint', 'jspanel-layout': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout', 'jspanel-contextmenu': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu', 'jspanel-dock': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock', 'gridstack': 'https://cdn.jsdelivr.net/npm/gridstack@7.2.3/dist/gridstack-all', 'notyf': 'https://cdn.jsdelivr.net/npm/notyf@3/notyf.min'}, 'shim': {'vtk': {'exports': 'vtk'}, 'jspanel': {'exports': 'jsPanel'}, 'gridstack': {'exports': 'GridStack'}}});\n require([\"vtk\"], function() {\n\ton_load()\n })\n require([\"jspanel\"], function(jsPanel) {\n\twindow.jsPanel = jsPanel\n\ton_load()\n })\n require([\"jspanel-modal\"], function() {\n\ton_load()\n })\n require([\"jspanel-tooltip\"], function() {\n\ton_load()\n })\n require([\"jspanel-hint\"], function() {\n\ton_load()\n })\n require([\"jspanel-layout\"], function() {\n\ton_load()\n })\n require([\"jspanel-contextmenu\"], function() {\n\ton_load()\n })\n require([\"jspanel-dock\"], function() {\n\ton_load()\n })\n require([\"gridstack\"], function(GridStack) {\n\twindow.GridStack = GridStack\n\ton_load()\n })\n require([\"notyf\"], function() {\n\ton_load()\n })\n root._bokeh_is_loading = css_urls.length + 10;\n } else {\n root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n }\n\n var existing_stylesheets = []\n var links = document.getElementsByTagName('link')\n for (var i = 0; i < links.length; i++) {\n var link = links[i]\n if (link.href != null) {\n\texisting_stylesheets.push(link.href)\n }\n }\n for (var i = 0; i < css_urls.length; i++) {\n var url = css_urls[i];\n if (existing_stylesheets.indexOf(url) !== -1) {\n\ton_load()\n\tcontinue;\n }\n const element = document.createElement(\"link\");\n element.onload = on_load;\n element.onerror = on_error;\n element.rel = \"stylesheet\";\n element.type = \"text/css\";\n element.href = url;\n console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n document.body.appendChild(element);\n } if (((window['vtk'] !== undefined) && (!(window['vtk'] instanceof HTMLElement))) || window.requirejs) {\n var urls = ['https://cdn.holoviz.org/panel/1.2.1/dist/bundled/abstractvtkplot/vtk.js@20.0.1/vtk.js'];\n for (var i = 0; i < urls.length; i++) {\n skip.push(urls[i])\n }\n } if (((window['jsPanel'] !== undefined) && (!(window['jsPanel'] instanceof HTMLElement))) || window.requirejs) {\n var urls = ['https://cdn.holoviz.org/panel/1.2.1/dist/bundled/floatpanel/jspanel4@4.12.0/dist/jspanel.js', 'https://cdn.holoviz.org/panel/1.2.1/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal.js', 'https://cdn.holoviz.org/panel/1.2.1/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip.js', 'https://cdn.holoviz.org/panel/1.2.1/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint.js', 'https://cdn.holoviz.org/panel/1.2.1/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout.js', 'https://cdn.holoviz.org/panel/1.2.1/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu.js', 'https://cdn.holoviz.org/panel/1.2.1/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock.js'];\n for (var i = 0; i < urls.length; i++) {\n skip.push(urls[i])\n }\n } if (((window['GridStack'] !== undefined) && (!(window['GridStack'] instanceof HTMLElement))) || window.requirejs) {\n var urls = ['https://cdn.holoviz.org/panel/1.2.1/dist/bundled/gridstack/gridstack@7.2.3/dist/gridstack-all.js'];\n for (var i = 0; i < urls.length; i++) {\n skip.push(urls[i])\n }\n } if (((window['Notyf'] !== undefined) && (!(window['Notyf'] instanceof HTMLElement))) || window.requirejs) {\n var urls = ['https://cdn.holoviz.org/panel/1.2.1/dist/bundled/notificationarea/notyf@3/notyf.min.js'];\n for (var i = 0; i < urls.length; i++) {\n skip.push(urls[i])\n }\n } var existing_scripts = []\n var scripts = document.getElementsByTagName('script')\n for (var i = 0; i < scripts.length; i++) {\n var script = scripts[i]\n if (script.src != null) {\n\texisting_scripts.push(script.src)\n }\n }\n for (var i = 0; i < js_urls.length; i++) {\n var url = js_urls[i];\n if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n\tif (!window.requirejs) {\n\t on_load();\n\t}\n\tcontinue;\n }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (var i = 0; i < js_modules.length; i++) {\n var url = js_modules[i];\n if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n\tif (!window.requirejs) {\n\t on_load();\n\t}\n\tcontinue;\n }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (const name in js_exports) {\n var url = js_exports[name];\n if (skip.indexOf(url) >= 0 || root[name] != null) {\n\tif (!window.requirejs) {\n\t on_load();\n\t}\n\tcontinue;\n }\n var element = document.createElement('script');\n element.onerror = on_error;\n element.async = false;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n element.textContent = `\n import ${name} from \"${url}\"\n window.${name} = ${name}\n window._bokeh_on_load()\n `\n document.head.appendChild(element);\n }\n if (!js_urls.length && !js_modules.length) {\n on_load()\n }\n };\n\n function inject_raw_css(css) {\n const element = document.createElement(\"style\");\n element.appendChild(document.createTextNode(css));\n document.body.appendChild(element);\n }\n\n var js_urls = [\"https://cdn.holoviz.org/panel/1.2.1/dist/bundled/abstractvtkplot/vtk.js@20.0.1/vtk.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-3.2.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.2.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.2.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.2.1.min.js\", \"https://cdn.holoviz.org/panel/1.2.1/dist/panel.min.js\"];\n var js_modules = [];\n var js_exports = {};\n var css_urls = [];\n var inline_js = [ function(Bokeh) {\n Bokeh.set_log_level(\"info\");\n },\nfunction(Bokeh) {} // ensure no trailing comma for IE\n ];\n\n function run_inline_js() {\n if ((root.Bokeh !== undefined) || (force === true)) {\n for (var i = 0; i < inline_js.length; i++) {\n inline_js[i].call(root, root.Bokeh);\n }\n // Cache old bokeh versions\n if (Bokeh != undefined && !reloading) {\n\tvar NewBokeh = root.Bokeh;\n\tif (Bokeh.versions === undefined) {\n\t Bokeh.versions = new Map();\n\t}\n\tif (NewBokeh.version !== Bokeh.version) {\n\t Bokeh.versions.set(NewBokeh.version, NewBokeh)\n\t}\n\troot.Bokeh = Bokeh;\n }} else if (Date.now() < root._bokeh_timeout) {\n setTimeout(run_inline_js, 100);\n } else if (!root._bokeh_failed_load) {\n console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n root._bokeh_failed_load = true;\n }\n root._bokeh_is_initializing = false\n }\n\n function load_or_wait() {\n // Implement a backoff loop that tries to ensure we do not load multiple\n // versions of Bokeh and its dependencies at the same time.\n // In recent versions we use the root._bokeh_is_initializing flag\n // to determine whether there is an ongoing attempt to initialize\n // bokeh, however for backward compatibility we also try to ensure\n // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n // before older versions are fully initialized.\n if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n root._bokeh_is_initializing = false;\n root._bokeh_onload_callbacks = undefined;\n console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n load_or_wait();\n } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n setTimeout(load_or_wait, 100);\n } else {\n Bokeh = root.Bokeh;\n bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n root._bokeh_is_initializing = true\n root._bokeh_onload_callbacks = []\n if (!reloading && (!bokeh_loaded || is_dev)) {\n\troot.Bokeh = undefined;\n }\n load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n\tconsole.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n\trun_inline_js();\n });\n }\n }\n // Give older versions of the autoload script a head-start to ensure\n // they initialize before we start loading newer version.\n setTimeout(load_or_wait, 100)\n}(window));"
- },
- "metadata": {},
- "output_type": "display_data"
- },
- {
- "data": {
- "application/javascript": [
- "\n",
- "if ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n",
- " window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n",
- "}\n",
- "\n",
- "\n",
- " function JupyterCommManager() {\n",
- " }\n",
- "\n",
- " JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n",
- " if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n",
- " var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n",
- " comm_manager.register_target(comm_id, function(comm) {\n",
- " comm.on_msg(msg_handler);\n",
- " });\n",
- " } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n",
- " window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n",
- " comm.onMsg = msg_handler;\n",
- " });\n",
- " } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n",
- " google.colab.kernel.comms.registerTarget(comm_id, (comm) => {\n",
- " var messages = comm.messages[Symbol.asyncIterator]();\n",
- " function processIteratorResult(result) {\n",
- " var message = result.value;\n",
- " console.log(message)\n",
- " var content = {data: message.data, comm_id};\n",
- " var buffers = []\n",
- " for (var buffer of message.buffers || []) {\n",
- " buffers.push(new DataView(buffer))\n",
- " }\n",
- " var metadata = message.metadata || {};\n",
- " var msg = {content, buffers, metadata}\n",
- " msg_handler(msg);\n",
- " return messages.next().then(processIteratorResult);\n",
- " }\n",
- " return messages.next().then(processIteratorResult);\n",
- " })\n",
- " }\n",
- " }\n",
- "\n",
- " JupyterCommManager.prototype.get_client_comm = function(plot_id, comm_id, msg_handler) {\n",
- " if (comm_id in window.PyViz.comms) {\n",
- " return window.PyViz.comms[comm_id];\n",
- " } else if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n",
- " var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n",
- " var comm = comm_manager.new_comm(comm_id, {}, {}, {}, comm_id);\n",
- " if (msg_handler) {\n",
- " comm.on_msg(msg_handler);\n",
- " }\n",
- " } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n",
- " var comm = window.PyViz.kernels[plot_id].connectToComm(comm_id);\n",
- " comm.open();\n",
- " if (msg_handler) {\n",
- " comm.onMsg = msg_handler;\n",
- " }\n",
- " } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n",
- " var comm_promise = google.colab.kernel.comms.open(comm_id)\n",
- " comm_promise.then((comm) => {\n",
- " window.PyViz.comms[comm_id] = comm;\n",
- " if (msg_handler) {\n",
- " var messages = comm.messages[Symbol.asyncIterator]();\n",
- " function processIteratorResult(result) {\n",
- " var message = result.value;\n",
- " var content = {data: message.data};\n",
- " var metadata = message.metadata || {comm_id};\n",
- " var msg = {content, metadata}\n",
- " msg_handler(msg);\n",
- " return messages.next().then(processIteratorResult);\n",
- " }\n",
- " return messages.next().then(processIteratorResult);\n",
- " }\n",
- " }) \n",
- " var sendClosure = (data, metadata, buffers, disposeOnDone) => {\n",
- " return comm_promise.then((comm) => {\n",
- " comm.send(data, metadata, buffers, disposeOnDone);\n",
- " });\n",
- " };\n",
- " var comm = {\n",
- " send: sendClosure\n",
- " };\n",
- " }\n",
- " window.PyViz.comms[comm_id] = comm;\n",
- " return comm;\n",
- " }\n",
- " window.PyViz.comm_manager = new JupyterCommManager();\n",
- " \n",
- "\n",
- "\n",
- "var JS_MIME_TYPE = 'application/javascript';\n",
- "var HTML_MIME_TYPE = 'text/html';\n",
- "var EXEC_MIME_TYPE = 'application/vnd.holoviews_exec.v0+json';\n",
- "var CLASS_NAME = 'output';\n",
- "\n",
- "/**\n",
- " * Render data to the DOM node\n",
- " */\n",
- "function render(props, node) {\n",
- " var div = document.createElement(\"div\");\n",
- " var script = document.createElement(\"script\");\n",
- " node.appendChild(div);\n",
- " node.appendChild(script);\n",
- "}\n",
- "\n",
- "/**\n",
- " * Handle when a new output is added\n",
- " */\n",
- "function handle_add_output(event, handle) {\n",
- " var output_area = handle.output_area;\n",
- " var output = handle.output;\n",
- " if ((output.data == undefined) || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n",
- " return\n",
- " }\n",
- " var id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n",
- " var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n",
- " if (id !== undefined) {\n",
- " var nchildren = toinsert.length;\n",
- " var html_node = toinsert[nchildren-1].children[0];\n",
- " html_node.innerHTML = output.data[HTML_MIME_TYPE];\n",
- " var scripts = [];\n",
- " var nodelist = html_node.querySelectorAll(\"script\");\n",
- " for (var i in nodelist) {\n",
- " if (nodelist.hasOwnProperty(i)) {\n",
- " scripts.push(nodelist[i])\n",
- " }\n",
- " }\n",
- "\n",
- " scripts.forEach( function (oldScript) {\n",
- " var newScript = document.createElement(\"script\");\n",
- " var attrs = [];\n",
- " var nodemap = oldScript.attributes;\n",
- " for (var j in nodemap) {\n",
- " if (nodemap.hasOwnProperty(j)) {\n",
- " attrs.push(nodemap[j])\n",
- " }\n",
- " }\n",
- " attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n",
- " newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n",
- " oldScript.parentNode.replaceChild(newScript, oldScript);\n",
- " });\n",
- " if (JS_MIME_TYPE in output.data) {\n",
- " toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n",
- " }\n",
- " output_area._hv_plot_id = id;\n",
- " if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n",
- " window.PyViz.plot_index[id] = Bokeh.index[id];\n",
- " } else {\n",
- " window.PyViz.plot_index[id] = null;\n",
- " }\n",
- " } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n",
- " var bk_div = document.createElement(\"div\");\n",
- " bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n",
- " var script_attrs = bk_div.children[0].attributes;\n",
- " for (var i = 0; i < script_attrs.length; i++) {\n",
- " toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n",
- " }\n",
- " // store reference to server id on output_area\n",
- " output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n",
- " }\n",
- "}\n",
- "\n",
- "/**\n",
- " * Handle when an output is cleared or removed\n",
- " */\n",
- "function handle_clear_output(event, handle) {\n",
- " var id = handle.cell.output_area._hv_plot_id;\n",
- " var server_id = handle.cell.output_area._bokeh_server_id;\n",
- " if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n",
- " var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n",
- " if (server_id !== null) {\n",
- " comm.send({event_type: 'server_delete', 'id': server_id});\n",
- " return;\n",
- " } else if (comm !== null) {\n",
- " comm.send({event_type: 'delete', 'id': id});\n",
- " }\n",
- " delete PyViz.plot_index[id];\n",
- " if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n",
- " var doc = window.Bokeh.index[id].model.document\n",
- " doc.clear();\n",
- " const i = window.Bokeh.documents.indexOf(doc);\n",
- " if (i > -1) {\n",
- " window.Bokeh.documents.splice(i, 1);\n",
- " }\n",
- " }\n",
- "}\n",
- "\n",
- "/**\n",
- " * Handle kernel restart event\n",
- " */\n",
- "function handle_kernel_cleanup(event, handle) {\n",
- " delete PyViz.comms[\"hv-extension-comm\"];\n",
- " window.PyViz.plot_index = {}\n",
- "}\n",
- "\n",
- "/**\n",
- " * Handle update_display_data messages\n",
- " */\n",
- "function handle_update_output(event, handle) {\n",
- " handle_clear_output(event, {cell: {output_area: handle.output_area}})\n",
- " handle_add_output(event, handle)\n",
- "}\n",
- "\n",
- "function register_renderer(events, OutputArea) {\n",
- " function append_mime(data, metadata, element) {\n",
- " // create a DOM node to render to\n",
- " var toinsert = this.create_output_subarea(\n",
- " metadata,\n",
- " CLASS_NAME,\n",
- " EXEC_MIME_TYPE\n",
- " );\n",
- " this.keyboard_manager.register_events(toinsert);\n",
- " // Render to node\n",
- " var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n",
- " render(props, toinsert[0]);\n",
- " element.append(toinsert);\n",
- " return toinsert\n",
- " }\n",
- "\n",
- " events.on('output_added.OutputArea', handle_add_output);\n",
- " events.on('output_updated.OutputArea', handle_update_output);\n",
- " events.on('clear_output.CodeCell', handle_clear_output);\n",
- " events.on('delete.Cell', handle_clear_output);\n",
- " events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n",
- "\n",
- " OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n",
- " safe: true,\n",
- " index: 0\n",
- " });\n",
- "}\n",
- "\n",
- "if (window.Jupyter !== undefined) {\n",
- " try {\n",
- " var events = require('base/js/events');\n",
- " var OutputArea = require('notebook/js/outputarea').OutputArea;\n",
- " if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n",
- " register_renderer(events, OutputArea);\n",
- " }\n",
- " } catch(err) {\n",
- " }\n",
- "}\n"
- ],
- "application/vnd.holoviews_load.v0+json": "\nif ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n}\n\n\n function JupyterCommManager() {\n }\n\n JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n comm_manager.register_target(comm_id, function(comm) {\n comm.on_msg(msg_handler);\n });\n } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n comm.onMsg = msg_handler;\n });\n } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n google.colab.kernel.comms.registerTarget(comm_id, (comm) => {\n var messages = comm.messages[Symbol.asyncIterator]();\n function processIteratorResult(result) {\n var message = result.value;\n console.log(message)\n var content = {data: message.data, comm_id};\n var buffers = []\n for (var buffer of message.buffers || []) {\n buffers.push(new DataView(buffer))\n }\n var metadata = message.metadata || {};\n var msg = {content, buffers, metadata}\n msg_handler(msg);\n return messages.next().then(processIteratorResult);\n }\n return messages.next().then(processIteratorResult);\n })\n }\n }\n\n JupyterCommManager.prototype.get_client_comm = function(plot_id, comm_id, msg_handler) {\n if (comm_id in window.PyViz.comms) {\n return window.PyViz.comms[comm_id];\n } else if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n var comm = comm_manager.new_comm(comm_id, {}, {}, {}, comm_id);\n if (msg_handler) {\n comm.on_msg(msg_handler);\n }\n } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n var comm = window.PyViz.kernels[plot_id].connectToComm(comm_id);\n comm.open();\n if (msg_handler) {\n comm.onMsg = msg_handler;\n }\n } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n var comm_promise = google.colab.kernel.comms.open(comm_id)\n comm_promise.then((comm) => {\n window.PyViz.comms[comm_id] = comm;\n if (msg_handler) {\n var messages = comm.messages[Symbol.asyncIterator]();\n function processIteratorResult(result) {\n var message = result.value;\n var content = {data: message.data};\n var metadata = message.metadata || {comm_id};\n var msg = {content, metadata}\n msg_handler(msg);\n return messages.next().then(processIteratorResult);\n }\n return messages.next().then(processIteratorResult);\n }\n }) \n var sendClosure = (data, metadata, buffers, disposeOnDone) => {\n return comm_promise.then((comm) => {\n comm.send(data, metadata, buffers, disposeOnDone);\n });\n };\n var comm = {\n send: sendClosure\n };\n }\n window.PyViz.comms[comm_id] = comm;\n return comm;\n }\n window.PyViz.comm_manager = new JupyterCommManager();\n \n\n\nvar JS_MIME_TYPE = 'application/javascript';\nvar HTML_MIME_TYPE = 'text/html';\nvar EXEC_MIME_TYPE = 'application/vnd.holoviews_exec.v0+json';\nvar CLASS_NAME = 'output';\n\n/**\n * Render data to the DOM node\n */\nfunction render(props, node) {\n var div = document.createElement(\"div\");\n var script = document.createElement(\"script\");\n node.appendChild(div);\n node.appendChild(script);\n}\n\n/**\n * Handle when a new output is added\n */\nfunction handle_add_output(event, handle) {\n var output_area = handle.output_area;\n var output = handle.output;\n if ((output.data == undefined) || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n return\n }\n var id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n if (id !== undefined) {\n var nchildren = toinsert.length;\n var html_node = toinsert[nchildren-1].children[0];\n html_node.innerHTML = output.data[HTML_MIME_TYPE];\n var scripts = [];\n var nodelist = html_node.querySelectorAll(\"script\");\n for (var i in nodelist) {\n if (nodelist.hasOwnProperty(i)) {\n scripts.push(nodelist[i])\n }\n }\n\n scripts.forEach( function (oldScript) {\n var newScript = document.createElement(\"script\");\n var attrs = [];\n var nodemap = oldScript.attributes;\n for (var j in nodemap) {\n if (nodemap.hasOwnProperty(j)) {\n attrs.push(nodemap[j])\n }\n }\n attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n oldScript.parentNode.replaceChild(newScript, oldScript);\n });\n if (JS_MIME_TYPE in output.data) {\n toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n }\n output_area._hv_plot_id = id;\n if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n window.PyViz.plot_index[id] = Bokeh.index[id];\n } else {\n window.PyViz.plot_index[id] = null;\n }\n } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n var bk_div = document.createElement(\"div\");\n bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n var script_attrs = bk_div.children[0].attributes;\n for (var i = 0; i < script_attrs.length; i++) {\n toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n }\n // store reference to server id on output_area\n output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n }\n}\n\n/**\n * Handle when an output is cleared or removed\n */\nfunction handle_clear_output(event, handle) {\n var id = handle.cell.output_area._hv_plot_id;\n var server_id = handle.cell.output_area._bokeh_server_id;\n if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n if (server_id !== null) {\n comm.send({event_type: 'server_delete', 'id': server_id});\n return;\n } else if (comm !== null) {\n comm.send({event_type: 'delete', 'id': id});\n }\n delete PyViz.plot_index[id];\n if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n var doc = window.Bokeh.index[id].model.document\n doc.clear();\n const i = window.Bokeh.documents.indexOf(doc);\n if (i > -1) {\n window.Bokeh.documents.splice(i, 1);\n }\n }\n}\n\n/**\n * Handle kernel restart event\n */\nfunction handle_kernel_cleanup(event, handle) {\n delete PyViz.comms[\"hv-extension-comm\"];\n window.PyViz.plot_index = {}\n}\n\n/**\n * Handle update_display_data messages\n */\nfunction handle_update_output(event, handle) {\n handle_clear_output(event, {cell: {output_area: handle.output_area}})\n handle_add_output(event, handle)\n}\n\nfunction register_renderer(events, OutputArea) {\n function append_mime(data, metadata, element) {\n // create a DOM node to render to\n var toinsert = this.create_output_subarea(\n metadata,\n CLASS_NAME,\n EXEC_MIME_TYPE\n );\n this.keyboard_manager.register_events(toinsert);\n // Render to node\n var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n render(props, toinsert[0]);\n element.append(toinsert);\n return toinsert\n }\n\n events.on('output_added.OutputArea', handle_add_output);\n events.on('output_updated.OutputArea', handle_update_output);\n events.on('clear_output.CodeCell', handle_clear_output);\n events.on('delete.Cell', handle_clear_output);\n events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n\n OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n safe: true,\n index: 0\n });\n}\n\nif (window.Jupyter !== undefined) {\n try {\n var events = require('base/js/events');\n var OutputArea = require('notebook/js/outputarea').OutputArea;\n if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n register_renderer(events, OutputArea);\n }\n } catch(err) {\n }\n}\n"
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\n",
"text/plain": [
- "VTKRenderWindowSynchronized(vtkXOpenGLRenderWindow, color_mappers=[LinearColorMapper(id='3a9...], orientation_widget=True, sizing_mode='stretch_width')"
+ ""
]
},
- "metadata": {
- "application/vnd.holoviews_exec.v0+json": {
- "id": "6e0c2e5b-d6e3-4173-8b96-39b01082a910"
- }
- },
+ "metadata": {},
"output_type": "display_data"
}
],
@@ -999,7 +281,7 @@
"metadata": {},
"outputs": [],
"source": [
- "V_von_mises = fem.FunctionSpace(domain, (\"DG\", 0))\n",
+ "V_von_mises = fem.functionspace(domain, (\"DG\", 0))\n",
"stress_expr = fem.Expression(von_Mises, V_von_mises.element.interpolation_points())\n",
"stresses = fem.Function(V_von_mises)\n",
"stresses.interpolate(stress_expr)"
@@ -1015,93 +297,19 @@
{
"cell_type": "code",
"execution_count": 12,
- "metadata": {},
+ "metadata": {
+ "tags": []
+ },
"outputs": [
- {
- "data": {},
- "metadata": {},
- "output_type": "display_data"
- },
{
"data": {
- "application/vnd.holoviews_exec.v0+json": "",
- "text/html": [
- "\n",
- ""
- ],
+ "image/jpeg": 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AAYMgBCAAAQhAoAQCUepfqrGStKYnUNTAf6T0V+22dAA0pOPj8U1Dr5C9wrHSX1VmRUvb5Z3SGZ/cGZ18+pPPvP3DTmCv8BwMIQj4BHAA+B5AAAIQgAAEyiIQI/2lOjc9e9ve5vesDU/uFnA2Z4HqXzYMK3CTCYFcbkCK+ncEptR/x2B80ml4AmV9ySm3iQRwAJrYa9gMAQhAAAINIBCv/sV4Q5ymNWW9M1j3BpLqFt3x3rVRZjcgQforExyH/yO8kQyeQLr0d6GlpL9qjukAqBjcAMWBvyGAA8B3AAIQgAAEIFAwgUTpr+qycgC09A/Yl8ETSFX/UoW1AxAh/U0LxQ3w/4xS5gSspL81LVP6TzPFM8YTMPuLcAsJ4AC0sNNpMgQgAAEIlEigbPWvTbd0A2ykv5RZlPrX5kkgbkJAlHlX3e1lpk4Ix0t5ySTSf1dnvD5bj6SKCQ//h4sXN+DEU37sxJPvyiaBMBxiVpsADsBq9y+tgwAEIACB6ghYSH9lTKKe9by4gf/IlogbcFpvfIf+KPxWpP94PB4tKuNwMhVj4QCkDPzHlSxugHz0XmGHgX9VYiKt8MD/NFNiLpVG/82EgEZBoCUEcABa0tE0EwIQgAAEyiWwFPVvNikwIWA58K9LSHQAMkp/XbgKbI97+4ejo6MIXyWQcuExRsrHSX+V12YGYKEWz9se//E597goEMkjBFaSQH8lW0WjIAABCEAAApUR+O7hfZ+76m3fvvlVOWt0GvgP13XzqHPzVk/cgLPWhns6/qZh+08F6r/n9U7qdE9ak7U/sj1g/N3h0NkTmLUnWfpLKlf1/5WvDT7yyZ2f+CnvnHvM6uBfCKw0ARyAle5eGgcBCEAAAiUTsB74T7Ejp/rXpR8Yewe3RWSvn9od3743PKnrONyuC/IDxQz8i/Tv+Wv+50cfndDt7O32rdyAxeH/yOX+fslZP0r6q9x3ves5WYshHwQaRgAHoGEdhrkQgAAEIFATApkG/hf17KQlPW8k6l/+ztmuTmfcMST7oVHn0Kifww0oQP2L9JdLizsxZ54qN0BabeUJTDb7yt1eOSnp7Kb0V5Fnn31X/ZYABFabAA7AavcvrYMABCAAgVIIfOzbH3j9f/2NFH1q79a3WTt8QncjWzVFDfwH1L82RrsBp3RHt+0NdbwZCK3/KUD6S/nzgX+zsqiwnhCQl5FLg1LX/Jilpq7/CUt/MzthCLSBAA5AG3qZNkIAAhCAQJEEtPqXQg8N1w8Nb3lqb9vVDShp4D+ynRM3oHf1oGcxIVCA+o+W/hGTHwvGihsgz4GlQU7Sf6G4qAeR/hIty/2jXhIHgRYRwAFoUWfTVAhAAAIQyEnAlP5mUXZuwFwClz3wb9pmhvWEQNT2gAKkv9QVrf5NI9LCakJATjA9Mhp2xoOiFv2kDvzf7vZ700zjPQRWhAAOwIp0JM2AAAQgAIGyCcSpf12vdgNO6m6fuXZAx5uBwgb+/bNuRLJnUe3KDRCrJhMCgxMLWlifX/prUDvj0c5ouCbPnd7YGw/lMgNPNkmkNzZy/U+q9Nf1EoBASwjgALSko2kmBCAAAQjkIvCaz7zok9/9V5siJm7A+rU7J4XXBS1r4D/ObPEEDg7XTuuObpfvvKDJTt/u9KifyMrmkx+Rr+eRSvrPn/2jgzr9jtweJvLf9wRs3ACd3V76/8RPPV3nIgCBlSeAA7DyXUwDIQABCEAgF4HUgf+40vWEwGR7wGZR6r+bdeA/YKfa+yvK/OCoK3/k7andUdTSoEC+4GPhA//BCmbPTp6AvfSfFc+/EGgRARyAFnU2TYUABCAAAVcCmdW/rkjcgCPDM87obd1h7eB676iOzxCIO+onQ1H65B9ZVaNH5w+PuvJH3ADLCYHKpH+ggcoTCE8IqPU/SP8ALh4hECaAAxBmQgwEIAABCEDAu/bg1c/8xG/nB9H1/OP5bx6u3zw88xa908QNOCmTG1CG+pfWafWvW3po1JU/8pjsCTio/3AdurJJILzsZ/F99FN4QiCP9OcWsGjKxK4oARyAFe1YmgUBCEAAAjkI5B/4l8pF93YXr/dSboDniSewbe8JlCT9lYUmJHM2QOKVJxB2Axykv1l6VDib9A+UpDyB//z69sc/vSOTAHpyI5As+ZFbwJL58HbFCOAArFiH0hwIQAACEMhLoBD1rwb+40yxnxAoT/1r29TZOuKu6JF6HSNpAhMCp3ZlQ64/P5DzI6d87oyHw2xqfbHur35j56Of3va9l47X83cL+z6AbBZWAf8fPhCAwCIBHIBFHjxBAAIQgECLCRQi/YVfsvrXgJPdgLKlv5b7yh4l+lU48EpFHhj19g/7t+iO9/ZHp3TN5LpBtoFCBv6lsv0HRjfeNBT1H6jY9ATEGVB/Aml4hECbCeAAtLn3aTsEIAABCMwJFKL+LaX/vFbP0+uC7rR++OTuptohULb6VwaYI/0S4w+iT14E4iVu5HVGspdBrB11bt72h9ltPYFFZ6Io6S8GqIF/Ccw+ET6JeALyRz5qpsE/QzQilZ+AW8B8CnxaQwAHoDVdTUMhAAEIQCCGgOz3veyb77Q85j+mDD86g/o3S7ty+xTPO+UWvVPPXj+QbaOwWZqE48RuIJl61MI4oP619A/kUp6ArRswyVyU+peB/89/eefKqwcBkxIelRvAAqEERLxqFQEcgFZ1N42FAAQgAIEggUIG/qXQnOpfmSWj1QeG6wc2bn2L3uln5XMDktW/GpdXf4viVwGxwVL9a4iWEwJFSX+pNzTwr22xDYQXCP34T3ILmC090q0GARyA1ehHWgEBCEAAAlkIFKL+C5H+Yv1EhU8H4v11QRu39jzxBLZdPYFk6R/ApNW/dgYkgUSOvc547F85ZvmJnhCYFFqU+s8v/QNt0QuEtgaTvcOB1zxCYHUJ4ACsbt/SMghAAAIQiCdQ7DH/8fVYvTGlfyCD8gTsJwSc1L/UJVUrla8cABUTt+wnYFv4MTAhsKc73BkNw8kyxBSu/pUNVx24y2XfPf3tD/7xDCaRBQLNJYAD0Ny+w3IIQAACEMhI4IqvfeQZn3u5jK+f0t+55e5je/pbGQoSxSyHzsufDHnNLAnqXyezdANc1b+UX6D619ZKQDyBazd3nzaZQrjj2uYp3R3zrVO4VOnvZAmJIbAyBHAAVqYraQgEIAABCFgRmKj/l6kVN4cHa4ePnpbBDShj2U+q9Qnrgpykvx7slxrNcOaB/4Dl2+P+9thfVLN/chj//q0Tz+gOs7kBZah/Nepv2nzXu9zFfCQMgZUngAOw8l1MAyEAAQhAYE7gBR++5B3Xfmj+PAm5ugGFqH+bgf+AnfoxMCHgpP51IRLQw/8SkEX/6qBPM0GGsFb/5tTIfrlDYOtEKc3eE6hG+mdoIFkgsAIEZItP3rnLFaBAEyAAAQhAYOUJzAb+VUPNge+FpifPBki2ypb9LJgV/yC7hO+w5nZsqG78TAF0hpMz/uMrsXozl/4q+az0cGZxA07vDU7tDuKWBmVQ/3K1sFz5Fa5LxciovwRkuX9kgkPvuSIynkgIrCoBHIBV7VnaBQEIQAACcwKL6l/itQaepzFDkW5AIQP/s7pjpapphlPY0hMwWy5GFD/wr422aGJ4QiCD9FcVJjgA4TU/2kYVwAEIAOFx5QmwBGjlu5gGQgACEGg7gZD6TweiFgVJutvuPnaL3UclUIj6n4hvC12cbmBECn9d0NC/QMB+QmA07hZiTXDsX6yzK9dcGnTikePbBzY/+untiLZljUqV/lLw0372QVmLJx8EmkoAB6CpPYfdEIAABCCQSuCqm6951KVPDSUzB8FDLxcjrt88Uf6c2ts+c8/RbIcF6fJKVf+6FuUGqAsEEjyBwvf7agOyBT7/jcGNX9g8rVuY+reR/tlMJRcEVoAADsAKdCJNgAAEIACBCAIZBv4jSpGo8fjQYO3QkdNP7e9kdgPynxYabVt8bOSEgHJ96qb+r/7m1lc/e/wM/9ygAj5I/wIgUsSqE8ABWPUepn0QgAAEWkmgQPWv+WVzA6oZ+NdGBgLaDTi1t3lyd+PE3rFCjvoZet2N0VqgrgyPSvqrjBuj7mndDGXMs2ST/uf88N3mRRCCQDsI4AC0o59pJQQgAIE2EYg869MZQMwpeU5uwHLVv27yxA1YH49PkTU2d1g/eFLvmH6VIRCx4j9Qit0GAFP9BwpwfTy8faubj51y2U2n2W4+MCrgEgADBsG2EMABaEtP004IQAACbSBgMfCvVsGkwYhR/zqbcgPk8fZ7jp3Q347cHlD9sh9tXjjgn5E59g4M1w9snHm6nBya1Q1IV//huqNiClT/+47c8fKDp422e16n4/9RfZfWg1FGEQeBthDAAWhLT9NOCEAAAitPwEL92zFw0Y7Xbsj9VicGtgfUZOBftVZaE2iQcgPkrZMnUEPpLwP/Xzt0yy9u7pK2jEcz1058APkoTyDQcv8FHwhAwOMeAL4EEIAABCCwCgSs1f9MJsY1OodkVG7ACf2tDAtR4szJGR9W/+ECbdwAN/UfvwQoYeD/hM7otv3NsHlxMWrgX78dbsaPaSZS4BIAzZBAewjE/7S0hwEthQAEIACBJhOIOeszskmJ6j+H9FeV6e0Bt95zJHJRUKRN5UUm6t55tckTAs77fWPU/+EDwyv/a+OGa3bmFWcNmQP/VmWopUGS1JKIVaEkgkCDCeAANLjzMB0CEIAABKwH/tNQ5Vb/uoKJG3ALeZQJgSV6AqORtsg2EN4h4DbwH19PwsB/fKboN4GB/+hEcbEhT4BbwOJQEb/aBHAAVrt/aR0EIACBVSZQQ/Vv4laeQPVuQM5hbj0hcFpv54y1oyd0N8xGZQgXpf6dB/4TbNWegAT4QKB9BHAA2tfntBgCEIDAShBwP+szRuoVN/YfybViNyCn+ldNGHsduSxs/3CX/Dmlt32btSMSb+UJLK7/kWU/n7j8cCQW18hcA/8xlZ1wYNQ57j5RElMa0RBoEAEcgAZ1FqZCAAIQgIBPYN93r7vf2/7qtD1bJ+3JB6Rk6W8ap92Ak9a2b7m7GE1slq/CBap/Xfjh4frh4RnyqDwBKzdgkrnKgf/5EUDa7sSASP/1a4aS5JxzfiQxIS8hsJoEcABWs19pFQQgAIFVJXD5lz7+ux9+g7Tu4MYu+TNxA+TUHfdPhepfG+e7AYM1OTm08HVBhUh/sVON/WuDzYDyBMQNkEiZE0j2BIpS/4UP/Iv0F/uV+pfA937vXcw2EoZASwjgALSko2kmBCAAgVUgoNW/boxyA/asDU/Zs7XWH+j4UGBx/c8y1L9pkp4QKGSXcFHqf+R1F5fwmCZPw+IGSEjmBOImBIqS/kWu+J+1Qw/8zyL4FwItJYAD0NKOp9kQgAAEGkcgrP51EzZ2ehs7J1i4AZODIHW2ZQcKcQMKUf8JA/9xkCKWBo29POr/+Lir6ypj4F+P+utaCECgtQS4CKy1XU/DIQABCDSGgCz6f+tnLvv7b33KxuIYN2AyA7Dsgf9k+13XBRUi/cWkDOo/3BCZEDjymW/lPOb/LmvHsw38yx6A0XYvbJXEJI/677v6Q5G5iITAahNgBmC1+5fWQQACEGg8gYSB/8i2Rc0GNED9S1ucJgRqpf73f+voFz5/4JZr3triSqvIDkqILHbgX6R/79iodyB2WdNj/+jBCcbwCgIrTAAHYIU7l6ZBAAIQaDwBV/WvG7zoBgz9K2Ab8rFxAwpR/4UM/AtUUf/XfP5AfrrfPXy7Lx8/KX85qoTkgf+iaqEcCDSUAA5AQzsOsyEAAQisPoHM6l+jmboB/dQtwjpHXQLKDRBrwuuCMlzxG25VrdS/SP8vHjhNjOztStjGHW6EETOaTz0g/Q0uBCEQTQAHIJoLsRCAAAQgsFwCz3nPay0X/afauTHobRw5YU9/uGttcNLuTGeGptZRWgJzQmB3b6uQmYxC1P/Gwe0bvnb40LXze4K3R/213o4rCa3+XTOG07tKfy4BCDMkpiUEcABa0tE0EwIQgEBjCKh7vgo313cDBj11dcCu/jDxzNDCK89boHIDTuntnLn7yJ5+Lh/G5qzPVHMLXPajxv5Ta0xOsOugt+tKZ98juUzeQmCFCeAArHDn0jQIQAACzSOQf9lPapvFB5A0MiGQdnVAakkVJphsYfDdgKO3kFplXVAGT6CQgX+pvRD1X+DA//rB3q7rvW7HP0V0LB851sjuwy1gdpxItYIEcABWsFNpEgQgAIGGEqhA/Wsyel1QA9yAiaA1Va3yBJzcgJVU/yL9+zf4ut/z/Pt95dORj+cfcW7vBqiM/A2BVhHgHoBWdTeNhQAEIFBfAlWq/wCFWs8GzIT/7N+A7f5jqidQiPoPL/oPmLKrO7xF/0ggMvz4jRvvctVkEib8ymkTsKH+vf7GsDOIIJTsCXAJQLgLiGkJAWYAWtLRNBMCEIBArQkUuOU3QzvrOxsQoWkj2pcwIVCI9Jcqa7Xsp7fV2fVtKwHDhEDE14UoCHie1c8PoCAAAQhAAAIlEShpy28Ga5UbIBlP27NVi8OC7NS/bmnYDVhJ9W8O/Ou2JweUGyBpzAkBbgFLhsbb1SaAA7Da/UvrIAABCNSawBKX/SRwkV3C8meZ64JC0j8UEWu+uVH4jN3Hch4ZJNXYj/1vjXpxZiUs+4nLEo6Xgf+1/b3ukfmR/+E0yTHTCQHZJWwPNLlE3kKgmQRwAJrZb1gNAQhAoPkE6qn+NdelrQsqSJtOPIHTTunv3DKrGyCL/r/+/hs0kGyBok77yTDwH2ew7BKe/i8uBfEQWHUCOACr3sO0DwIQgEAtCdRc/WtmVbsBBal/bf/hwdrho6fJo6snYD/wr+sKB2qo/sVIGf+Xz4+dc7ewwcRAoCUEcABa0tE0EwIQgECNCCx3y28GEBW5ATHqPybarR3KE7B0AwpR/4Us+7Ec+I88AigMyF/6o/7neVwCEOZDTHsI4AC0p69pKQQgAIHlE9h3w3X3fMVzxY7enn5v92D5BrlYUOIu4UI0vkVbbCYE8qj/nfHaWmenzgP/FpBIAoHVJ4ADsPp9TAshAAEI1ITA5Z/95G/8+1uUMcONnvzp7Rk2zg0Q+wveJVyV+je/BpETAvVZ9G858G+2KCGs1vwkJOAVBNpGgIvA2tbjtBcCEIDAcgiY6j9gQbc/Ek+g059e5hp4W/PHvIcFWah/iyR5IcnSoD03XnXt5w9kK0hb+J2bb3lga00u5M1WjroILIP6XzsSPZs0W/GjDZzbxS1gcxaE2keAGYD29TkthgAEIFA5gQT1L7aMBt3RkW5D3YBc2wMidGmwbyySBLNkeL7um8eGXzt+Qg5RcPjwqdcdOMnrjf0/VqdsRjgJGaR/QmMZ+E+Aw6uWE8jxs95ycjQfAhCAAATsCCSrf13GCrgB0haHS8Sqkfaab3zg6L6DB//zhpNl4D7rZ6r+3bIH27/7SKe/v+tWRkzqVOnPLWAx5IhuCwEcgLb0NO2EAAQgsBQCz37HG1741c/aV91oN0CaabU9ICh97fEUn3L/Z6/duP5onnIzqf9ghSfe2O0eD0ZaPneGc6Cp0t+yTJJBYLUJ4ACsdv/SOghAAAJLIyAH/rzlo+93Uv/a1qa7AUnrguZiVTd3OYGdQ5s3fGSfrnt72MuwBOg7N555cCPH3IHnycD/2v6I5UDaMPuAvfo/55wfsS+WlBBYPQI4AKvXp7QIAhCAwPIJ6OM+85iygm6Ao/p3TO4AWy37ccgQSrq9tftb3zkjFO0WUZT6t5f+bvaRGgIrSgAHYEU7lmZBAAIQWB4By0X/lgauhhsgjT1t99au/mCtP7RseHnJItX/1qhnX2Pssp+xjOXbui1FqX8xuzM5d0jcAMsmcAuYJSiSrSoBHIBV7VnaBQEIQGA5BIpV/7oNTXcDvPH44Ma6563Pjg1dmhsQqf41Z5tArPq3yTxJU6D013V25ON1mArQQAhAIIEADkACHF5BAAIQgIAbgZLUvzaikW7AeGFYenF7QNVuQPKW351Rf60bfaC+7oJ6qn9tnvgAviMg0xDyiZ8Q2Lv3bJ2FAARaSAAHoIWdTpMhAAEIlEKgbPWvjW6SG7Co/nUTtBuwa2140u4tHW8GFvwG80WmsGz5PfzN/XkO/KnVon+TQdc4BUjHTycEEt0AnZgABNpGAAegbT1OeyEAAQiUQsD1uM/8Rig3QMqRW4R7u1PGrfNXl6WEGPWvi/LdgEFPlgaVvS4ocOCPNiAQ2Bn14mYAbAf+429z7m939lxXzGk/AbMTHpUbIAnMCQEuAUggxquWEMABaElH00wIQAACZREo5MCfPMYNN3ryp3ZuQJr6N5usJwRO2bNV+C7hVV30bwJMDTMhkIqIBK0igAPQqu6msRCAAAQKJlDZsp9Uu5Ub0O2PxBPo9OMHolMLKiSBi/rXFZpuQL+gw4Kc1H/kVQC2Y/+6GaFAGVt+Q5VYRUwnBHpVT0RYGUciCFRIAAegQthUBQEIQGC1CNRH/WuutdgekEn96yYoN0AeZV3QyfkmBJzUvzZAB2TR/82HTslzz5cs+9l1sJP5il9tSYGBrdt6P/bjdyuwQIqCQBMJ4AA0sdewGQIQgMDyCdRQ/Wsoy3QD8ql/3QQJ6AmBbG5A8oE/ZkU6bF4F0KCB/07UJmDdKB0Q6X/sNP/prne5i44kAIF2EsABaGe/02oIQAACuQjUWf3rhlXtBhQn/XUTJKDdADkv6MSY84LM9BK23PIbyGU+5lL/chdYZ1yfZT/SLpH+O3u87V1mEwlDoNUEcABa3f00HgIQgEAGAtUf+JPBSJ2lIjegHPWvW+G7AbPzgpInBHIu+5GrADaOnnjdgZN01RkCJ97Yrc+yHz3wn6EhZIHAqhLo+Cfk8oEABCAAAQjYEXj22974wq9/xi5t7VLJFuHO2rj4M0Mr/y9p3PaAnOpfOuzYwRO3t3uZe273Ua9/OHPujBn7G8POIELMxEn/Q+/9QMaayAaBVSHADMCq9CTtgAAEIFAygX3XX3/fv32eVNLvd4e7x+N+hOQq2YS8xctsgDfwCj4ztHL1LxTUuiAJnLZne70/UCeH5lT/w+3+sRtPGIv4z6r/Rf2vHRyPu7U4YydO/ef9DpEfAitBAAdgJbqRRkAAAhAomYBW/1JPZ+D1j3bG/U5D3QBpQmFnhi5D/ZtdLZeIeZ5/j9j6zdcd/M8bzFdO4e2juzYP5lojr9S/VNoZe7ILYImfZOn/tJ/7pSXaRtUQqAkBHICadARmQAACEKgvgcs/+cnfefvbAvatgBuQd3vAstW/7pH9n7t2/dBNva6OcAvkV/8n7B/3NtwqLTC1uf4nWf0XWClFQaDRBHAAGt19GA8BCECgdAKR6l/X2lQ3QC1fmgxUZ3EDaiP9h0c2jn7qm9IdvbVur5vl+rOg+ndc2NXf9vbc6JhHf3sKDSD9C8VJYStOAAdgxTuY5kEAAhDIQyBZ/euSm+oG6AZ43minK3+6axYXCddP/RvtcAsG1b9bbk8v+3HMV3Dy4anexhm2p3ye88PcAlYwf4prIgEcgCb2GjZDAAIQqIKApfrXpjTJDQgvUl+cDYg9LKg26n/7mv0bX7tewx8Ou57jf9I3bjpxZzO44bdjPYtQE/U/uPVoY1fXk36x6xpuAdPfGQJtJuD426LNqGg7BCAAgTYRcFX/mk2T3ABttASMZSzTw4KO93p7hjIn0OnPRLGdxDRLLSkcUP9Sy86ou8e6MnXgj3XyiISJ6l9Qhh2siELyR23dcTDcNfY2+16nM/UBatNH+VtHCRAojwAOQHlsKRkCEIBAUwk8501vfOnnPpfHet8NONIZrzXnpCAlWQ03QETscLMnf+T2gO7ugfydB0iBecPq36nwnMt+pK7lbvlVjZWB/+3ThhIej2bOhvgA8sePmswG4AkoUvwNgSgCOABRVIiDAAQg0GIC+dW/D2+ipDs7Xn+ngW6A6n3lDHQ8mRAYHlkTB8CfEFi2G5Cg/oej9H3ANuo/4RzPmmz51eo/+sdUeQIxbsDes86OzkUsBNpEAAegTb1NWyEAAQgkEjAP+09MmPbSHEeX5SANcgNmon+hhZOxZPOwoGW5AQnqXwxOdQBs1P9CwxcfEpf9LCYt7Wl08njzdgOr4hPdAKsSSASB1SWAA7C6fUvLIAABCLgQKEn9axOa5AYoo/1V5WMZDjc/S3QDjn/pqp0bD5vGOIXt1b/sA/bvA178OKh/ITZblbNYRt6nlIH/yOIX1wU97WcfFJmKSAi0jQAOQNt6nPZCAAIQiCCQectvsKxFuRx8W+fZgNDYv6h/ZX+4TcoNkLfVrAuSw/63vv3dVPWfcBBQ5IE/4d6Ji3FQ/3FF5I7Pov7NSieewJ61umzkME0jDIHqCeAAVM+cGiEAAQjUi0Ax6j8sk+NbWd/ZAO0GyNj/xP7kZlUwIaCv+orHOX0TeRCQHPizfXhX+LjP1NJUAln0v35kmbf8ihl5pf+sqfc7/cD/vNsPzZ74FwKtJoAD0Orup/EQgAAEqlf/mnmN3YC57Bc3YP6gTV8MlOcGJC/6X7Qi4injcZ+zBq/CwP+Eikj/s075RgQgoiDQVgI4AG3tedoNAQhAwPOWqP41/nq5Ab7en+lfbaJdoHA3IIP6N/cB2y/6j2zf0tW/7X5ffQxoZDM8z1T/e/feNSYV0RBoFwEcgHb1N62FAAQgoAnUQf1rY5QbIHsERnvGw90ZJbguzTag6jF3rBrqP5sRentAf8+wt9vuvJooczOofylGOwB51L9sAl66+i9k2Y8p/aMYEweB9hLAAWhv39NyCECgzQRqpf7NjuhudORPpW6Aqj409q/8gmxugBQ52OjJn2y7hLOpf40xj/qXQtaPef2jmdtdwBFA5an/291+r6ZEAAJtJoAD0Obep+0QgEBLCRR41VdJBCtyAxLH/s2XmZuZYV1QHvUvBwFtb+7aPLgrs8F7Doy7m964m7WAfNQKkf4/tGfznDO/mLUB5INAKwjgALSim2kkBCAAAU2g/upfm6rcgPGaJ4uCxv0cY9KqRFVAeGBfYmYrf8wkkil3ldOm2LsBmQ/7V6YObtq1Mz2+SFO0DfR2vN035WtxPvW/c4a3fUraiv601iQs+/mfP/X0tNy8h0BbCOAAtKWnaScEIACBsq/6KolwYbuEw/J06gzMVe80YtKScPKcDTS3B3T6o/B1wpbqf26uYVBnp9u9yf9v+njdiLUOyrKftcPzguX6Mzc/IjcsUf+bJ2eZeBgbLsMv3eaqk3d9x7rRJIRAewngALS372k5BCDQKgL7rr3+ARc/z8u+NmRGa64SZzGV/FuAG6AsN6SquurLiFhoSXkNlb0BnrewPSDhsH8bM7T6lwY4a/fJon9T/S9QsHkIEXSyYXSCd+xMm1YmmZIw8J+UjXcQaCsBHIC29jzthgAE2kTg8o998vzXvE3Wdcvy7tFub5jZDcir0/JCz+UGmDq1I6t+Isa4q2yfXhfk7Rw9/rlvCppstXeP9TqHxaOYfeSuW+NpFhv7b2DsPzZd3AuTalya+Hg18B//3uqNpfr/3rueY1UciSDQAgI4AC3oZJoIAQi0m4BS/5qB+ACdge8DjJ3+C5BNnOpaCw3kcgMmlqix/7BRppqtpsVbV9+8/e1rulldsqD6DzcpMabp6v/cUw/e/sQrh6O4/lxoPJcALODgod0EnH79txsVrYcABCDQQAIB9a9aIA5Af+A7ALZuQDVa2BGvsxugWmGM/c8i/IqX0sSd62/a+ta1mQ/ObLT637jdeJBpu4L+moj633vyt4djr9fzd3GPRnovt05CAAIQiCaAAxDNhVgIQAACK0AgUv3rdtm6AUuRxtrKtICtGyCtmAzvm2PF5nh/Wj3Fv5+pf79k2cna6bqBjlP//vp7C2PVcZ8WCaOS5ANXyKL/h5x57Snr39XGdTq+GyAf5QbMTnXS7wlAAAILBHAAFnDwAAEIQGBlCCSrf93MFDfARkvqspYXSHcDZuo/TruqeNVcM1xSm0z171chR9m4OABx6n9SVIrJVsd9CohkUimVxObPv+hfDfzH1d+d3GAQOSHALWBx0IhvIQEcgBZ2Ok2GAARWn4Cl+tcgot2Ahqj/eSt2vP5OZ7zWib43wNj1awp9nV0Hym53UP3riu0CSeo/rQQr9Z9QSJxXkJDFeFWG+o+c8FATApFugGEOQQi0lwAOQHv7npZDAAKrSsBV/WsO2g0Y7fJGLifJ6BLqEFCzATKCPdozFk9AmZRw5o853m+GS2pLpPofDzsdu/8gd29e62ylyPC4UziXu+U356L/u+3e+r5TbjKX/aR2kHYDxBP48f/JLWCpwEjQIgJ2v29aBISmQgACEGg2gczqXze7O/C6O9MtwqMm/1dCXSQsPsBwtxyN6fARfV3SJECk+hfLzNusEgy1Uf9+9qiTQJeo/ssY+E+gFHglboD8uev3cQZoAAyPrSbQ5F/tre44Gg8BCEAggsBzXv3GSz7+uYgX1lH+2PJE/OrZADkpqNFuQG/D6210x2ueWhdUkrK3Abz5X98e7D8UlzJ5H7B51VdcCQnxudR/ynxDQrX+Kzf179/NEOyi5EX/KdV7/tj/o37totRkJIBAqwjgALSqu2ksBCCwygQKVP8aU+PdgNlxMJG7hINKc9bsuPjZ+yz/Jqt/v8T4fcCu6j9wEFA29T9dR5RN/QvBSUY39R/iKst+/uctvxqKdoh42CPecfd7nOeQgaQQaAcBHIB29DOthAAEVp1AGepfM2ukGzCT/roVEjDdgFF/4SZgJXTLkP5Sb7r6N61cDOfZ8islLeu4Tznrc+u0XCf95xz4l7aj/he/SjxBYE4AB2DOghAEIACBhhIoVf1rJk1yA6LU/7whxmFBZbsBo2Mb21ffkLDyR1sVuQ84o/qfbHnIfODP7FwduTJNW+cW2Dm9s3ELMSLb9IFfV371f8FT//N2t9vrZjepIdAaAjgArelqGgoBCKwigX3XXn/enz8vZ8t8mWYt9RrgBiSqf83KnA0Y9+3y6Mx2AVH/xz//dbu0EfuAM6r/SX39LW/XzRGdOhP3KUbJvllJEZE/JZ//WtT/5kkqXVwBSY6Bk/SPrICBf4teIknbCeAAtP0bQPshAIHmEqhe/WtW9XUDHJV8wA2QBkZqSt1w+4CT+lfFmvuA86j/tY1x77gjCKNhSv0bEQ5BQ/0n5Ipj3Plfpx3ce/K3E3KmvkL9pyIiAQSEAA4AXwMIQAACjSSwRPWvedXODcgqerUbIFMBg9nVAbqZGQIZ1L9fy2wfcE713z86lhH8hS0O1m2Yq39R6Ukj9RElLqh/qV72Ebt87nb6wdudfI1LjmBa1H+QCM8QiCGAAxADhmgIQAACNSaQ/7B/aZyjPIvFURc3IKv61w0TN6Az6Kxv+hcJ6xvE9Fv7QNxh/5YlFKD+LWtaTDaX/ovxlk8bt+4M1i3TBpOdvWfr9qfuP2HXoeAL62c56/P+5z6cRf/WwEjYdgI4AG3/BtB+CECgcQRqpf41vSW7AbnVv9+Q2YB3b7Mjf8Z9/+oA2SWs22gTyKP+RzvdtcO91It+48yQlT/+2H+mTx71P9zjHb/ljJ177Xc7/dCtTrnOPd88BwP/cxaEIGBHAAfAjhOpIAABCNSDQD3Vv2azHDegUPW/0Jaj4gb4EwKWbkB29T/R7euHurp210BQ/UuB1po8j/pfWPbjarTnof7dmZEDAgUQwAEoACJFQAACEKiGQM3Vv4ZQqRtQjvpfaIudG+Cm/kMj9aL+u9veuOf/cf0E1b9L/pLUf2eU3pD86v8hj3j7T92de75c+pu0EJgQwAHgiwABCECgGQSaov41zSrcgJLV/0JbEt2AdPUfUvy68O5OZ/2g9XC9zjYL7Do07m7Hlz5LFvlvsvqfXgYcmXPhuM+YFInR97jNdXkW/f8K0j8RLy8hkEwAByCZD28hAAEI1IJA49S/plaiG1CV+l9oS5QbEK3+7TR5QP37mlvXZxFIUP/J8l3KTlb/yZXnWfmTf+Af9Z/cO7yFQCoBHIBURCSAAAQgsGQC7/vwJx//D2/t7u6M3BeHaNOLOvNHF+gUKN4NqFz96/b6bTkqA/bTw4Lm6t9JuU+KC6h/P25yia+uKzmQoP6TM8rbzOpftvxun5L9wB/Uf2rXkAACFRDAAagAMlVAAAIQyE7AV/8vfqvoTTngZbi7M9yVpajlqn9tcWFuwPLUv26LBOSkoME1+7e+c60ZaR+OUP/WmXsDb/2Ai6+wWHIe9b/EA38Y+F/sRp4gkJ0ADkB2duSEAAQgUDYBpf51Lb3NcW9TzqZ0cAP8peXuI9O6xjICed2A/Oo/+3r7BR7Hv3nlzoFD3u6FSMuHtY1Oz59GiPikLt3Jo/4zS38x1G3Zj38P2cI3j0X/EZ1NFASWRAAHYEngqRYCEIBAGoHnvuyNr3n/Z8Op7N2AGqp/3ZyMbkDd1L/ndQcdy0NCddsT1L+fRkb249d6Oah/kd+LLoaz+jdKcFP/uqmTQP5lP096yhdve7u9i6XyBAEIZCeAA5CdHTkhAAEIlEcgTv3rGsUN6A782YC4jQF1Vv+6FW5uQP3Uv26IfSBF/ScWVMPjPhPt9V/mVP8s+0klTAIIZCCAA5ABGlkgAAEIlEsgVf2r6n31fHQ8ubA26AY0Qv1riFZuQF3VvxjvWf+31Eb9d4bRJ+gvS/1v3HppW35R//pnhAAEiiVg/Uur2GopDQIQgAAEYghYqn+dO+wGNEv9LzRk4Pn+zC5vZP7XKb/0lzoWF8PoSl0D03X/rtkm6W3Uf1zB2dS/2k7gvPJnZsRwt7d1elb1P/JyLvpn2c+sH/gXAsUTMH/FFl86JUIAAhCAgBMBV/WvC5+7Abs6Ga6S1eUsPRCcDWiC+rfZBuCk/gP7gLOpf9WVceo/9b6B0e7O5umd0VqWb8Rpe3Zuc+aNJ6wdWtwGbOuGMfCfBTp5IOBCAAfAhRZpIQABCJRJILP610ZN1PNkUdBquAG90GyAbqp9oIlj/8Y+4Ozqf7KFN1XoR4IcnNLZPtEH1xlFr0eKzKUib3f60VNOORSdQEwKf4wO2hh3f5srfsOIiIFA0QRwAIomSnkQgAAE3Ansu+a6n/3j57nni86xIm7A2Js0pDNZFDReWBQU3e6oWENcRr22ihseP370K19PSCp2JmwDcBr7D9Riq/7ThHWg2ORHrf6Tk0W+TVL/kRkk0jD+b/7vp866/d64hMRDAAJFEegWVRDlQAACEIBANgLFqn9tg6+ej417WzqiUQFDFE4a0lk71pFTj9w+lah/ZZKMlEd+sql/2Qcsn2j1L2TCf8J1q7YbGMNJImOqVv8zI877qSe+4++vR/3PePAvBMolwAxAuXwpHQIQgEAygZLUv660uzXubnmjXQ53h+m8SwtEyVbn2YAK1b+A6ow6427Q7mzqX2HfdWjc3c62fsd2qX24fyPUf7BN4UzTmPDY/854ba2zE5vBePGER7/+3v/rXCOCIAQgUC4BHIBy+VI6BCAAgQQCZat/XXWT3IBExWnrBlSr/jVnM7B+qNvdNiNswtPGrx8Zq0kAmzzBNFnbHqH+g0XHPt/5NvvXd23Gvk58gfpPxMNLCJRCAAegFKwUCgEIQCCVQGXqX1siboDIymGd9wcnqn/dkBQ3IKsC1uVLIHXdv5lYwmKSuQ3AWv1HNFjUf3dHNkB0xq4NiUofOFAoYLZ+jFP/cUubdEZ14I9+dA2g/l2JkR4ChRDAASgEI4VAAAIQcCNQvfpX9k2kc12PCYoQw0lUo92AKBGcVErUO1f1P2UrB+ZMNtalqf+kdk7Vf5RVKXE5Gr51y+4w03Gf4WU/ppFb437CEiBZ9P9z5z2MRf8mMcIQqIwADkBlqKkIAhCAwJTA+z78yce/+K1LxFFHNyBJFSehWnADMqnYQOnZ1L8UorYBRKl/q7bJFuf1w8ZWYrkAoWMt6q0TBhorjyWp/3BFZgwD/yYNwhCongAOQPXMqRECEGg1gaWrf02/Rm6AlULWhkcEpC29Yafr3yLsz29k/mzfeNPGVddky97dkWOXOpN1/87tCap/Jwuyqn911VdqVZGLiJLH/pPLRP0n8+EtBCogkOPXZAXWUQUEIACB1SJQH/WvuS7fDXBWy9r2eUAtlzdnAzK4AbnU/8BbO+xN7s11bk+56l/MifIQLNX/HLERQv0bMAhCoJEEcAAa2W0YDQEINJFADdW/xrg0N8BZLWuT54HAZtlsbkB+9S8GRQ6Wzw2NCiWo//TSopR9VCXBuLgtv8F0k+fAZcB5Dvz5u6d/gkX/kZCJhEDFBHAAKgZOdRCAQEsJ1Fn96y6p2g0oQf0vtsUXyKPd/rogHR8ZKET9+yXHDLdHViqRCeo/Lss8vhL1P6/O8+TAn1ucetj+uM9tub15dt2obPn9g9+40CyNMAQgsEQCOABLhE/VEIBAWwg0Qv3rzqjIDUjR5NqcpEBg7D8yaXfT6252EtyAwtR/ZPXxkRbqP96fcFH/5kyC09i/aXue4z5Z9G+SJAyBOhDAAahDL2ADBCCwygSapf51T2g3YHCCi9jU+ZMDVal/bUWcG1Cs+pdrFtRJoLreuEB/c9w/nkYhTv9n7ZCM6n/sseg/rh+Jh0BDCcwm5xpqPmZDAAIQqDeB931oySd+5sQjbsDa4XFvK2cxi9nTdO9i6ugnm7H/cE5xA9YOdeSsHmmXfIpV/6o6GW5P/Vip/7hSKlb/nneL0zZOOeVQnDnJ8Yz9J/PhLQSWRYAZgGWRp14IQGD1CbzvA5+48NlvWet3huudUa/B7ZUrhLtb3mhXZ7grdyss9HFqHdnUvy52MrnR2Tj63Y3rr9GRTgFZvSNn/kR/4obtZ6md1L+5escvIKv6Dx/2b9kPe07bGp6wM7Pd7d/X/dllZ99+r1seUkMAApUQYAagEsxUAgEItI+Ar/4vfou0uzsYrx0frW2Mu8MmUxjLSvrx2qF8swGWqjORU071r8re2n/T5pXXJtYT+zJJ/cdmmr5wUv/BwjKofwE+9rZP6w7W/P3J5p9g4VHPov7XT8oy+/Ow//Vbn3jFV1H/UVCJg0AtCDADUItuwAgIQGDFCGj1r9slboD8GTV0NsAQ7uIGyEKawUmdseuchlGIxuIaKEr9H7/OH/v3D7h0HAdLVf8J2wAyqX+hNhH+qeo/Bu/2LbrDTP+pz6z+//oxL77/PR/g2rOkhwAEqiTg+JuvStOoCwIQgEAzCczVf0i0qdmA/naMWKtne6OM7R8d94+NRezafqIKsc07S1es+pdSO6NQD83qivw3Vf2rXJHbADKp/8mgvW/oojkCM/xnMYl60uo/0qSoHNO4k848bo7978iBnnYf1L8dJ1JBYMkEbH+kl2wm1UMAAhBoCIG5+o83uLclC2nGw12dwXpA2cXnWdabeOHur6Q/OpYLd4e702YD4guxb1bh6t+vemRfv39mf+y6/0Ax0t7Fjs2o/nWx7gBlw8bWqXMjApd56YIjA6L+e+uTXdKRr+MjUf/xbHgDgXoRYAagXv2BNRCAQKMJ2Kh/3UDxAeq+McBCdyo3IGk2wKIQzSQuUIr692cA4ioMxjuo/2BWz1n9j8ee/iNGugMMqP+QRUkRkep/x2IPO+o/CSvvIFAzAswA1KxDMAcCEGgsgaD6nw+/xjap1hsDXHRn7GyASyFxmEpS/6q67qAz6qdY2d/0esfjrIuIN7cBWKl/kfvhT8fiCxTOJbMai2P/UUmi49Z2D0+45bHod2mxb/3z97DlNw0S7yFQIwI4ADXqDEyBAASaSyCo/l1aMnUDenLIZm1OC41SpKltCroBmQoJ1FKq+g/UFfnoqv7NQmLVf6TiN3MuqH/haOsMxKr/tL5A/Zv4CUNg5QmwBGjlu5gGQgACpRPIo/61cf7+4GOjteM1OC00TSxqmyMD6YuCIrNFRVag/sXahE9m9S+LixbUv17SowIJVcqrBfU/2wecnGXydnDywrp/M0fyYic58Cd57H97GH3kE8d9mpAJQ6BBBJgBaFBnYSoEIFBHAtHq33bEdtaimeZWswH+/uBdrkXMisr578ySnMV0BuP+QLYI+9MazgeGTuquQP2rNsatAsqs/qXY/uaot5EJZUD9W3eDqP+dPVm+MzbHfW5F7QFg0b9155AQArUjgANQuy7BIAhAoEEEotW/awNCQnF+TFDFbkDIEtemzNJPC8rsBlSm/mcGB//Nov5n9PqilzdH4667HI9R/8H7gIPGejbqP7IQG/Ufqs2PQP1HYiESAk0hgAPQlJ7CTghAoHYESlL/up3iBsh20uo2Bsz0qzagqMDEDfD8A0PtZgMqVv/+KqDF/xg6qP8QNKX+s6CLUf+pRdmofykkfBIo6j+VLQkgsKoEFn/nrWoraRcEIACBogmUrf6VvfNjgsreHxwSsvmAqcHvhUL9vQH+oqAUN6Bi9a+a6Yvj2Z64dPW/0KwFTqb6jxxxX0htPpSs/s2qVNhV/ctdYGtyGCpj/2GUxECggQRwABrYaZgMAQgsm0CK+rdc+hGvIwPtK90NsLYkYFj8Y7hEFdNJdgOWov6lFXIl8LjrWxir/sMNCjXeVP+hl4kRqepftg5HpbEc+5/WbTTBVf1r61n5o1EQgECjCeAANLr7MB4CEFgCgRT1b2mRocYsc5TlBrhbkmZweomRbsCy1L80R60CCqr/9HbMSUSpf8lv4QtGKft5ufEhN/VvlBN51ZfxPjood4H901/+K4f9R9MhFgJNIzCb8mya3dgLAQhAYCkElqX+dWPFDZDTQvtbLuJUZw4HCiomXLBNjO8GHBv3j/tbHZao/pWp/WOT274EiP5j04ZJmij1b3d8Z4XqX50Emk39n3+fh3/xNZ9H/Vt/I0gIgboT6IxTryOpexOwDwIQgEBFBP72xW944799JqWy1DHf4jR33tNCi7NkkUlCuXF0JgeG7s51D9rW/puOX3fNoiW2T+JQdbe9UaYxsWj1r2rudJIcGyf1bxSVeex/zx2O99YTLz6IAibq/4LffVLUG+IgAIGmEmAJUFN7DrshAIGKCVip/1SbErRxat5QglzHBBVqScg0JfQt6/CT+ScFHc3uBmRS/1Pz+luenNnvK3X3gzuT1H8IykKEk/o3cmZT/+Nd49Etdrz+yCjJKoj6t8JEIgg0jQAzAE3rMeyFAASWQcBB/ceNcYvZlnrYvYGjyX1bUZc1xZRVmiV2jTQZRZjiXx/mMhvgqP4XalTqX2EarpmGxaAzotPVf0eWNkWVGRlplBwRnBSVS/173p61wXrfYQbgkt9/1rn/+/4RxhAFAQg0nAAzAA3vQMyHAATKJ+Cg/hOMWZCdCemyvHLbH1ymJTPrleoN1xRQw+EEfgFOswF26j+6IlP9S73dkcMqoHT1LyVKtYEW+80LR0ls2mfsbZ/RHbr/R3s69p9WfPg96j/MhBgIrAwB998lK9N0GgIBCEDAgoCb+o+TdtH606J6lyTpbkAlZkxMtqkpJY2NG5Cm/pOqCKh/F9KelfqPLDGD+p9s1ds+teswwzOrOqD+B8Puut1/9lH/M4T8C4HVJMASoNXsV1oFAQgUQsBN/UuVkQ5AkgotxMyIQiIWBVVkRrgaBUXFa0DhZBGt0FGyIkh2POtHFYhR/1Ylx6l/m1VAburf2LxrO/YfOpzDV//9zrgnfwIMkh4D6l8lPXXPZlKeyTvUfyoiEkCg6QTshgKa3krshwAEIOBOwFn9R1ZhJUcjc+aKVLMB82OCKjJDV2OKfhVpynedzLaNvc2x/DHdgJD6dygzTv2LNanX97qpf799Ytik7Qlj/yHFb3JR6t+MsQlHqn+bjKh/G0qkgUDTCTAD0PQexH4IQKAUAs9/weve/M7PDNf9YVfbCsIJHUSpbSUZ0vluwHrYuAwlpWYJNFhVakZKjPmYWmBEAnEDjh+VEz+vzVZUgvqXyqS7Ew4DXTs+7O442z+Ww4UC6j9R8ZttXlD/XU/mAcy3ceHxKcPRicPItyft2u7JXoeYD+o/BgzREFg1AswArFqP0h4IQCA/AVH/b/nHT4vU6svpkL2Omxugq3cWijpnwYHpaaHruU7Zt7MpoO/DCMIxdgUbqXa+893Nm6/1Mv3nK1n9+5WMxnGHgWZT/1PDrRW/0VBvQf37tpkvY8MJ6l/yDEfdOAcA9R/LlBcQWDkCmX6DrhwFGgQBCEBAE1DqXz92hmNxA0brXXEDdGR6oAChm16JfYr5/uBy3QBptukDKGJFstg8eNPRG6/1Mt7Y5Z/3nwxNlgBFfvKo/9RlRZE1BtX/JFFqUcnqP7IiFfmBi9++9w5nJyTgFQQgsEoEMv0SXSUAtAUCEICAQSCg/vWb7vZo7eiwtx0jDyWd6R3Ep9IFLiUgbsDa8dHaxrgbvTwkp1Gq2WbjJWw+5izfm6p/gW03Fm7Wlz72P0sdXiCTR/3PSnX7N1L9+0UkNtxG/ctBQGFTUP9hJsRAYLUJRPwiWO0G0zoIQAACcQTi1L9OL25Af2MkcwI6JiKQ+DIifeVRJbsBZbVHq39VQdfhPis5tTN97D/O7gLUv+P6n1j1H2fiJN5G/UcWgPqPxEIkBFabAA7AavcvrYMABGwJpKp/VdBkRVC8G1B79a9xNMsNCKh/vxWJY+G6mRJwVf+mg1eA+jdNsQgnq385uCOyDHv1v2PscT7/Pg+/8o2fYuVPJFIiIbDaBHAAVrt/aR0EIGBFwFL967KUGxBcERStzXSmOgaUG9BPWNrkYLWsgtJ/HLKlJo1Q/5NVQDYLgVzVvzJG7QQoUP3HbS0ItD1Z/fuJo9wee/WvqpN9wBIQ9X/B7z5JxfA3BCDQNgIcA9q2Hqe9EIBAkICr+g/kd94fHMhfm8fcp4WW4gBFqn/FbNyXYzGT8GVT/1KiHP3U28xy4mesNeZ1YDGJ0tX/JONocTO6q/qXMvasDZ7wgF9B/cf0A9EQaAUBHIBWdDONhAAE4gjkVP+q2OxHhcaZtaR4//7g7McEFe8AJKh/RWi4O5aUbHReO5LRpP7mMHKsPbYyixf+bQDxH0v1LwXIl03fB5xB/UsJb33in537v+8fbwtvIACB1SeAA7D6fUwLIQCBOAKFqH9dOG7ABEVGza0x6kCq+peUo3VvHLWUNaf67wzGyXpdG2kfSCjQXv1LddoBcFP/s255yxP//Lx738/ebFJCAAIrSQAHYCW7lUZBAALpBIpV/7o+0WeDPVGaVKdoSCDHbMBMbOZoqY36l+IjVwHlUf892SS7NVlob7Fox619MQU6qX+/xsl9wEnqPx4/6t+ty0gNgdUlgAOwun1LyyAAgXgCJal/XeHKbAxwcQPihafmYhewVP+qsMAqoGLUvxQdo9ftWhCVKlSgrObfPjmLrzi85Wh04uQqBxfkqP+oXiEOAi0lgAPQ0o6n2RBoM4Gy1b9iuzIrgqQ5dm6AixqN//45qX8pxpwEKEz9T8xLWLQTb378m4437sy3AWRX/yd5o1vsxFcT/Qb1H82FWAi0lUCWsYe2sqLdEIDAKhCoRv0LqZQbAxrFsrJLAwZbG0dvvDYbm2LVv9+DxXg0s9YYpeVR/zsnjMcDt/92o/5nfcC/EIDAlAAzAHwVIACBFhGoTP0HmK7SbEDMaaGGvA003vpR1P/BfV+3Tj5PKKuAClf/fumhRTvzKrOFJgXmVP9Sc7c/6vSjbgSIsgr1H0WFOAi0nQAOQNu/AbQfAu0hsCz1rwmvzMYAadGiG7BM9a/w9jcz2jDf9av7yQgUvQqoI9wyrvs/yZOxf2Vapzvurk/2ABimRgZR/5FYiIQABHAA+A5AAAKtILB09a8pyxlBMiGgHxsd2DmhO+plVN5mwzOP/UshMvbf25JTO83ybMPJ6l9KKdYBGO3qbJ3SszXOSDc01L+K7u0eGO+jg6j/aC7EQgAC/nFifCAAAQisOoH6qH9vPO4fH/Y3hrJDYAWorx0frW2MRYLn+eRU//3jo2wwU9W/NKrAbQCjtc7OnmLUvw1t1L8NJdJAoLUEmAFobdfTcAi0hUCt1L8Jfexfu9v02YCpG2N3TJDZ+mk4v/pXBcmkitMkgI3690suaBuAr/5P9NW/nFk0dpn+CY/9q/YmbwNA/StK/A0BCMQR6Me9IB4CEIDAChCorfoXtnLdbH8wFDdgkGlguFa9I8cEyR9XN6Ao9e+Kwlb9S7njsfgAruUH0mv178eLx2RdXpz6D5QfeET9B4DwCAEIhAmwBCjMhBgIQGBFCNRZ/WvE4gasHRn0tm0PddEZlxqIXr/kdFposerffhWQg/qfIM6/Cmi4e/6f2o51Pyer//Eo2o1A/S/154LKIdAYAswANKarMBQCEHAi0Aj1r1vU3fIXsjdkRVC0+p+3xWI2II/6l4p62xE2iLZOXQXkqv51ozIHdk7ujcw93xGGR5SdrP4lQ6QDgPqPQEkUBCAQRYA9AFFUiIMABBpOoFnq34TdhI0BSsPKCHS6mI1cFJRT/cu2Y5k2MaGpcOo2gMzqP/NZQEH1PzE0dRtAqvpX7Q0cBIT6D38liIEABOII4ADEkSEeAhBoKoHnP/91b3nHp2thvawgz/RpghsgDbNtnXlpQEnqX2GW1fZxvDOrf7+d3dhi46qT+Ej175fWS5qpsFT/Uo65Dxj1n9ARvIIABMIE5gsTw++IgQAEINA4Ai943mv+8XUf79ZhSX1W9S/M/f3Bx4dN2xgQ+2WRc/p3HRn1J+t2NvbfEJsu7UXc2L/OF7fCPo/6l8IzbAOIU//a1MiAvfo3s6P+TRqEIQABGwLMANhQIg0EINAMAqL+3/6GTypbZUHIaL23tCu3cqj/AOvRrq7sDQhELvVRDfxbLQEK2Hlg/77j24cDkZaPqepfyolcBZRT/fvmOR4Gmqr+R2sRjXZV/+o+4Lc+9a/O/cn/HVEcURCAAATiCbAJOJ4NbyAAgUYReP/7PqbVvxgue2p7G4PluAHFqX9pSD32B2vR76OdfC9s1/9MEvt/Hbpx3/bxQ96uLMtpbNS/VCGdHliuU4D6l3KlQ60PA01V/76d4+BtAK7q3zdq1PncC9+w96yzJcwHAhCAgBMBZgCccJEYAhCoKQFR/3/65NfHGSdTAaPKBtELVf9mi2qzMcBZ+ksrRP1vivr3PNkWPHK8D9dS/StW5iRAMep/Um7Ar1B1hf+2Uf+SK7ANwFn9T3rgi5e8BvUf7gJiIAABGwI4ADaUSAMBCNSaQLL6V6ZXNBVQmvrXHVC5G2DK/exj/0r9q1YMXCYBnNS/lK8dgALVv2+2xSogS/U/MXK+D9hK/Zud4Fvjof4nGPgLAhDISAAHICM4skEAAjUhYKP+tanlugHlq3/dkKo2BojwNEW/uXonpEm1cYsBPfavo+0nAeS8f9lArDNaBuQsoILVv1TckUU7ZvODttirf5VTbQNIUv/x7Ub9B+nzDAEIOBLAAXAERnIIQKBOBJzUvza8lBVBFap/3ZDBCaXucjYVqKl9zXhtS3QgrP4lnaUDkE39S/md4UjuJI42KEdswiogV/XvQ1jzgurfzmTUf44+JCsEIDAlUKuTJegVCEAAAg4Esql/qaC7Pewf3SnyqNBlqH9piBwV2t8Yys5XB2puSU3dr3NGRuq388DxI/vNlT/6hY06z67+R+Mie1YbLX5FDOYM6l9KHe32dvbIXmBZtDT7Y9QVF3z7M/6Cdf9xcIiHAATsCeAA2LMiJQQgUCMCmdW/boO4AXJMUAHqeUnqXzVE3RhQtBugNKnUoDWvjjEjNcuIgKj/I/uvjXgxieoO49748bnU/8bAG2mzk2op5J2z+p+AHJ7gDfY41//2p/zJefe4l3M2MkAAAhAIEWAJUAgJERCAQO0J5Ff/ZhNzbQxYqvo3W+HvUu11huv+3wvxWR5MAR1ZmpkgooJk9a8yxG0Fzqv+Velyd2+m63sjGmNEBVYB2ar/RVrDE73Bbr/Q4e7FF0ZF4aCv/u97v3A8MRCAAAQyEGAGIAM0skAAAsskUKz6l5aoGwOyrBupk/pXDelvjERAF9Q9Iv3LUv9iYeQkQDHqv6D2Jxcz3NMdJfha0gn6j1GQVv9GXHoQ9Z/OiBQQgIALAWYAXGiRFgIQWDaBwtW/2SC3qYCaqX+zIRIe7OkWMRUQKFU9JjkYNmP/qpTwVuCC1X+/hBGu2WGgov4Hu0LlJ4HxGx1Q/+O+7IdOy+N5qH/1heFvCECgQAI4AAXCpCgIQKBcAqWqf226lRtQb/Wv2iINcVkRpJRoeMg/HB+rWe3Vv7LQXAVUsPqXCspYBTQ5DDSo/mN56O+UHwiof4mxcQBQ/wsQeYAABAoiEBrAKKhcioEABCBQLIFq1L/YnL4iqAnqXzVEVgTJH7uNzqb0F0mrVK3Wtjomtldd1b8UpFcBZVb/fjO3EzcUx9qb6cVYFu5Pxv4Vj3Qq01rC6t+3fJBiA+o/BRCvIQCBrASYAchKjnwQgECFBCpT/4E2Dff0gwtpGqL+Aw1xnA0I5DYftUtgRnoZ1L/KL5MAedR/dzPxHKeiVwHJ/WuD3b2R49BZpPpXzU/YB4z6X/iG8QABCBRKAAegUJwUBgEIlEBgWepfNWVhRVAz1b/uk9F6VxYF6cdJQAS9ilHK3nxran0db0ZOS8qs/iV/ZzROHQhfNHj+lKL+JWGhq4D825fX/J0VTg5AgvoXA+NWAaH+591MCAIQKIEADkAJUCkSAhAojsBy1b9uhz+CvrunH5cc6Gg5nsUQY39wWPSHCwykCToAedR/d3ssDkDgbM2wBZEx6epfshXnACj1rywZrtnyT1b/UlqkA4D6j+xxIiEAgQIJ4AAUCJOiIACBggnURP3rVskI+mjNcf2HzlxUIJ/6V1bMVgSpp7CcNVW+eqvdAPNVxpU/ah6ltzPu7ozEggxIrdS/alwRq4BM9e8b3O+Mw8xUdcbfqepfpQ2sAkL9GwgJQgACZRFY9n/JymoX5UIAAo0nUDf1L0DlroDe5tBuT205/ItQ/2KZNGGyP3jcid5AK/I2oHBVzIL6H2xvJNz1G26/6H71xzdgNFX/KhxOnBDjoP6llNy3AgfUv2/wAoZoSy3VfyAz6j8AhEcIQKAkAswAlASWYiEAgVwEaqj+zfb4C8Eny8HNyNLDBan/gJ2z2YCA4pdUSTpX1P/+674RKCryMbxvQtR/f9Mf+59+Oh0ZU589pPwrkwZux/7kWwUUVv9inwz/JxvspP71KiDUf0rf8xoCECiOADMAxbGkJAhAoCACNVf/0kr/qNDNoVrBUlCj04opR/2rtoTuDxbpH1D/CwLdRv2b4/1m24LqX96FXQQzgxF2Vv+SN8cMQKT6lyKTZwCc1L9uHOpfoyAAAQhUQIAZgAogUwUEIOBAoP7q32xMRVMBpal/sy0SXjwmKOADTNMmq/9kMR+h/ielCsbUrcBZ1L8yOdMkQJz6V0X6/R41gJZN/b/lz55+3n3vN+XLPxCAAATKJ4ADUD5jaoAABKwJNEv962aV6wZUpf5Vc6Qtk/uDdePU2P/UGYhT/8m6X5UVp/7V2+StwNnVv5Tu7gAkq38pMtIByKj+n/H08+6H+lffAv6GAAQqIhA1glFR1VQDAQhAYIFAQ9W/tEGtCJJFQQvtKeShWvWv2hK1P9h3AyLVv1rqY9NWOfYnIZm4B3Fvc6l/KTS+5Mgax/2OnPcf+UpHhjeCj9a9wW793jbwFtS/LSrSQQACRRJgBqBImpQFAQhkJnDF5R99xh+9ZrS7n7mEmmQs8qjQytV/gKE5GxBQ/zZD/mZp/a1RWDSbCaSuyFVAedW/qsN6EkDUv9z1axoWFzYPAxX1v3NyXMLYeNR/LBpeQAACJRNIGeQouXaKhwAEIOAT8NX/+a/yhqPuse3OTgnj6BViLuyo0GWrf2Emkl3NBkj46MEb5W813l+4+ld1yd+BTzHqP1Bo/KO9+pcy9FZg1H88Ud5AAAI1JcAMQE07BrMg0B4CU/VvNrjXHa/3IseDzVQ1D/vLxDMfFVoD9W/ivfnAvmODI2aMfTh17F8XFZgEKFj9p90I5qT+xWZ1GCjqX3cfAQhAoEEEmAFoUGdhKgRWkECE+pdWDkedjZ2mTwWojQGiYp27rWbq/8DN+zaPH+oOY9foJzTQXv1LIeYaoYLVv5SeuBPAVf371o7l0CRW/iR0Pq8gAIH6EmAGoL59g2UQWHkCV+279lHn/WlyM8d71to1FVA/9b+xcUj6yJ/Q6KkTgZJ7bP5Wdv26+j9qEqB49S9GxW8DyKD+pbzRmrd9qlxhNm+vTYh1/zaUSAMBCJRNgBmAsglTPgQgEE3ARv1LTpkK6G4OEo6IiS69TrFqKkDOCDJHuKMNrKv69zvCcQYgg/pXTEpR/1J0/AxA6pk/4c4S9b9zops7JIWg/sMkiYEABJZCAAdgKdipFAJtJ2Cp/qeYVmhFUClHhZbzbTp2bL8a+9fF268Cqp36V22I8gEGe3oy7aDbaBkY7vazdAaWyf1kqH8HWCSFAARKJoADUDJgiocABEIE3NT/LHtne9j0qQBpioyj948NohfG1Gn4X9T/oYPXzthP/7WcBMis/mWeR3pZn64TqL2Mx2zqf+dkWQ01Nadr5wNc9Eu/yG1fZfQgZUIAAtkIsAcgGzdyQQACGQlkU/8LlckZQf7pOs0ev/CX1JtnBNVe/asuSN0JkFP9+7V05IAd5yH5hW9IwoNxFlB+9S/1jPte6jYAUf8XPf5xCUbxCgIQgEDFBHAAKgZOdRBoNYEC1L/iNx6Pd/XHa7Nh2MZC9fX0er2cmcixfxPwcD3W9SpA/U9qKnHb92wrcCHqX2EZJl4AjPo3vzyEIQCBmhCI/T1eE/swAwIQWBkCBap/YdLZGnTlqNCh+yGbdQIqi2p6G0O5O6wmRqWqf7EzbidAZvXv9+ZggUDZq4AKVP++8Qu2L/Qk6n8BBw8QgEBtCOAA1KYrMAQCK02gWPU/RTXZHCxuQNPJdbeH/aPizGQ5aL/Attuo/7jq8qh/aX7wiB7Xq4bjzArHj8ajXTLl4rzEaLhnvu4/UGqcA4D6D4DiEQIQqA8BlgDVpy+wBAIrS6AU9b9Ia4VWBGU5lGYRRpYnJ/Xv714wJHTB6l+Z3+mYVWRpUlQeuWF6uFsumY56Fx8n6n+wK/a1lCY3ggU+qP8AEB4hAIFaEXD8LVgr2zEGAhBoCIF3vPU9BViaOCq8QiuCBr2NQcWzAU7qX7rSvJZBwtGHGll0ecTYv0WuzElE/Yvr4po9Wf1LaZEzAOz6deVMeghAoEoCzr8KqzSOuiAAgRUg8ILnvPIdl3wsb0MS1f+08JW4LkDaMtkYMKhsY8DOzkb4xM/k/tL+iaj//mb8EvjEUlLUv02PJ5YfeKnVvzY+kCDyMVX9q1yBw0A/97pXR5ZGJAQgAIGaEGAJUE06AjMgsJoEqlP/i/zGe9aafk6oNGhyRlC5K4JE/X/3xm8swrN6EttkiU5m9S+7fgMbfyNqLW4VkFb/qhbfeIvhL0v1L2Wah4GK+t979tkRzSEKAhCAQG0I4ADUpiswBAIrR2BZ6n8KUq4LWBf1bCH06k2+PDcgs/oXYP6lXRmH/v0zf9LVv19HMRcCBNS/FGzjANirf/X1UYeBov4VDf6GAARqTgAHoOYdhHkQaCqBJav/GbbV2BwsrRHNOtzTnzWrgH9zqn9/hVJXxtGNvcB2Rtmq/0lpGcoPWBFW/yrBaC3Jclf1L2XKPuDPvoGx/wB+HiEAgZoSwAGoacdgFgQaTaAm6n/KcFWmAqQ5I9nGGn8Pl/13Jo/6l1pE/at9wGPjYl2b2p3Uv19gvlVA/uTJ7mivKWESIIP6F0s//VbUv81XgDQQgEAtCDR+crwWFDECAhAwCNRL/Yths+sCmn5rmDRFNs4WckbQ0SM3Gj3mFtTqX7IpN8Ayv7P6l3JzbAVOUP8JBjurf7m8YYz6TyDKKwhAoI4EcADq2CvYBIHmEqid+tcoV+uMoDxuwIGb921sHNJgnAKm+nfKmEX9TyrIditwqvqPPAtotOYlnPe/0N6J7hfpL583/c3T2fW7AIcHCECg9gRYAlT7LsJACDSHQH3Vv8lwhVYEicx13RhQuPq3WQWUWf37/ea+CihV/auvgyQzzwIS9b9zYtLGAD/XRPGr7OpvUf/n3f9+ZgxhCEAAAvUnwAxA/fsICyHQDAJXXP7Ris77z8ljhVYEyTB2/+iOvx/X7pNL/Q/k2J+Q/rVYBeSfFzSwtVC1Qw2vT9vkuArIUv0HgCWpf2XNgk3T3Kj/AEYeIQCBphDAAWhKT2EnBGpNQNT/M85/VV4THaVerupWZUWQQLDcGCDX/WZf+SPqP07ER3kFumt89b891I/JAa20JZk5FO+0CkiO/UmuRb/Vq4Ci1b9pjc5jBFD/BgyCEIBAwwiwBKhhHYa5EKghgeapfxPiaq0IkmOCZAjcbJ8Ki/p3ve5XF9JNUP8qUcx5oJbqX5R2+LPQBusLAUZ7+k4nhwqr4a7FlT+R1oTsQ/2HkBABAQg0iQAzAE3qLWyFQA0JXHH5R/7sdy/Ja1iVY/8BW2crggLRTXyUIW3ZHBxeEVSu+hdSUZMAqeo/YYR9Qf1L+Xai3FX9qy4e7hL3YlKF+tui41H/FpBIAgEI1JoAMwC17h6Mg0DNCfjq/zH/4Bsp4+j9ntfNNKawRPW/yHdlbg2TZukbA0pX/4phaBKguzlYpDt/StbzQfWv8qVtBc6m/gcndHdOmBtmE0L921AiDQQgUHMC0Tek1NxozIMABOpAYK7+xRoZRx+OfDdgfc3NttqofzG7szWQle6yiHzcy+TJuLW83NSyMUB65Mjw4KFD12WrKX3lT3y5Unv4ZbLuV+mj1b+8k+9JJ/6ldJn7ncSi/kfitA49+dvy8+SH/yJn/liyIhkEIFBnAswA1Ll3sA0C9SWwoP4XzRzvWrOdCqiT+l9oRK872uPoySzkr8XDsY39BzZuGEVtCUi1L4P61+eB+urfWBRko/uVPbECf/q6M45KIQ7baM3ZYVPqXwoe920dAFH/Fz3xcanoSAABCECg/gRwAOrfR1gIgdoRSFD/U1ttVgTVVv3PeDd6RZCo/4NHrpemiC539QFk+X54I8GMSvy/k1VAWv3b635VYpS2X6wrahVQNvUv6/6H6/MKZR9w6gf1n4qIBBCAQIMI4AA0qLMwFQK1IJCu/rWZa31/Y0Dkp/bqf2p1M88I0upfWuHqAGRU/4qXDPwbY/+RPR8ZORfjka9nkYF1PoWofyk7dRIA9T/rAf6FAARWhAAOwIp0JM2AQDUEHNS/MihyKqAp6n/GtFlTATuDjRtv/ubMdv9fex8gj/r3N4GMxuP4lfqmSWbYUv37WYxJgKLUv5Sa6gB895PvMw0mDAEIQKDpBJzXTTa9wdgPAQhkJuCs/qUm2Ry8tdMZRGwJzWxG9Rllc3D36JYvcGv/Cat/e5Ozqn9Z7DP24cgfd9fOQf1LS2blF6j+pdRO7HlFPrxPv+3V/j98IAABCKwQAWYAVqgzaQoEyiSQRf2b9uipgJmGM182JlzvFUEJ6t9mEkDW/YsPYN0X85T+lbraO/IH6W1VvW06wyZZBVSs+ldlx00CiPrfe/bZRv0EIQABCKwCAWYAVqEXaQMEyiaQV/2LfWoqYGu7bFPLLX9ya1hnp44TGgnq34aJi/r3h/x1mQvqX8daBDKof7/UbifDmT+BXb8W1vlJUP+WoEgGAQg0jgAOQOO6DIMhUDWBAtS/MlnG/n0BveWNGrCWJoFyPVcEHTn23SSbB6OujNPHfOzUv9L9C4VEqH+7GZ5s6t8f/u87/2dr3F848yeSQXgVEOo/EhSREIDAahBw/k26Gs2mFRCAgCWBq/ZdM73r1zJDXDJDF/q7ArZ3Gu8GbOx0N3ZqsjHg5kNXbWwdjmOfHJ+m/iN0vyowQv1PXsjS0uQaXdX/1ILJ4h8p2WWdkmzw7ezssapQbgTTH7nul5U/mgYBCEBg9QjgAKxen9IiCBRGQNT/o+/1lAKKCyvCldgcPJnQ2Fn6iiBL9S+XHIe70r/wK3bdvxLe4UyTGOlTve4/kCTc3UYCKzGuapisNJo6EzP1b5SUHrRX/35ZMzyi/rnuNx0uKSAAgSYTwAFocu9hOwTKJFCi+tdm7wxWYSpgqWcEWap/hTywCijmut/pgLvupYiAnPa5M9PLEa+9uEkAS/Uf9jzMlT/+zIPFx039+xMLfqGofwu0JIEABBpPAAeg8V1IAyBQBoEq1L+yezWmAkQ+LmNFkFz45bTyx5wECKl/C92vuixN/fupEicBVDHhv+MskGN/ZO+vmT5+1mKeyrzrdx6bGHrTXzP2nwiIlxCAwKoQ4BjQVelJ2gGB4ghUp/5Nm/U5oWZkA8OV3RpmXvdrz0mdB2qof6vR9Hn5NupfpQ6dB7og4eclGicKGZE6GFb/6lXyWUCDE7qjmEuodckLgbH3hr99+rkPuN9CJA8QgAAEVpQADsCKdizNgkBWAstR/9pa/6D9Nf3U1ED51wVkU/+K57jX6QzUaLszYH8OIXbPwGJpiw5AWP1beR79rrn4x6xAWiGHApkxOuyg/mdGoP41PQIQgEAbCOAAtKGXaSMEbAksWf1rM9f6477T+K3OWadAaW5AHvXvDccdWaATI52T8Tmo/0lB4+50lWlAp89Ud3Jtnhev/iVnnANgq/4NI1D/aT3BewhAYNUIsAdg1XqU9kAgD4F/esu/58k+zZtp/fdCvSuxObikM4Iyq39f8Yr6l6N77DbRLvSIbHKwH/uf5VRbgbX6FwPUn9n7xH8T1b/kjNwKLBd+paz8CRnxpF/7RVb+JPYELyEAgRUkwAzACnYqTYJANgJ/9+xL3vGiD2bLO8+VX/3Py/K8lZkK2NXPNuhuwpBwBvXv6/7JR37dz4/uiV8/M0u+8G/ckf8LiaIe9CRA1Mv4uDT1r3IGJgGSrvvVFBbrFPV/4R8/bjGOJwhAAAKrT4AZgNXvY1oIARsCdVT/YvdqTAWMxv4ZQZsDm7NrEjprZ7Bx8Mj1CQnMV4GR7gX1L+lcJgEyq3+pR00CmIalh+3Uf6CcaPUfoLCYB/W/yIMnCECgRQRwAFrU2TQVAnEEaqr+lbnqnFC5Obihn85sCYw0RG4O3jHum3Vpkaj/G2/+pk0OJXrNlEH1P3ln6Y3kUf+mDbZhF/WvVwEF1X+i7teWPOwhD9JhAhCAAARaRUD+uyC/KflAAALtJVBr9b/YLeNda95sX+nim7o+afVvGqg2B7tsw7VR/wm/yrsxy/fHayljQMWo/8XjgEwSwbD7db+yCmiwpzs98j8BQbAm75P/8uq9Z58diiYCAhCAQCsI4AC0optpJATiCDRI/U+bIOpZDghqihsQ6QColli7AanqP1n3xql/34rEnQDFqH+pxdIBcFf/UrbcBrB9Uoob47d08YP6X+TBEwQg0DoCzr83W0eIBkNgdQk0T/1LXzTo5uAE9a8aYrciKG7lj+h+9SfhG5qk/n0bYn2HwtS/1GIzz5xJ/cvw/3Ct03VcVIX6T/jC8AoCEGgJARyAlnQ0zYRAkMAVl3+4dmf+BG2Mf67/5uBk9T9rWWd7mLw5+OZDV83STv+10f0qaYr6nySK3gkgkl1OCy3uk7IVOKv6H+xy/k+YHPnPyp/iOpaSIACBphJgCVBTew67IZCHwBWXfegZv/oir9ft5FlOYzOym8dKm7z1PCfUTv0vtC9qRZCo/42twzpZ7HC9TmEEZAjfP/Lf4hPcCWCeFmqR3TJJwnmg43VZ0zXbKm1XnL/031D/sgnYJh8XftlQIg0EINAGAjgAbehl2giBBQJT9T+L66z1vQzX7tZB/asm1G1XQAb1P+sLkcLjtekVyFr9O+l+VZK9+vfTmzsBylH/fi0xOwEyqH8pbLC7a96rMO6n3f/leah/vxf4QAACEJgQwAHgiwCBdhEIqP9p412nAuqj/nXv1cQNyKH+dV+IJr7pyNWbW4czSH8pxE39T2qdTgKUp/59szrjEJxC1L/iljwJgPpXlPgbAhCAgCLgvIAScBCAQHMJRKt/ac9wNN7a8QZ2uylrqP4nTehs7XQsm1BSF4YEbpZ6hqNjB2/cPH6oMvUvRqqdAP7G3/I+4a9Nv+u68kesC4z9a3sTtgKj/jUlAhCAAAQUARwAvgkQaAuBWPU/AzDeGYzlvq2R1cLxWaaa/bvEzcGFqH/PO7p14ODx72TDmmHsX1fUibkrQCfIH1jYCuxy4ZeuOk796wThgFz3e+4D7heOJwYCEIBAmwmwBKjNvU/bW0QgVf2bLJJ2BYTHcc2c9QlXvDm4BPU/lkVNPau9rYp6HvXvn/kjVRXUioRvwXQrcCb1L0f+y6GfCYWHVwGJ+r/wjx+XkIVXEIAABNpJgBmAdvY7rW4XASf1L2hipwKaov6lDVVOBRSkmwNj/wvj5WlfWElseeZPREmi/qvqWb9R2dT/erz6nzkFgVVAqP+IviYKAhCAwIQADgBfBAisOAFX9T/FEd4VUJVGLKw/1JVhsqip1E856t83eSSa3mpRvq/+d7Iu3BqNp+pfB0rFJUf+y9J/x88oQf1LURqSNGH2Qf3PSPAvBCAAgQgCzr+II8ogCgIQqCuBjOp/1pz5VEDj1P+sCf7NwRtbZW0OLkj97ww3I9f92wzq51X/VW758Bc1daOvHtP9FQr4K3/6nbnKDyXQER1ZxzTzgx72kAfpeAIQgAAEIBAggAMQAMIjBFaHQE71PwURngpoIqEyVgQVp/5vOHxlHNTUSYBcY/8B9W+MoMfZkz1exv57zv/FSV33H7CnM5kD+OS/vJrrfgNkeIQABCBgEpDBo/mcqfmCMAQg0GgCxah/E0FXXRs8W3BtvmpQuKjNwZWof8V1JBflxny6mY/uEa0fUP+qCrmRt6CmLZjsr/yZt8JyFVDgut+FAuMfPnbpa1D/8Xh4AwEIQMAn4DweAzYIQKD+BK7ad80zfvVFBds5GvmHhC73oP38TSpjKiCrVbLyJ2HsX5caNwlQvPqXKsuYBFhU/1KJzSqgbOr/tS/+E9S//uYQgAAEIBBHAAcgjgzxEGgqAVH/j/rxJ5Zk/XgwHG8PSpGJJVkcLjb/5uCCxsgPb94Uti4cE7kTILv6l1nfyLF/XXHR08IRK3/S3Iyp+pfZpuQJp8W3ov7PPfd+uh0EIAABCEAgjgAOQBwZ4iHQSAKlqv8pkclUgO8GNPoz2RycIoUjG1iQ+t9/7JqN7SORNYQjA5MA/mOahg4X4seIuJdDP5M/2UqOKXO81otcU5Q8CZB83v+8KmMFK+p/joUQBCAAgTQC7AFII8R7CDSHQBXqf5FGZ33Nk1Xjjf7I0TSyPL1rNxqyDPWv6OqdAKL+I+cE0jvBRv2rUgraCRCn/lUlcTsBMlz3i/pP731SQAACEDAI2P03z8hAEAIQqCeB6tW/cJBdAaswFbC1Y3VO6PLUv6BWkwDZ1b8UYT+0b58y4YdBzvxJJBY5CYD6TyDKKwhAAAJFEcABKIok5UBgmQSWov6nDZYVQZvbDuJymZzi607dHJyoZePLDb6R637tV/6YmWXUP5f6d73uN+dOgMmR/6b9NmE59HPsOKH0+N9+EOv+bdiSBgIQgIBJAAfApEEYAk0l8I43/+tyTV/xqYDi1H/khV9WfScXA+8MrVKGE7mqfykhzySApfpfrML1yH+xUdT/hU9+XLi5xEAAAhCAQDIB9gAk8+EtBBpA4AUX/8M7nvO+mhi6CrsCZGnTLtnbMBsfqYf6n+5XFqscx8j9Xb/ZhvOz7QSwVP/q+yonhE6ag/qvyc8vZkAAAi0hMPsvXEuaSzMhsHIEaqX+he50KmBxcLdx1DuyK0AuPZDjMuug/kW+Jx/cmcBXOiKb+pcyM3Sik/qfVZFB/UvWhz3kQfI3HwhAAAIQyEAAByADNLJAoC4E6qb+p1xW48owWXO/PbDaHJz2dZB1/9lX/oh8Nw/uFE/AXpdLysyeg2qUk/Mgw/my8dfxI0f+2x76aZT8sfe+Zu/es40IghCAAAQg4EDA+Ze1Q9kkhQAEyiRQU/U/a3LjrwxTY/+pm4Nn7Y37V677LUz9x9URGZ9f/Uux9s5G6LrfSKMCkeOuN3Y/RRb1H8DIIwQgAAFXAjgArsRID4FaEKi5+p8yau5UgLnyR90cPMiyAVfU/w2Hr8z+jYnU3zaTAIWof2W3zSRAFvU/FvWvLjfoyr1m1h858p+xf2taJIQABCAQTQAHIJoLsRCoM4HnX/zi+uz6TQXVvKkAU/3r5slUwMaW04qavOo/YfNusigvUP3r5icGXFb+iNb3/8jeX321WWLZCy+58GsBBw8QgAAEshLAAchKjnwQWBKBKy770D8954NLqjxrtQ2aCohU/7N2zzcHz2Li/i1R/UuV4gBETg5MX43irMoSLxUl+hvJ1/3Oapzq/tmjZ14DrO4406/iAqj/ODLEQwACEHAlgAPgSoz0EFgmgSsu++AzHv53y7QgR90NmApIVP/TptutCDq8eVN2VGma2y85cnevKHVzx3B2C2xzWqh/Jf0XCpSx/8CFX6mrgFD/CwR5gAAEIJCPAA5APn7khkCFBET9/+mDnyfnbHrDLOvRK7Q0vqoGTQXEN8J/k7g5eP+xa7Jd9+uXbL+AJzAJUJ76D1TkWzn5yJk/sS5TcMh/lsdf9x9Q//IqeRIA9a/pEYAABCBQCAEcgEIwUggESieg1L+qZjwYjHd2vHGhKz1Kb8G8gppOBcRq2bnlC6GYqYCK1L+YEpgEiJPpC0ZnfQivAoo98j9iyF/XKit/wupfvY2bBJDrfs899366BAIQgAAEIJCfADcB52dICRAonYCp/s3KOv2+1+uZMc0Kd/o9T/7U4eOq/hdt1jcHV6f+lQH6YuCEHcOLpmZ/Ms/4j1D/ovtTPqL+R/2kUafhevCtqP8Ln/y4lHJ5DQEIQAACjgRwAByBkRwClROIU/9TQ7pdX0Z3gsqpcjOzVqjs77qfBp+1woh8+dT/tMBe98j4aPYj/+1X/gQaIL1fgfqXSqWPFKig+k+X/pI7Vf37aXqdUW/+TUD9B7qaRwhAAAJFEWisaCgKAOVAoN4EUtS/GK9W1Td2OdDU/kyn7BfTdYWof887unnzwaPXZTQps/qX+gRdeH1ORjsSs6klRnP1H7vKP1yKjfoP53rYQx4UjiQGAhCAAATyE8AByM+QEiBQFoF09T+rWXYG+7sCGvtZ2q6AotT/zsEDmzdmHIkX+R5YzW/fj3ny2tdipJwc+Z+0yt9IOw3aq3/ZCqx3AnDdb5gkMRCAAASKIoADUBRJyoFAwQTs1f+0YpkK2Npq7s7gJUwFFKv+VTe4DsZL+swHd0peVZ1rpdm+qoLLJ2a14EfX4F/4lbjuX6c0A6h/kwZhCEAAAoUTwAEoHCkFQqAAAs7qf1Znsw8JFXU5GI63B7G3XM2aWcC/Zah/MUvUvP1wfiHqXyqtwAEQXJNNwB2Xs4Z89b/utslbJgHk0M+9e88uoIspAgIQgAAEYgiwCTgGDNEQWB6Bq/Zd/cgfemyu+pu+M1gaL01Y7+eCkJC5IPW/Pdy84fhVEfWs2VmeefOuKP6A6JcWFdSoiOZIlHHk/3jNauQog/qXel718mdw6Gd0FxALAQhAoDgCVr/Hi6uOkiAAgRQCBah/qUHtDG7ufWGqCZvbpUwFFCSUY9X/xPiUbpbXmdW/5A2o/8iYdAusUxjqX/JYTgLI0n/rCqYJUf+uxEgPAQhAIBsBZgCycSMXBEohUIz6N01jKsCkIeEK1L+qMXkSII/6j1tiVNIkwKL6V41LnQSIvO430BWBR9R/AAiPEIAABMoj4DxCU54plAyBlhMoXv0LUKYCzG9VQepfioxe+WPWFSfT/U4JLeAxMyaHE4oNTwskF2XzVi4ai4KWPAmQQf3/4R/8Eit/bDqENBCAAAQKIYADUAhGCoFAXgKlqP+ZUePBwD8ktLl3BciaFznnVDYH5/lECdls5e3fsDjvP243cJ4j/xPUv2pJsT6AvmY4jGkYexaQrPyR1f/hHAkxov4vvODxCQl4BQEIQAACxRLAASiWJ6VBIAuBUtX/1KCVmQpY4pVhE5Si/o8Pjlp1c/jAnDzq30bc26SxMt3fhO1f/Rv/iZwEsD/yXxeM+tcoCEAAAhCojAAOQGWoqQgCsQTe8eZ/jn1X6ItVmArIdk5oQcP/DupfOk7kuDlmn1P9W4p7y2TJ36s09R+ZO4P6l3Ie9tBfiiyNSAhAAAIQKI8ADkB5bCkZAlYEXnDxS/7xme+1SlpIotWYCtje8eynAgpS/0d3DtqO/euekoVA6lON+pe68jsAgitx7H/aouHYnATIpv4/fMXrOPJ/ypN/IAABCFRIAAegQthUBYEQgarV/8yAFk0FFKf+D2zeOOPn8q9MAlSm/pVdeXwAwTW58MulhV62635R/06QSQwBCECgQAI4AAXCpCgIuBFYlvqfWqmmApq8M3h6xlHCVMDS1b+wjtsNbPNlESmfQc1nyyX2uKr/ySRA5gu/GPu3+QqQBgIQgEAZBHAAyqBKmRBIJ7Bk9T8z0D9dRw4IavJnHLcroA7qX8DKDEAGES8ZM+v4zL1ps/JnsfDM6p9DPxdB8gQBCECgUgI4AJXipjIIKAI1Uf/T7pCpgK2tRh8SGjEVUB/1L5Qz+AA51X+G7FEXfpXxA8uFX2VQpUwIQAACTgRwAJxwkRgCBRC44rIPVrrr185kmQrwhkO7tDVNNZ8KKEj9bw83M677V4TMgX/zOCAbfmZem/Q502RS/3If8LjT6cTfCRA2CvUfZkIMBCAAgeoJ4ABUz5waW01A1P+fPvh59USwAjuDI6YCsrIW9Z9+3W9C4eExeHtN7+otRJoRNiAymUTGXPcbl1zFK/Uv4c5gdtJRcgbP47rfNEK8hwAEIFARARyAikBTDQSEQJ3V/7SDVuCQUFk8vzPwJzRyyOji1b/wtbTHMllRP1HZjvzv+WP/2gSbSQAu/NK4CEAAAhBYOoHO2H5QaunGYgAEmkygAerfxNvtdvo9r9PsMYLOWt+TVjh+SlH/yobUsfbC1b/IdEOpB0lkVv+9ufpXZY52JXFG/QfJ8wwBCEBgqQSa/V/3paKjcgg4EGiY+peWtXgq4Mj2zQ5dG0iavPAmWd+XMRyTUGZx6l8YJE8CcN1v4GvCIwQgAIHlEmAGYLn8qb0VBK647AN/+uC/bWpTV2IqQC636qyv2XTB/o3rnK/71eUmq3+VLG4SwCavrsgpEDkJUKj6V+bETQJw4ZdTd5EYAhCAQAUEmAGoADJVtJqAr/5//tn+ATsJY7F1JrQSUwFyG9d4Yyt1FX7p6l86WiYBwt+E8tS/1BiuTlwC9yP/Jcs4tPLH/OZGTgKg/k1EhCEAAQjUhAAOQE06AjNWk8BU/UvjRmNPLqxNXgFSYwarcECQKOGtHX9zcMzn6M7Bcsf+db2Br0Gp6l9VavoAov7l0E/XT7cz6qfkCh8HJId+ct2vK2nSQwACEKiAQMov9AosoAoIrCqBufrXLRyOmArQMJYTiJkKEPVf2JH/Ng3TirwC9S/26OokXI76V402JwE48t/mi0AaCEAAAkshwB6ApWCn0tUnEKH+zUaLCJNF2A39rMyuADkgaNILedV/YETfslt7PV+Xm9LcMmO2ZGonQI4LvyyrVTsBUP+WuEgGAQhAYCkEcACWgp1KV5zAVfuufuT3/V5KI2URtkjAxn46/X6j7Vfg5ZzQo+Mjucb+s6l/qV4UecUfORTVvVJ94ZelseN+95Wv/LNzz72fZXqSQQACEIBA9QT61VdJjRBYbQJW6l8QyK4Ab5jtEtY6AJRdAbKlobNmdbROHQyOtOHIxv6Do5uzz8bkGb8Xz6HKWSCR/vKNc3Q6XNW/QP7Dx/4S6j/yy0YkBCAAgfoQaOwihPogxBIIGARs1b/K0vCdweIAjLe2vPHIANCk4M5o6+DOTXJAUEaj8yzgUZ5DHv/ByWi1/sdxsmK8eN2vTYWPffwvX3DhE2xSkgYCEIAABJZIAAdgifCpetUIuKl/3fpG7wyW/aXbO+Od2KN1dCvrFhD1f8PWNVOrHJWxnyu/+s9ZyNR0i3+U+lcJ/Xknq4+v/hMP/QyXgvoPMyEGAhCAQD0J4ADUs1+wqnkEMqp/1VCmAqrt8AX1L1WLD+bkAxSi/qtpsqn+pUa7ZmZQ/1L2Qx/24GraRC0QgAAEIJCTAA5AToBkh4BPIJf61whFhspdAY39+Efsy31nTfjMx/61tfYLgYpV/3lK08bHBQLqXyVLmwTIpv4/+LE3cuR/XD8QDwEIQKBuBHAA6tYj2NNIAu9487sKsFu0oMjQrZ3qjoYswOiFIhpxX9j+7e8sGK0fbEbH8+h1yRv5iYuPTGwfGan+JXtyM9Ou+42s/xWv/QvUfyQZIiEAAQjUkwAOQD37BauaROAFF7/4H5/x7rwW+8pyVsb2IPvO1FkZS/tXdgbXeCpA1P/G8Fg0HPG+krW430e6k6LLyBhbeLFx6l/ZFzcJYHHdb7iBov459ieMhRgIQAACdSaAA1Dn3sG2BhAoXv2rRstaIDlns3BdWBXRek4FJKl/RSZhdDyn+k/uyuS3GXpNHICET0wzR33n/yKg/hMw8woCEIBAbQk4/7qvbUswDALVEyhI/cuRMlG2D8ceUwFRYLLFHR0cih371yXK0HiMOM7ljNnoe5s02s7kgM31AqFJADnyP7nU8FvUf5gJMRCAAAQaQcD5N34jWoWREKiAQHHqP1L+z1qgpgJmT437tyZTAaL+/SP/bT6Ru4HjvAKbAi2VvSSzTJlcqY36lxIWW5Thwi859JOVP8ldwVsIQAACtSWAA1DbrsGwWhO44rIPFLHuf3KcfGpDZSqgyTuDRWsud1eAg/pXfbEojgNaObW7FhIUoukXSkx8SF75E8g6mwTgwq8AGB4hAAEIrDyBzrji/z6tPFEa2AICov7/9OefnbehMu7v+tPX73m9Jjvt3W5HmtCptAnO6l/1q3BWQ+nSR67dpL8ZGTImb97VJUcGMuTtdsdrPS78isRJJAQgAIEVJlDpf4lXmCNNaw+Bpal/QdzwncHVTwVkVP+CWi0Eqlj9S70ZfAb1s5dB/UvGXsdV/UsmLvxSyPkbAhCAQHMJ4AA0t++wfAkElqn+VXObvjNYJO5gMN6Ruw5GZfefXPdru+4/0hS51CyzHM+cUSzJkDeb+pcpjrHXkW+Uy4cLv1xokRYCEIBATQngANS0YzCrhgSWr/41lIbvDJ5OBZTpA4j6j7juVwNMD0yOA8qgxaXkbLm0Sa7Zs6l/ydVNPCpU22MEUP8GDIIQgAAEGkwAB6DBnYfpVRKokfpXzW76zmDRyds7/lRACZ8c6t/fmTH5MzHLVYtLpgxZwgTsC8ms/mebSTrDkeUkANf9hjuKGAhAAAINJYAD0NCOw+xKCRSj/sVke2Fn2b5GXxQgbZQDgra2Cl8OdHhwwJKfkczQ/TpW+supy5wS61rCActycqt/VbP4AGETAjEc+R8AwiMEIACBRhPAAWh092F8FQQKU/+zUxcLNrrpO4PFLSp0KiD9ut+IDhD1r9bDhFbFBI4EjchbTpSNDyAOQIZP1Mqf5EkA1H8GzGSBAAQgUGcCOAB17h1sWz6Buqt/Raj5O4P9qYAidga7qH8R/eqjA/JohvX7qMjZy/m/NpJ9njotJKUlF2h54VegHln5E+U2JEwCcOFXACGPEIAABFaAAA7ACnQiTSiLQDPUv279auwMlrN3sn7k0M+N4TGL3CLolabXAckUr/JlEiBZi/u547NbGBSdJKHMQtW/qj1yEkDU/wUXPiHaPGIhAAEIQKCxBLgIrLFdh+ElE7hq39WP/L7fK6CSklb+JFi23o8c5U3IUa9Xme4LszjyP59G7/ViKSUo9dg8di8iV/lHRqaWJz5D1OIfM99ofaGNqH8TDmEIQAACq0SAGYBV6k3aUhgBUf+P+J7fKmBYt3r1LwxWYGfw9o7nMhWQpv7NkX7zS+Kyhj5O5cfFm/VkDocLL039i42BSQAu/Mrcb2SEAAQgUHMCzADUvIMwbwkEfPV/599UFXdk3DfbcgvJL+ot36Bzrsb3Op4YH7XgO1exVWa2mwqwUP9itGh96Qz1t2qDUv8uPRSeBAgL9ML5mIrfDNtXZDH2rwvTkwAc+a+ZEIAABCCwegRwAFavT2lRLgKm+lcFZfQBlqv+NYN+z5ud+K7jmhXo9Pu+JxPziVH/LrI+puSIaFHSpkNVgfpXRigXNJv6l1wuX4BxrzvudVD/Eb1PFAQgAIEVIsASoBXqTJqSm0BY/UuR4+FwPBy4LQeqifoX61fgkNDBIO6AoCj1L9K/HPUvMM3dwJWpf/8rOPYdD9P3kEibj6P6lyLlOCAu/LJBSxoIQAACjSaAA9Do7sP4IglEqv9pBaPxeDDw9Z/Npz7qX1mrDgmtUrDaUHJKI4eEhnYFyHW/B3duMooJS39Z5GP+MdL6QbUEKBCZ9qi+AxXDzFadu/qXxr/8Tc8899z7pVHgPQQgAAEINJsADkCz+w/rCyTwjjf/U3Jp06mAlEQlDkAn15zytuk7g4WrMRUg6v+GrWsmTQ7r/hQSM+mfdaLA0g9MtcI+gUj5DD5A2pk/4fp99X/e/cPxxEAAAhCAwIoRYA/AinUozclI4AUXv/DtT/sXq8zdTqcbs7nW16JZZaVV3bkTrcDOYM/b6Q5uHHxnmZ6WKHL5U81HVxTYgZBce8yFXwmZUP8JcHgFAQhAYMUIMAOwYh1Kc7IQcFD/UnzccqD6q38xfgXuDPa8w9s32y7HyvJ1qFMerf79L57dCjRJ6a7+/+DJD2Hsv04djy0QgAAEyiWAA1AuX0qvPwE39T9rT3A5UCPU/8z4Ru8M3j+4cWN0fJyihtXwvPyt/uiWFxSQeZ4KpnpM9a8Mt6nUaaJgUqyo/wsuemJBaCgGAhCAAAQaQAAHoAGdhInlEcim/qf2yFSAOh2oWepfWd/MncFK/Wv+5X0x0ku20eLppcSnCKt/SZvi9nj+nRXuS/8f+vBfjreDNxCAAAQgsIIEcABWsFNpkiWBXOpf1TFdDjS0rLF2yRq1M/jo6LCM/WuG/iRA7EXLaieG75mVuFWgPB8gUv2rlidUmkn9X/HpN+/de7amSgACEIAABNpAAAegDb1MGyMIvP+yD9ju+o3IvRAlSnQ8aqwP0JCLAkT9HxzcvMBdpH3qiHggQ7GPosUT5HjmuhLUv5QpTY6sFPWfGTgZIQABCLSPAA5A+/qcFnueqP8//T9/VSSJ8Ww5UJGFVlVW7XcGR6r/KZ2ISQC1AUDel7YHQPdMpBbXb0sKhCsVn8F95Y8c+8PYf0ldRLEQgAAEak4AB6DmHYR5xRMoXv3PbPTnAcbWR7XMctXl37pOBSSpfzUJEOEDmFDVciAzptBwWI7nKT55+F+VLDWalUoWOfbH8cOhn47ASA4BCEBgpQhwD8BKdSeNSSVQnvqfV92RT7e6c+LnFRcU6vcyCMqC6g4Wk6z+deqO2LzEjyy/KeRjo/51Rb1Zk90P/UT9a4oEIAABCLSTQEH/3WonPFrdNAJVqH9hIsuB/KmAkgeey4OvpgLKK9+65J3xdnjdf3TulEmA6EyFxRbS107qX0xXlbqrf478L6zfKQgCEIBAYwngADS26zDckUBF6n9mVbOXA8mugMFguT6MqP8bdq6b4Uz5N3QikN4GkJKxmNeixXP6AK7qX+yW3cCZ1D9H/hfT6ZQCAQhAoMkEcACa3HvYbk2gYvWv7JqeDpRTGlq3seCES90Z7KT+Ne2CCTgVl6eXM6h/sU1yOVbKhV9OXUpiCEAAAitMAAdghTuXpk0JLEX9T+tejeVAjkIz/zfv8PBglkLmC4GWsf4qG6XM6l8yDuUmBIdN51z4leVLRR4IQAACq0gAB2AVe5U2GQSWqf5nZjR+OVC194UtXPc7Y2jzb2ghkE2m4tJkcADyqH9l+NznSWkIF36lAOI1BCAAgTYRwAFoU2+3r611UP+KerOXA0kbqtoZnFn9T7/dyz2G1ckHyK/+pc1So8UkwCX/71kc+T/9hvAPBCAAAQjIMlJZoQAHCKwkgav2Xf2IO/9m3ZrWkSMj5ZDQ5n7W++WdcGp56GccvKmi9glXuwnYNEiqtqndJo1ZrArHFb7WD6fVMRz6qVEQgAAEIAABRaDJQoQ+hEA8gXqqf7HXX6ay3FHqeGhWb0pbDlSM+pc2+ISXN65RXtVx6l81OabzUP8xYIiGAAQg0GoCOACt7v5VbXxt1b8CviLLgQpVuoWpf4XYYlVMiV/+VDKZh//jjJbdwFEf1H8UFeIgAAEIQMDDAeBLsGoEaq7+p7inpwNF67YGdIkcEroztFl9btOWgtW/qjJVhdtYli2NVJ1Qezb1n3rZcMjn4cKvbL1HLghAAAJtIIAD0IZeblEbm6H+Zx0ynQqYPTbpX1ljL39k4Hk4zGl2KepfbKrnQqCS1L+0d/FIUI78z/m1JDsEIACB1SaAA7Da/du61r3jzf/UsDY38aIAX/3PdtnKMZQ72e8Mlgu/Dg5uztxl2oroEkKD4tHJSooNTwKkmBtjh32u2ZGgqP8YlERDAAIQgMCUAA4AX4XVIfCCi1/49qf9S/Pa06zlQKb616zlkFB3tZ3hul9doQSshHFYhZtFlBoOVG1lbsggyWWfUWqc9AIXfoU4EgEBCEAAAgsEOAZ0AQcPzSXgq/+n/rNvv71gqltrO51Ot1c3o4L2dGdj/8EXnievrI/grEL9KwutTQo3KG+Mlu/ZvpM6u4sdV3zh7Rz57wKMtBCAAATaSIAZgDb2+uq1ea7+pW0yDhoYfG1Kg+u/HChB/QtkWYJiPRVww851mbvFTU67T01kNiyYUX0V3cydlZFJ/b/8bVz4NQPIvxCAAAQgEE8AByCeDW8aQmBB/Wubm+0D1PJ0oGT1r8mrncGJ/OW6X528ikCiMeUakK3qrOr/3PPuX25zKB0CEIAABFaCAA7ASnRjixsRrf4VkGzaqwYw63g6kNMwtpoKiOEv6n9jdDwzZidDprXIJECMMZnNcMjoWjXq3wEuSSEAAQhAIAsBHIAs1MhTEwLvv+yK6br/OINEe7nKr7iiKo6X5UDD7KfrFGysL0ndi4xaDrQE9a8MX+JCIFf3w93FkZU/jP27f0HJAQEIQKC9BHAA2tv3TW+5qP8//em/smpFQ30A2c4wGsr/rdpYXqJs6l/Zs7gcSI78r3rsX2ORVizxa2BfdeqFX7pFs8AfPPXhqP8ZDP6FAAQgAAErApwCZIWJRHUj4KD+tenuA6s665IDSzwdKI/6N6n1uke9oyUe+W/WFQ7rrvebk2EuI1yie4zNYUSZ1P8FFz3J3RpyQAACEIBAqwkwA9Dq7m9o47Oof2mqjMLaD8TWCs2ylgMVpf497+jg0MGd/Zmh5hLtZuYlfgFS1yCZdlqTeujDf8U6LQkhAAEIQAACUwI4AHwVGkYgo/rXrVyiBNQ2ZApUvRyoQPU/PnJwdLO/likT/EzCeIY4nDmTDbPi8v2bULVP23lqgiP/8/UHuSEAAQi0lwAOQHv7voktz6v+VZsTdFi9oUxPB6rAftGiznI0mp1c+OWr/yl55/0M7qrYMCMys9CrAKBhxTwYtxsY9T9nRAgCEIAABKoggANQBWXqKIRAMepfmbIsCZgfRAWXhfnqvxj571/3O7p+odEu5HNZkZDZxYYF4/M/hBcCZVL/XPiVvysoAQIQgECbCeAAtLn3m9T2ItW/areowCUKwXzsS1wOVKr6l1ZbLwRKEPDp8FIzL7Hrzaqzqn+O/Un/DpACAhCAAATiCeAAxLPhTW0IFK/+ddNMNaYjmxAoazlQqnS2gxMx9q8z+gebjvVTZCCXFTaZpd+X1fV6EgD1H9n3REIAAhCAQPkEcADKZ0wN+QiUqP6VYcsSgvmw+Lmny4GcF9bH1twtZuWPlH94fCi2lonlSW+rebfEfldV2zgqiyg48n+RB08QgAAEIJCRAPcAZARHtmoIXLXv6kfc6THV1FXUwveKrDWq6fhnzOd25otT//tH390YHzcMjAqKwTEKOCY6qpBwnFNmSeyUPlxd5phez3M89V/UP0f+Z+ZNRghAAAIQMAnkFg1mYYQhUCiBStW/WL7EIeF83ApYDlSx+vdpR58KmkuQu2aWHl9Op3c8uSPZ5YP6d6FFWghAAAIQSCGAA5ACiNfLIlC1+lftXI4cLIJxnuVArro53t6j4yPpY/86u78ZYOGTy5BsmZfQ47N1VnozwAKD6Acu/IrmQiwEIAABCGQigAOQCRuZSiawHPWvGrW0UeECmE6nApxKEt08U6RO+cKJRf3Pj/wPv46MMfR3NgE/LTVPZsOGSBsLjTRYyySAnQ/AhV+FdgGFQQACEICAhwPAl6B2BJap/jWMSkWhrrWIgNNFActV/9Lc2UKgPAI+7zr+6lw+Q/2rrrb4mnHkfxE/FZQBAQhAAAILBNgEvICDhzoQuFf33DqY4duQS5YuuRHpO4OXrv41oW63kxl15oy6dhVw3JIbyG33GHIAJFuvm7AbWNQ/R/7bsSUVBCAAAQg4EGAGwAEWSSsg8IKLX1hBLbZVWAzQ2hZVebqU5UD1Uf9CJjPnotR/HhtsezZK/Uve+N3AqH9btKSDAAQgAAFHAjgAjsBIXiYBUf9vf+o/l1mDe9nVrQ9xty01R9xyINGiMXI0tchAArnwy3ndf6AIecwGuUD1n9mGcFuiYxJxR+0EQP1HgyQWAhCAAASKIIADUARFyiiCQB3Vv25X5iFqXcKyAuHTgXz1n6hHrU1Nuu7XuhCVUOYr3OYBCmrCgpll9XIa7dBuYC78WugXHiAAAQhAoGgCOABFE6W8TARqrf5Vi8pSh5l4OWaaLweqpfqfAo4aCHdsaO7kxfdymvpXJhsLgTjyP3cvUgAEIAABCKQQYBNwCiBeV0CgAerfpFDG2LNZfpnhTr9f1PC/1XW/jm2ZbFy2UMyldoEUXlj5Fm3RiGa7gb918FM6jgAEIAABCECgDALMAJRBlTIdCLz/sitqt+4/2fziB4mT6yvy7XgwsDx7PrnWMtS/1Gi1EKgwdR7TxML610X9iy0yCTAey5H/MWYRDQEIQAACECiMADMAhaGkoGwEfrJ773VvPVveZeYqW4aW2jY5dbPbyzzOXZL61y1OmgeoBrvUkrciR/U/afwVX3nn3r1naw4EIAABCEAAAiURYAagJLAUa0vgbVe+ftvbtk1dn3SFjRMvo0mjsT8VkKkJct3vxvh4qUb78wCRn7yiPLLQqEghkwnOrKwM6n/88nc+B/U/A8i/EIAABCBQLgEcgHL5Unoqgb179/71e//0iHc4NWXtEuSViUtuUIblQKL+Czj006bdYf1dmfpX5oUNsDE7S5qxLH16+Tufe+55D8iSmzwQgAAEIAABdwIsAXJnRo4SCFx+2eXn//QTz/RuXULZ5RdZsTYttkHWy4GqU/+TBi4sBFoKYak0S732w/8i/f0P6l9x4G8IQAACEKiMADMAlaGmoiQC55537kvf+/wbvRtYDpSEqYx3dsuBKlb/0tD5QqAsKjw3KZkBcL2awK/TUv37o/7KxD/400cx9p+7tygAAhCAAATcCDAD4MaL1KUSkHmARz/wd87qnNXIbcGCZilStaAu6fR6Xjd6RKB69T9tU6fjW1X9x1z/42CAjfqf6n7VJlH/F1z0x9W3jxohAAEIQKDlBKL/e99yKDR/WQRkHuD1l15y9fjqRm4JEGqmcFwWxKz1jofD8TBiZ7Bc91vRuv9Iy6tHGqgx8BhppB+Zqv7no/6qDNR/LEteQAACEIBAyQRwAEoGTPGOBJQPcOP4u/gAjuSKSK6WAxmH8Ij6v2F0fRFFZyzD6maAjGVHZQvLfauFQMnqPyj9VcUPffhDoiwgDgIQgAAEIFA6ARyA0hFTgSsB8QGe+KzzxQdo8JaAsI50pbC89DIVoC4LW7L6n62nmm8GKJtJXK8ZHlGUCQnqP1r6SyFXfOVdHPoZBZM4CEAAAhCogkC/ikqoAwKOBC686ALJ8fynvPSId7SpWwJETc4krGPrl5/c9wHGo8OdQ0szJYCuAphx6l8hiDUgUv0vLPQPM5Rjf1D/YSzEQAACEIBAZQTYBFwZaipyJvDsi58jPoBkO7Nzq5O9U5zz1yFDQMjWwSQ7G/aPb9robPpncVb/iYK2cCpoGSYlOwBSo6AIGhZW/ynSX4rh0M8yeo8yIQABCEDAiQAOgBMuEldKYN++fXe/431VlfgAVaL31b+3ITWWLrvDrQqK7HmKEk8ESlX/yorgiUCmA5Au/aUM1P+8OwlBAAIQgMDyCOAALI89NVsQMH2AkzsnneadzgmhFthyJTnmHT0wPqCLqNQHiFf/vj1yKmgZMxKW6l8MWJgE0OrfSvpLbtS/34l8IAABCECgBgSWMb9fg2ZjQlMI7N279xPf/oCy9sj4qJwQ2sibwqQB9ipzqX0TUP++4f4WWFuNm8v2ZPWvGBaO0anA+YlASv0LFlsyXPiV67tBZghAAAIQKJQADkChOCmsBALiA8jlALpgbgnQKAoPhNW/qmI8FB+g5E+q+p/UX/CpoE7qXwGYngjkIP0lH0f+l/ztoXgIQAACEHAjwBIgN16kXhYBdUmwrr3BWwKkDXZiVze2mkCc+le1l7sQyBFIMZsBMqj/yUSOj6Kr1/9Ydc63jn3OKh2JIAABCEAAApUQYAagEsxUkpuAuiBMF6NuCdCPDQtkkp6ltjFZ/UvVBQ+9m41xVP9+1vwAc5TgoxjZrvwRY+XIf7O5hCEAAQhAAAJLJ8AMwNK7AAMcCATmASRnU28JENMzCF8HVA5Jd7ztG8Y32GQoZR4gE4dclmRV/2a+Tr9nQ4wLv2wokQYCEIAABComwAxAxcCpLheBwDyAlNXsLQGmoswFJntme/UvdUw2BGevKyJnJvWfy5KszIP5LCYBuPAroseJggAEIACBGhDAAahBJ2CCC4GwDyDLgY54h13KqFPaoK6s1DYn9a8sK9IHyKr+i7ckjXq4l1IXAnHoZxpU3kMAAhCAwNII4AAsDT0VZyYgPsATn3W+mZ0tASYN+7Dlyp+FAkULh+XwQgq7h3zq368jgyWZLI/LlOALof7tvgSkggAEIACB5RDAAVgOd2rNSeDCiy4I+AByS8A3x9/klgB7sHLdr31iM6UvfONEsZkuIZxf/U8Kd7Mkk80pmaIWAnHkf0LP8woCEIAABOpAgE3AdegFbMhI4LadO4VzckJomEk4RtT/hrcRjreMkSt5XY/CnJdckPrXBVqdCpoi5HVhCwGbTIFTQTnyf4EgDxCAAAQgUEsCzADUslswyo6AviTYTM6WAJNGZLgA9S/l2qjjcPVFq3+/hlRLUhOE7bQoVWUyFwKh/qNAEgcBCEAAArUjgANQuy7BIHsCckmw7wOELmViS0ACQznyP+/Yvyrd7TLcSZ4y1L8o9eQlSWWq/ynn2UKghz78IQnkeQUBCEAAAhCoCQEcgJp0BGZkJCA+wOvfe0nYB5AtATd6NzR4S0Am2ZoKMfXCr+QSOgEFL0ba34gVyJtck+Nbcxh+IWs5GBeqUB7IaMyR/wEsPEIAAhCAQG0J4ADUtmswzJaAfzBojA/Q4FsCpPVFi9ci1H9otsXSyDLVv/qiRPgAlraFvmgZ8r38n5+3d+/ZoZKIgAAEIAABCNSRAA5AHXsFm1wJxPkAUg5bAhTMUtS/Knq2AMa11wpOL7LdVO5m2KWmDPku+dfnn3veA1wqIS0EIAABCEBgmQQ4BWiZ9Km7WAKXX3b5o3/6d/wyQ+tSTu6cdKZ362Krq6603MPnJap/RUEsDM0NzPnktn9eVFrIP5NHVZdByGeadEH9p/UJ7yEAAQhAoHYEmAGoXZdgUGYC03kAyR8So23eEiDX/R4YH8hMdUIzBDRQnKjtkNM1TVKh+pcapwuBUP+BDuIRAhCAAAQgYBDAATBgEGw+gWQfoIVbAkT9Z7nud/5NkH2/aepfJY70ASzzzqsrIiSHArl/MrgM5//Fr7Pyx500OSAAAQhAYPkEcACW3wdYUCwB8QGe+Dfn+2VGCddWbQmoTv2rLgyI6KWo//E45VTQqG9bwPCoJME4Uf8XXPTHwVieIQABCEAAAk0ggAPQhF7CRkcCF150QbIPICeEOhZZm+T+QHvcapugkYfHh4NRLs+2Y/9mmdq2Jal/ZUvEiUCmkYthbfJidMrTQx/+KykpeA0BCEAAAhCoKwE2Ade1Z7ArN4Hbdu80LyOkmWVb8Gne6eve+jxNs0JpCruY634zMBHDulGTLxmKcsoSEPLivsiGYItPIJ9FDu8DX/8XuYDCJiVpIAABCEAAAjUkYPUfyBrajUkQSCXwiSs/ME8TUqSyLVi2BDT1pjBpWKJuXZr6V8RD7ta8I0oKhWlITDgyVLtFkmAe1H+QCM8QgAAEINA0AjgATesx7LUmIGO0yT6AlNT4bcFRAlYO/dzwNqw5BRNmWfmjy1DzElFW6STFB2KqS90MEJMvyUA59JOx/yRAvIMABCAAgSYQwAFoQi9hY1YCotX8S4L1JzQPIG9kW3CDtwRIAxZlbOlH/muY4YC5KmnRqnDawmISK0rYDJCYL9o6jvyP5kIsBCAAAQg0jQAOQNN6DHsdCcwPBlUZxQcIuQHNviVA2jUTs8tU/4F+kVVA1S8ECtigHmdwzJdRceb7iDDqPwIKURCAAAQg0EwCOADN7DesdiEQ9AEkb5QP0PQtAcfGR/Jc+DVZ+RPiYs/ZHP5XuURll+0DWAj58EIgi0zBZnPkf5AIzxCAAAQg0GQCnALU5N7DdhcCl192+aN/+ncWckTJ0zM7tzrZO2UhWRMeJmP/B8OOjaXtxat/XXF5JwK5CHn/RKCJi+KSadoGjvzXnUkAAhCAAARWgwAzAKvRj7QinYDNPICU0sSbwuTCrwPjgz6CKJfGj0/5RK2LSslivA6P/RsvvVFGm8wyIsKOQl7uB5NCHDP51aL+I+ATBQEIQAACDSfADEDDOxDzHQlEzANICSGN2qBbAibX/d64gMFtIY+M/rtlWKzLIq+Ub5FqodjkhwxCXgrsTCcBkssOvOXQzwAQHiEAAQhAYAUIMAOwAp1IExwIyDzA9JJgM1NInjblloAI9S/tCvkzZlsXw+Wrf9+eQjcDZFP/vhkj1ykA1P/it4UnCEAAAhBYEQI4ACvSkTTDnsCFF11g4wNIgfW/JeCwd8S+4eGUpY/96yqL8gEyq39lifgA1h+O/LdGRUIIQAACEGgYAZYANazDMLcoArft3imiqKix89puC97v7d8Yx1/4FZrWCLS3I0tiMn+yrRrKuSE4p/pXjbVbCMShn5m/GmSEAAQgAIH6E8ihAOrfOCyEQDyBhUuCdTIRzSHdrG4K2/a2dao6BFLUv5gY5cxoy5eg/n2TEm3SxkUG8uQ1C7RYCIT6N4ERhgAEIACB1SPADMDq9SktsiWwb9++u9/pvtGpo5TqWZ2z1r316PTVxk4P/bSpNOTPSKbJyp+oF1YFZs2oCs+8IbgoB0CZIaeChl29ySvUv823gDQQgAAEINBoAswANLr7MD4Xgb1790bPA0ipUSq3JlsCHNS/NCTkyeRS/9l5z+wQHT8LOhRWrPr3sUQbwYVfDp1CUghAAAIQaCwBHIDGdh2GF0FAfIDXv/eS6JKifICl3xLgpv5DDcur/rMs/RepLX8MmjHiO2TsLMI1/Sxf0r9SZqhYjvxPIsY7CEAAAhBYIQIsAVqhzqQpWQlEXw6gSosaKV7WLQHZ1f9Efleu/jU7Q/0rqhJh6UuEZHrWTo7Kt7ghmEM/oxgRBwEIQAACK0gAB2AFO5UmZSCQ5ANIcVrKGkVXvCUgu/pXNov8t9TcRhvnQbe8AV4hB0DKlQKjouc1SqhU9a9q6vbUv6j/BfI8QAACEIDAShNgCdBKdy+NsyYgF4TFrgWSQqKkapVbAuTCrwPjg9atiUoYteglKl1UnIP6F+lvof6lEt+eqLp0XAXqX5nheRz5r6kTgAAEIACBNhBgBqANvUwbbQn48wAP/J1Iue8XESVYK7glIPq6X9s2LaTr+KffOH5s1X8UHR+lxEf5T8qKuJsBqlH/ExsuefcLzz3vAY5QSA4BCEAAAhBoMAF3NdDgxmI6BFIIyDzAE591fqTQ93NG6Vh1S0BKuTleF6j+xYrxyOEqXN/qdPUv+l79CTdS8YqiptOOotwG1L/mQwACEIAABCBQAgFmAEqASpENJ/Dsi5/z/Ke8NFLuT1sWpVpL2hJwzfiagnHabwZIUf9RFOa2Jur+ebKJj2GmRf2bcAhDAAIQgAAESiDADEAJUCmy4QQuvOiCpHkAaZ0pWGeNLWNLgFz3Oyu+uH9FYduI7CT1Hzfkr42MAqRfBgK+PYGoKh7Pf+ZjWPlTBWjqgAAEIACB+hFgBqB+fYJF9SBw286dpobEqdko2VrglgBR/xvjjZJg+CcCJUj82FdRbQ6aGMdLp5NCAmnGnn8ipywmsilfl5M9IOr/gouenD0/OSEAAQhAAAJNJoAD0OTew/YyCezbt+/ud7zvtIaAXtX1RulVuSXgTO/WOkm2QKnqX5mU5ANEOABRTY1oWxypiKTBqBxZg0WlPV+58+W0JLyHAAQgAAEIrCwBlgCtbNfSsJwE5JLgT3z7A9NC4tSvaNaQbD0yPvrN8Te3ve3MBsiR/+WN/WurxnHD7UH1L42Pa78uTAVCLGwzTlYlxdkTqCT34wf++925y6AACEAAAhCAQIMJ4AA0uPMwvWwC4gO8/tJLprUkaOCw7vW8zFsC8l745QIl4lCgBfVvL/2l1igK6cZMqlBsnWpLLzk6hah/6dbod8RCAAIQgAAE2kEAB6Ad/UwrsxLwLwjL6gPICaFHvMNONVep/pVhC/MAc/WfWYwrLa8bneAVzKowc5S8IViO/Ef9674hAAEIQAACrSXAHoDWdj0NdyAwvSBM54iTtaaWnSW23xJQvfpXNk43A0zVf1QbZm2J/zeOSGQOowojOE8adzvYPEWWEBd+ZaFGHghAAAIQWEUCOACr2Ku0qQQCtj6AVB0SteIDnOadvu6tJ9i1LPWvTOqI5p4P/yeYGfkqWf0LDkmg/zZKCIGavpPk2Y0xyjeCqH8DBkEIQAACEGg7AZYAtf0bQPstCSysBZI8ceJVXoX0sGwLTt4SINf9HhgftLSk+GQdOX7T7nKAiLpDrQ2m0QkWkS0+LWSSVwlvF5JaPXDkvxUmEkEAAhCAQGsI4AC0pqtpaG4CeXwAqTxuS4Co/xvGN+a2LmsBM32+sBnAtrBZ5qT0meR8cZsBOPI/qXN4BwEIQAACrSSAA9DKbqfRWQmID+BfEqw/CeI2ShuLD3Cjd4POLYGaqH9lUsShQKatwXBUCxfSxNOxGeAv4lRQ1P9Ch/AAAQhAAAIQmBDowwECEHAicOFFF0j65z/lpfNcImcjxbCKXBS7shxIEustAYe9I/NyKg5F2SzzAP6e4PRPQprFBoeLSns/zzEae/k2BD/04Q+Zl0YIAhCAAAQgAIEJATYB80WAQBYCt+3cKZjNURKf2bnVtrdTwYVfQTvVc7y1STcET8uKy2wh7S2SLBgs3khcbQvpIh448j8CClEQgAAEIAABz2MJEN8CCGQhIJcEL6wFkjISpG2UhJXlQEdlNmApnyh7tCFpG4IjM0vjE9o/K9siySzp7N+su5M58n9GkH8hAAEIQAACQQLMAASJ8AwBewLBs0FVzkiFLK+i5O+at9at2A+PM2+x2fHzAIH8Ua1aLGr6ZJ1wMbf4I+NOt+t0MCiHfi4y5AkCEIAABCCwQIAZgAUcPEDAiUDwXCCVOU7pBpTzJPGOtzPyRk6VVpPYnweI+JhtkASRaSKy2SdczOyrf4lx2p2M+l9kyBMEIAABCEAgSIAZgCARniHgSmDfvn13v+N9g7lMqRx4F5LNu7xdgSRlPSZYFa5SZgEWNgTrzKEGhPOaMY7JZ1mn6n/6KKbIPEDaB/WfRoj3EIAABCAAgYrXHgAcAqtIYO/evTm3BMg8QBVgtIC3rGxh/b3KLFreUc47JtemBacgFozRqRYCXPi1gIMHCEAAAhCAQAwBZgBiwBANAXcCz774OQvHg0oJCZp7URnLTgDZD+Bep3WOBEsSy/AnARbmARJTh18uNjP8PjJmPI5eFpWwGYAj/yNJEgkBCEAAAhAIE8ABCDMhBgLZCeTZFtz3+j2vl73uhJxZ1b8qMrsPkFH9S7bYnJ2eLASKaA+Hfib0P68gAAEIQAACJoH0NbVmasIQgEAyAedtwYaUHXiDoTdMLj/LW6OKLNlFjEdvCE4rLFbDJ2Wc1JWUcyy3g4U+qP8QEiIgAAEIQAACsQSYAYhFwwsIZCaQZ1twwfMAudW/hmCzB1cnjh/BnycJh1LVv8oSWAiE+g+TJAYCEIAABCCQQIAZgAQ4vIJARgKyLfj68ZXZbgorch6gOPUvIBzmASLG6G1ISjarnP6poLNJCS78siFLGghAAAIQgIBJgBkAkwZhCBRMIPOWgAIuCCtU/SsuVpsBrDR8mLP4F245ZR7gkn9/0bnnPSBcFjEQgAAEIAABCCQQwAFIgMMrCBRAwM0HkApnMjiXD1CC+lcsUnyAmfGO4JzVv5T/ive+WHZcOFZEcghAAAIQgAAEuAeA7wAESiYgIlVuCQhWkiCUZ9q9ossBgpalPPvj9HFD9QmNSio1i/p/7N/8Nuo/CSrvIAABCEAAAvEE2AMQz4Y3ECiIQOabwjL6ADMXoiDzg8VEr9XJqP5dthbMDBH1f8FFT5498S8EIAABCEAAAm4EWALkxovUEMhDIOKmMCkuTq9PJLXzoUBxpeWxOypv8FCgTA5A3IVfURXO4749+q/5AyEIQAACEIAABBwJ4AA4AiM5BPIRyLAlwMEHqEr9+wxkN4C+ITij+pdszjk/eOV7ZUYlXyeQGwIQgAAEINBqAiwBanX30/jqCbjdFCb2dTzbg0GrVP9imN4M4KzhfeqTdUTOOVH/Pjs+EIAABCAAgXwEcADy8SM3BNwJZNgWnO4DVKz+J632RXzUvbypSLKpfzn2h7H/VLYkgAAEIAABCKQSwAFIRUQCCBRPIMNNYUk+wDLUvw/FPxAo/lCgWGwy8O889s+hn7E4eQEBCEAAAhBwJMAeAEdgJIdAoQTctgSMvYjLAZan/jWJ4IZg/SIiIC4D6j+CC1EQgAAEIACByggwA1AZaiqCQAQBty0BHW+nszPyRvOCaqD+xZjxyDBpblw4hPoPMyEGAhCAAAQgUDUBHICqiVMfBAIEXLcEiA8wLWFZ6j/QAPVoMa6fYeyfC78iYRMJAQhAAAIQyEMAByAPPfJCoBgCrjeFzX2AYup3LCVqCY8v7hN9gAxH/nPhl2PHkBwCEIAABCBgRYA9AFaYSASBagjY3xTmcDlAsaZHqX9dg38zgL4cQMf6h35arhEy8ngeh34u4OABAhCAAAQgUBABHICCQFIMBAoiYL8teAk+QKL6VwDCPsBk5Y9FzkWAqP9FHjxBAAIQgAAECiPAEqDCUFIQBAohYL8tOOlg0EJMCRRip+EDC/2zqX+O/A+w5xECEIAABCBQIAEcgAJhUhQEiiGgtgU/8VnnLxQXpb+r8wGial8wz3gwfADJ5pJzUghH/hssCUIAAhCAAASKJ8ASoOKZUiIEiiJguSWg9LVAzhpeNgLIZoDJNWGOLFD/jsBIDgEIQAACEHAmgAPgjIwMEKiSgOWWgIgLwoqy0l39T2t2P6UU9V9Up1EOBCAAAQhAIIEAS4AS4PAKAssnYLklYMebXQ5QrMmZ1b+Y4ZiXI/+L7TpKgwAEIAABCMQRYAYgjgzxEKgRgX379t39jvcNGrQ4xN71ujIPEEyT89lRxEfUtmhkRIJJFEf+x5EhHgIQgAAEIFA4ARyAwpFSIARKISA+wFve/NbnP+WlC6UvyuuCfYD86l/Zumjkgv2zh2+P/msW5F8IQAACEIAABMolgANQLl9Kh0CxBFK3BBS2Ibgo9S/tT3MAOPK/2C8JpUEAAhCAAASSCbAHIJkPbyFQLwKpWwKKORi0QPUv/BJLQ/3X6xuGNRCAAAQg0AICOAAt6GSauFoE1C0BwTYZIjuvD2AUFawl83NMmVz4lZkoGSEAAQhAAAKZCeAAZEZHRggsjcDevXs/8e0PJNwUlt0HiFHqBTQ1VDKHfhZAlSIgAAEIQAAC7gTYA+DOjBwQqA2B5JvCnPcDhDR68Q2d7QdA/RfPlhIhAAEIQAACdgSYAbDjRCoI1JLAhRdd8PpLLwmaNtPxMg8w8kbBt3HPs1xx74uJn9TCkf/FwKQUCEAAAhCAQCYCOACZsM0yvexlL+vMPne+851n0fwLgeoIJG8Ltr0grBr1P6HCkf/VfTmoCQIQgAAEIBBFAAcgiop13L3uda+3v/3tL3rRi8QLePCDH2ydj4QQKJJA8rZgWx+gSItiy3rss377goueHPuaFxCAAAQgAAEIlE+APQAFMP7FX/zFr371q1/4whf27NlTQHEUAYGsBOK2BKRcEFbh8P8Hv/1e2cGctX3kgwAEIAABCECgAAI4AHkhvva1r/3N3/zNj3zkI/e4xz3ylkV+COQmEHdTWOyGYNR/buYUAAEIQAACEGgWAZYA5eqva6+99glPeMKTn/xk1H8ujmQujkDcloDog0ErVP+vuPTFjP0X18+UBAEIQAACEMhOgBkAZ3YXX+xddNE018/8zM9cddVVn/3sZ3ft2uVcEBkgUBqBffv23f2O9w0W3/EW5gGqVf/imQTt4RkCEIAABCAAgWUQYAbAjfq+fd5TnuJddtmmZHvlK1/5nve8R/b+yt/vete73AoiNQTKJBB3U9h8HgD1XyZ/yoYABCAAAQjUmUC/zsbV0LY3v1kZtVv+edOb3iR/P/OZz5S/zzrrLNkKrN7xNwTqQEB8ALklQCx5/lNeOrdn7IkP0PE6si14HllmSFb+MPZfJmDKhgAEIAABCDgTYAmQA7J9+zbveEdf+svn0ksPnHfe6SrM3xCoM4HIbcFr3loFPgCHftb5i4FtEIAABCDQWgIVjQKuBt83v3nDaAjq34BBsMYEIrcFV3A5AOq/xl8KTIMABCAAgVYTYAbAtvsnw/+SeDoD4HkHxmN8AFt6pFs6gfC24JTLAXJbzJH/uRFSAAQgAAEIQKAUAswA2GKdDP9r9S+5Tr/ssgO2mUkHgWUTkC0B14+vfOKzzteGjLzR0Bvqx2IDqP9ieVIaBCAAAQhAoEACzADYwux0RO4HhvyZBLClR7r6EAhsCVg4GLQgK1H/BYGkGAhAAAIQgEApBJgBsMX6rGftCSR91rMC/kDgPY8QqCOBwJaA+cGgBRnLhV8FgaQYCEAAAhCAQFkEmAFwICuXAMgxoHIPwLOe5Z1zjnfeeQ55SQqBWhEIbAkoah6AQz9r1csYAwEIQAACEIgkwAxAJJboyL17fd0vH9R/NCBim0MgcFNYIfMAqP/m9D+WQgACEIBAqwngALS6+2l8mwmom8L0tmDxAWRbcGYgcugnF35lpkdGCEAAAhCAQJUEcACqpE1dEKgdAbkt+PWXXqLMkssBsvkAHPlfu37FIAhAAAIQgEA8ARyAeDa8gUA7CJjbgjMcDIr6b8fXhFZCAAIQgMDqEMABWJ2+pCUQyExAfIBPfPsDJ3dOkhkA10uCH/rwh2Sul4wQgAAEIAABCFRPAAegeubUCIE6EpAtAV8ffUm2BDhdEMaR/3XsS2yCAAQgAAEIJBLAAUjEw0sItIyA2hJgeSgQR/637NtBcyEAAQhAYEUI4ACsSEfSDAgURUBtCUj1ATj0syjglAMBCEAAAhComAAOQMXAqQ4CDSCgtgQk+ACo/wb0IiZCAAIQgAAEYgjgAMSAIRoC7Sagbgr7o2f9bvhcINR/u78atD6WwK/92q/96I/+aNzrL33pS51O5wMf+EBcAtf4Rz/60VKgVBqX8aqrrur1epLmy1/+skpzpzvd6XnPe15ceuIhAIH2EMABaE9f01IIuBFQN4WJD2BeDsCFX24QSd0mAr/927/9hS984XOf+1xko1/1qld9z/d8z33uc5/It9kiTzzxxLe+9a379++PzH7JJZfs2bMn8hWREIBAywngALT8C0DzIZBCQLYFv+rSl6pEHPmfAovX7SZw73vf+653vasI/TCG7e3tN7zhDeIhyHh8+G3mmPve976nn376a1/72nAJg8FALPnVX/1V85Wk/OVf/mUzhjAEINBOAjgA7ex3Wg0BBwKyJUCW/UgGjvx3oEbSVhL4rd/6rTe+8Y1bW1uB1v/Lv/zLwYMHf+M3fiMQn/NxbW3tMY95zD/8wz+Mx+NAUVKjzAz8+q//uhn/ta997aabbjJjCEMAAu0kgAPQzn6n1RBwIyA+wLfH/yWLgtyykRoCLSMggvvIkSPvete7Au2Wwfhf+IVfuPWtb23Gv/71r3/gAx94q1vd6qyzzvq5n/u5yy67zHyr1uu/4x3vkGH+U0899cd+7McuvPDCzc1NM42Ef+d3fue///u/r7jiikD8y172Mhnsl8LN+L/+67/+4Ac/qGI+/vGP/9RP/dTJJ598z3ve01y2JL7Ey1/+8vvf//5nnHGGGPzzP//z73vf+8xC4jKaaQhDAAI1J4ADUPMOwjwIQAACEGgMAaWYA6uArrvuuve+972i1HUzZH2OCOvf+73fE1kvK/Wf85zniFL/6Z/+aZH4Oo0EXvnKVz7+8Y+XlG9+85sf+chHygKee9zjHseOHTPTiJ8gXoRMApiRV1555aWXXirlm5FmWKYjxOWQSl/96lfLPgFxTnZ2diSBzF3c7373+5M/+RNxAMQ/eclLXqKck6c//ekqe1xGs3DCEIBAAwiIr8/HnsCll8o061j+5gMBCEAAAhAIE/i3f/u3brcrJ/DoVzLufvbZZw+HQx3zZ3/2Z6eccspXv/pVHSOBt7/97SIaJLuKvOMd7ygCXZwHnUbKPOGEE+QYHxXzqEc96kEPepCE//Ef/1HWAl1//fU65VOe8pTv//7vl8f/+q//kjL/8z//U72SMp/73OdKWNwDif/Wt74l4a9//euyOUFV9LjHPe57v/d7b7jhBpVe/f3hD39YnATZbZyQ0UxPGAIQqD8BZgAa4KRhIgQgAAEINIWADOTf7na3e93rXqcNllF22RsgXoGKGY1GIuL//M//XDS6TiMBWbEjgv75z3++jnzoQx9629veVj/KYPwv/dIvvf/979cxKiDj97e85S31tIOM5UuNCcP/kkuW84k9MvkgbokofglIRZJRFv9cfPHFZ555plnFve51L5m+UIZFZjQTE4YABBpBAAegEd2EkRCAAAQg0AwCcvS+bMwVCS5DgGKxDJ9/85vflBhtvYy4yz4BWWmjY3RAIs3l+He4wx30KxWQmQQZ6Q9E9vv93/zN3xQRL66FvHrnO9956NChhPsBJI2cVvTCF75QNL3MCfzlX/7lxsaGRH7lK1+RPQYPfvCD5aiiwEcSywbiuIwSzwcCEGgWARyAZvUX1kIAAhCAQN0JiByX1TUf+tCHxFAZmP8//+f/yOC9Nlr0uoSVe6AjVUBW8siQvI6URx1WATn4//jx44FIeZQ1PLJASHYaSFi2/z7kIQ+5xS1uEU5mxjz2sY+99tpr//iP/1g8h5/8yZ8Un0HtGJbjSj8R9Xn3u9+tsoczmsUShgAEGkEAB6AR3YSREIAABCDQGAIyrH7uueeK9JeR/re97W3m9l9pw13uchfZABB5JfBHPvKRhLuEE9ovNaqtwN/4xjdkjVDy+h8pR0b6Zb+vOAlPeMITPvnJT8qkhOwKkJVLt7nNbWQDgJwOFPh89rOfVTMPkRkTDOMVBCBQTwI4APXsF6yCAAQgAIEGE5AhednU+4pXvELO2ZTzdsyWyOqaCy64QPYAiFg340W4y2k/f/iHf2hG2odF9MsGYjnA5wd/8AflZM/kjDLwrz2Nk046SSYlZAZAsvzFX/zFM57xjC996Utmdtn+K1ap+YG4jGZ6whCAQP0J+BORfCAAAQhAAAIQKJCAbOeVpTJPfepTn/SkJ6k1P2bhEi/j7iLB5ZTPu9/97rIcSM7a//u//3sR8Zlv6hU3QzbvvuUtb5H1+mZdkWHZXizVydTEz/7sz8pxn7IhWNYpSUqJ+djHPiYrgkTx3+c+9xHD/umf/kkWBcluAeVUxGWMrIVICECgtgSYAaht12AYBCAAAQg0lcD6+vqjH/3o7e1tOf8n3AbZKCw39cqRO5/5zGdE9P/u7/6ubLGVGYOXvvSl4cSWMeJmSF1yXqfUm5pFxP3/+3//T5b6y/UCsnngX//1X/WGY9m+LJcZy8mhUprYduONN370ox+V40FVmQkZUyslAQQgUB8Cnch9SPWxr26WyEWND3ygJwcon3de3UzDHghAAAIQgAAEIAABCKQTYAYgnREpIFB/ApdffrlM5ctJ3nJK4MMe9jCZxE+wOTlxnrff/va3f/EXf1F2Ft75znd+2tOeJrsMTTNkKPHXf/3XxUj5yCCl7DU030rGwMmDcu+pmYCwEEjunQAi+8TSHQL/gx/8oC7hsssukyMpTzvtNDm+RlZ9yEGW+pUEZPmK7iwZLTZfEbYhYN81Ulpy4uQfqzw/kjYNIY0ikNxHAUrJPz7JP3qqKLmPWe6clv0YgZJ5zEmgwH5M6Cm5eUP//tQBuRQ8p/Gu2XEAXImRHgK1I/AP//APcveQyO4XvOAFf/u3fysrAe5///urW0XDtiYnzvNW5P55550nB4qLIpSdiHIEihwwog2QtRBilaxzkJXHL3nJS7785S/LMSly8ZBOIDGyMNo8flBcGv2WgBBI7p0AIvvE//7v/x4Q8fLlkRXhcibMK1/5SvlG3XzzzXe7293kkHhdxf/4H/9D9ZQsONGRBCwJ2HeNFJicOPnHKuePpGVzSJbcR2E+CT8+qT96qrSnP/3p8nte7pMOF05MZgIF9qO2IbKn5GQw8790Er7HPe5xpzvdSeeqKCBLgPjYE7j0UrnYRS5Rt89BSgiUS+DAgQOnnnqq/JYxq7noootk7FaOIDQjJZycOM9bKVz+0yWHlMtZIqpSOc9EFjqLP6Af5a1ISfV43XXXyX/AZH+hepSjzWUb4hVXXKEe+TtMILl3AuntEx8+fFjG+OXIGvlPjhxMKeWIprz97W8vq9J1mXK9lDhvD3jAA3SMDsgBMrJDVD8SSCVg3zVSVGpi+SlL+LHK8yOZ2hASKAKpfZQAKvDjY/mjJ/tG5Lel7PZOKJlXrgQK7EddtWVPXX311fJfQ5l80BmrCfh3kfCxJ3Dpy64VB+DyL11vn4WUECiVgGwllN8dWnaruvbv3y96Tl4Fqk5OnOetVCRHEMoBgrpGdaGpXIekYuTVD/3QD+m3EpCTyy+++GIVI78oxWA5aNxMQNgkkNw7ZkoJ2yc+//zzZb2WXAilHYCPf/zjEv7v//5vs0zZMLp79+7BYGBGSjigYAJveQwTsO8ayZuaOPnHKs+PZNhyYiIJpPZRZC4VGfjxsfnRE29crmiQ6dOEYnmVgUCB/ahqt+8pmfr+gR/4gQw258zCMaDyXzq7z5c+7n3oDbL194UfOePi0drFX/Sedpv/775n/rhdZlJBoCwCMnggZ//JvUJmBbIcSKYFAovsJUFyYhl/Sigq+a0U/v9NPtqMd73rXaeffrqofBWzd+9e0ZTf+c535KYhiRHFec0118hUuHor63/EYFnVKgeSyJpI89pUlYC/k/suwMcysVw7JbPecn2sjCLrEuT2WTnCMtAFov7lBiiZU5KZJZ2SQAYCll2jSk5NnPxjledHMkPT2pkltY/ssdj86MmqPBlbkV0Esi1HXHf5bWlfPikTCBTYj6oWy56S36tyGpjcv5FgW0mv2ANgAVak/0seK+rfT3rvRz3oR8//+ZN/UIJ//Z13v+jKf7z62HcsiiAJBMoiIEs45KahcOmip48ePRqIT06c562uSH6d/d//+39/4Rd+4ZnPfKZsA9D/fZKtybJBWfYqyMy1rEwQafITP/ETcqSgyigOgKT8vu/7PhE0kkx2CbMDWCNVgeTeyZBYekrOeZRt2TKaaGb/8R//cVmaJadYmpEyPCZLVFH/JpNs4WL7MfnHSlmY7UcyW+tamMupQ5P5pP7o3XTTTU95ylPkV6Vc1PA93/M9at+XDAMnF8tbGwIF9qNUZ99Tb3rTm2Qv3K/92q/ZGFlsGmYA0nhOBv6nie79KO+H73GW5/3RnX75Qcfu+c4bP/ovR74if8QfeNCZ9zzrRH9ckw8EqiegRbZZtSwSNR91ODlxnreqCpn3lBPEr7zySnn84he/KGPJKv6EE06QPcGy4OThD3+4xEhFr3vd62QGXL2VDabHjh2TnQwPechDZOeA7EmVA8jldyjHXCg+6u/k3jFTSjg1sdxEKyvHnvvc5wYyhh/lhlo5G17cufArYjIQSO0as8zkxMk/VqqcbD+Spg2Ekwkk91Fy3uS3gR89+X0ou6pk5aT8npRKZSRF/AHZWLWU8eNky5v4tsB+tO8pubbvMY95jP5PYZXcoiVClRZUXJdceSh9LHcuSr0iOH74h39YThqR348RZiwO/HuPfYmof51M5L64AbIKSGLEB/itb17ygRv9Rcx5PvJfYplnlx9vKUSUk8wGyuUseQokLwSqJyCKRBb/fOlLX5KR/r/6q7960YtepGyQgFyJKr/sZBWQfJ7znOfI8LO+9kiOs5AdwPJLU4b/ZQfqhRdeKD8OcpSQ7AqovgltqFFWEQhh6RQZRExur2zPkLtpf2PySU7J2+oJJP9YKXuy/UhW3xZqDBAI/Oh9/etfFwHzspe9TG6PlhO6ZJr0j/7oj+REtWc961ly2GsgL49LJGDfUx/60IdE7MmV4UuxtnUOwK/+6q+KwpBbzQW3/BdNljXL/EtwrDRR+pv9JHsALr3bn+gVQQ/84l/mWREk56DLqW3yhZAZvd///d+Xs7flanezOsIQiCQQ6cFGRkr2yHgdqQNmRTpSByLfmpESfvCDHyxfYzlEUsJyyI+M7sswlfwXSxb6y0e0voxdSaS6K+Ccc8655z3vaZYgMwDD4VCuIDUjWx524p+QWPbyivf1Mz/zMzKOmIxUJIgsEJIjgC655JLklLy1J5DQNeFCEhKn/lgFSnP6kQzk5TGBQEIfJeRKfhX+0ZNrOmRh56Me9SgzoywdkbFCfk+aTDKHi+pH+54SB14OXJZrATLbnCdj6xwAOS9FhiHf/e53y7F3l156qQxVyk/UnKBI/39/rV7u7z30/5qj/vNkiyGZCnjlXX5HuQEyFZB5Y4B8CWQnuFwC8opXvEK2S/7d3/3dYj08QSCCgGz/lUthwi9kRWN4xXZy4jxvZdnPi1/84oAZ973vfWVoStzsr371q2KPuLhmAnmUk9fkq/6FL3xBjqI3X0lY/qsmQ1z79u0LxLf2Mbl3AliSE8v0i2DX0y+BvPrxs5/9rFzsIOpfneiq4wnkIZDcNYGSkxMn/1jl+ZEMmMFjAoHkPkrImPAq8kdPDkiQ2dFALhm+lN+T6hSvwCsenQgU2I+WPSXbjmW3lQyKOdlZYOLWOQDCTqS/HE4i61llnfH3f//3z2mq5f7f+pQfM1nu793qdvO3iSG1Iki5AWpFUDY3QCTRO9/5ThkZFb/wlre8ZWKdvISAT+AOd7iDrJUXJW3ikFWhsrxbponNyNTEyUUlv5VfeY973OPklBizRjmGSAb7ZTupWmciA5bmW1mDJ4/yPf/85z8vi0xkq6L5VuyX34/6mCDzVTvDyfwDTJITv+Md75CeknN+ZD2k+ihfURw2WbWlipI1QjL2L5cBy1IuccYC5fOYmUBy1wSKTU6c/GOV50cyYAaPCQSS+yghY9yruB89kSty8o+aMtV5Zc2wjJLI0KGOIZCNQIH9aNlTMgQjJyvIDEA2gwvIlfMY0SZml9XJst9CpgLkx2Zq/xc/Nn7x+dM/Es73ueKGT5/3hb9QfyTsVJg6BlhOUHHKReI2E5CjfuT7LAfvmBDkdHAZz5BXEilST24YEfEt4eTEed5KLWKGrNrXZsjA/4/8yI/IDLWKkeN9ZKWjfisBOX9GZr0kIO7KGWecIZeXmW/FnRAHRuYNzMg2h5N7R8jYd7T8DgzcQykTj/KfE/kPkpzNKkWJBBFxKV6ZHE+RzFw6nYvAkhEF3hbYj1Jywo9Vnh/JgM08JhBw6tBAOeEfn4QfPdk6JY564Fe9PMrZzTIAFCiZR1cCBfajTU/Jf5Hlv3oveMELXO0sMH3rLgKTC5Lucpe7iMKWHzyZeRkXKv11x1x19PoXfuvtygeQgDzqV8kBtZWH+1CTKfE2QEAGdGWUXfa0yHyifGT1vAzryhIylUzG10XbyZIP9ZicOM/b97znPbKLXWbYZPP6W9/61rvf/e4y/C+/ClW9svNeBpIf/ehHy+VEkuARj3iEOOESqd7KxJc04ZGPfKQcNykL837lV35l165dklK95W9FILl3nDo6gFStIlM3AcuRrPJfJnHeZDzi04sfWSMbyBhWMIEEPIYJFNiPyT9WeX4kw2YTE0fAqUPNQgI/Pqk/erJsQX5tyjYA+SUpv0Xld748vu1tbzPLJJyZQFH9KAak9pSs9Jbel1+8ma3Nn7FdDoBsfZMlrXLyj7h6T/r93z1h9+7vPus3/YH/d7/G9wSK/mRwA0TxiFaTFR1F20J5K05AdIDsGpdbt2RFzQMf+ED5RaYbHNCFEp+QOOdbUZBytL/8XpOt9jLAL0uAtBkSkLX+P//zPy8Xgd3qVreSHaiyy818+6lPfUp2vcvAsySQtXByNoL5lrAikNB3rh1tIjUdALkaTH4LRX5kmZaZS8IBBRN4y2McgQL7MfnHKs+PZJzxxIcJOHWozh748bH50fuP//gP+T0p6/5leEXOMJRHXRqB/AQK6UdlRnJP3e1ud5NDsfMbnKeEjmSO/EW/kpFPfvKTZem/9Mpdjt947T+/7M7PeP2F553zl89+oc1O38xA5Fwg2RmssstGYdkxnFDUs5/9bBm4ZUNPAiJeQQACEIAABCAAAQjkIdACB+C6q73byeVds4/a6aue1E7f2ZtS/5VbAuTmYFWF3B4g54ea1e27/uq9tzWMNN8RhgAEIAABCEAAAhCAQHEEVtwBOPCKF57+jQ97D3u8d869vCVJf91ZMhWgLg+WGH158BX7PvXUj7362JU3felpb9MpCUAAAhCAAAQgAAEIQKAkAqvsAGx+9AO7//kl3qkneut97wfv5V35H1OIFQ78h7vNdAN+bs8PvPOGzw03d7a+e+SvfuARD/jR/x1OTwwEIAABCEAAAhCAAAQKJLCyDsDmNVd5z3v87lud6qv/tb6PrN+bnu5fIL+sRfkrgq77t9HOSAoYD0aDY5u+D3CXhz/gJ++TtUjyQQACEIAABCAAAQhAIJ3AajoAU/V/m9O93etzBvd5tPej95w/Ljv0wq+89V2H/rPT9+9iEx9guLVz5CvXfeb81y7bLuqHQBKB87oP8V93OpNEnVlgEtfthh4nKVVi/fckIAeV+nm6i+WoR/XKmxU+iZymlyzTjLNLDNWj/nta3uSfaTnTLOOFwmflJGYcq7eqqkBp04xSjt+OqVWzNGMVOW2dNy3HTCk/9eajhCePCyn9NJPYaUpvemLDpNhp9lnVs9ImxviRfmAhuzxOGzJNs/C2Myt8mnGaRrUrUPjC42JGST810ixH2T9vsjZgElBvrdIsFD4jH2f5QuERVsl7s+rFhszxKmNnKc1ydPaIyHljJy8XC59mnKcxTJXIxRrV04z59KUqYRapkuhO14/Tqv3nGd5ZRuOV+VZlVZhnTVZxnhmps0wiZ996qWVe7CQy8DgpSWVRQb8Klcb/W5ejvkTT7/4sjRk5SayyTP5WpfklGJGzjLOf+2nKQBrVM6qt3Zlt4TSSQEV2Jwbr1k2zyO+qyQ/0YhrpH79SlSZQuC5nltEfDZQ0fkX+n3lGKVOlmZYzNWCxcL/2Sd5JE3RKs5xJ4ZM0kxJ6Hb9GVZf83Z08TjL6vydmGSdWqZIlUqVRdU2aLCX0PG25Ktx/7Ckz5lbNy1Fm+I1dzKiATP6WX9V+cyaFaw5+4SpLb5GAepSMk7ZMu2maZtKQSesm5eg0UrRvpP+3/qWoAt3Jf2lUUX4an5DA8f+W/8t/4SZZ/LSzlPJORU7+9rNPArf5hqSp+Uc1ueZGupv3gX/dffszpup/Z+DJn2Ob3je+7F5QiTlGR7dl4H9wbEvUv7gB/RN3nXq3O/zt+15VYpUUDQEIQAACEIAABCDQegKr6AD8x4d3f+ez/rIf0f0Hj03/fPfQ5rHtWnX33U6605Gv37B5/cHtm49u33xstLXT6fX+ddc33//fH6+VnRgDAQhAAAIQgAAEILBKBCaL41epQTdc673/1ZtHN73/cW9vc7D7XnfbHI42hv7sz+n3vl+tGnr/H7znP51+9n9f/S1vvfv5K7/sDXvdk9f/8cDn/nzrnd72SN7WylqMgQAEIAABCEAAAhBYDQIr5wAMR95Fr9ptdI6EzUfjzfKDcva/Ov5fn//zRO/Xxayrj35n+cZhAQQgAAEIQAACEIDAKhJYuSVA5p1fje2ws066TWNtx3AIQAACEIAABCAAgVoTWDkHoNa0MQ4CEIAABCAAAQhAAAJLJoADsOQOoHoIQAACEIAABCAAAQhUSQAHoEra1AUBCEAAAhCAAAQgAIElE8ABWHIHUD0EIAABCEAAAhCAAASqJIADUCVt6oIABCAAAQhAAAIQgMCSCeAALLkDqB4CEIAABCAAAQhAAAJVEsABqJI2dUEAAhCAAAQgAAEIQGDJBHAAltwBVA8BCEAAAhCAAAQgAIEqCeAAVEmbuiAAAQhAAAIQgAAEILBkAjgAS+4AqocABCAAAQhAAAIQgECVBHAAqqRNXRCAAAQgAAEIQAACEFgyARyAJXcA1UMAAhCAAAQgAAEIQKBKAjgAVdKmLghAAAIQgAAEIAABCCyZAA7AkjuA6iEAAQhAAAIQgAAEIFAlARyAKmlTFwQgAAEIQAACEIAABJZMAAdgyR1A9RCAAAQgAAEIQAACEKiSAA5AlbSpCwIQgAAEIAABCEAAAksm0BmPx0s2geohAAEIQAACEIAABCAAgaoIMANQFWnqgQAEIAABCEAAAhCAQA0I4ADUoBMwAQIQgAAEIAABCEAAAlURwAGoijT1QAACEIAABCAAAQhAoAYEcABq0AmYAAEIQAACEIAABCAAgaoI4ABURZp6IAABCEAAAhCAAAQgUAMCOAA16ARMgAAEIAABCEAAAhCAQFUEcACqIk09EIAABCAAAQhAAAIQqAEBHIAadAImQAACEIAABCAAAQhAoCoCOABVkaYeCEAAAhCAAAQgAAEI1IAADkANOgETIAABCEAAAhCAAAQgUBUBHICqSFMPBCAAAQhAAAIQgAAEakAAB6AGnYAJEIAABCAAAQhAAAIQqIoADkBVpKkHAhCAAAQgAAEIQAACNSCAA1CDTsAECEAAAhCAAAQgAAEIVEUAB6Aq0tQDAQhAAAIQgAAEIACBGhDAAahBJ2ACBCAAAQhAAAIQgAAEqiKAA1AVaeqBAAQgAAEIQAACEIBADQjgANSgEzABAhCAAAQgAAEIQAACVRHAAaiKNPVAAAIQgAAEIAABCECgBgRwAGrQCZgAAQhAAAIQgAAEIACBqgjgAFRFmnogAAEIQAACEIAABCBQAwI4ADXoBEyAAAQgAAEIQAACEIBAVQRwAKoiTT0QgAAEIAABCEAAAhCoAQEcgBp0AiZAAAIQgAAEIAABCECgKgI4AFWRph4IQAACEIAABCAAAQjUgAAOQA06ARMgAAEIQAACEIAABCBQFQEcgKpIUw8EIAABCEAAAhCAAARqQAAHoAadgAkQgAAEIAABCEAAAhCoigAOQFWkqQcCEIAABCAAAQhAAAI1IIADUINOwAQIQAACEIAABCAAAQhURQAHoCrS1AMBCEAAAhCAAAQgAIEaEMABqEEnYAIEIAABCEAAAhCAAASqIoADUBVp6oEABCAAAQhAAAIQgEANCOAA1KATMAECEIAABCAAAQhAAAJVEcABqIo09UAAAhCAAAQgAAEIQKAGBHAAatAJmAABCEAAAhCAAAQgAIGqCOAAVEWaeiAAAQhAAAIQgAAEIFADAjgANegETIAABCAAAQhAAAIQgEBVBP5/z0pvzZNbtrMAAAAASUVORK5CYII=\n",
"text/plain": [
- "VTKRenderWindowSynchronized(vtkXOpenGLRenderWindow, color_mappers=[LinearColorMapper(id='44b...], orientation_widget=True, sizing_mode='stretch_width')"
+ ""
]
},
- "metadata": {
- "application/vnd.holoviews_exec.v0+json": {
- "id": "dcf4dfe8-89df-4d31-90f9-ee6cde29f647"
- }
- },
+ "metadata": {},
"output_type": "display_data"
}
],
@@ -1137,7 +345,7 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.10.6"
+ "version": "3.10.12"
}
},
"nbformat": 4,
diff --git a/chapter2/linearelasticity_code.py b/chapter2/linearelasticity_code.py
index 67a70960..b6485143 100644
--- a/chapter2/linearelasticity_code.py
+++ b/chapter2/linearelasticity_code.py
@@ -6,7 +6,7 @@
# extension: .py
# format_name: light
# format_version: '1.5'
-# jupytext_version: 1.14.7
+# jupytext_version: 1.15.2
# kernelspec:
# display_name: Python 3 (ipykernel)
# language: python
@@ -42,12 +42,13 @@
lambda_ = beta
g = gamma
-# We then create the mesh, which will consist of hexahedral elements, along with the function space. We will use the convenience function `VectorFunctionSpace`. However, we also could have used `ufl`s functionality, creating a vector element `element = ufl.VectorElement("Lagrange", mesh.ufl_cell(), 1)
-# `, and intitializing the function space as `V = dolfinx.fem.FunctionSpace(mesh, element)`.
+# We then create the mesh, which will consist of hexahedral elements, along with the function space.
+# As we want a vector element with three compoenets, we add `(3, )` or `(domain.geometry.dim, )` to the element tuple to make it a triplet
+# However, we also could have used `basix.ufl`s functionality, creating a vector element `element = basix.ufl.element("Lagrange", domain.topology.cell_name(), 1, shape=(domain.geometry.dim,))`, and intitializing the function space as `V = dolfinx.fem.functionspace(domain, element)`.
domain = mesh.create_box(MPI.COMM_WORLD, [np.array([0, 0, 0]), np.array([L, W, W])],
[20, 6, 6], cell_type=mesh.CellType.hexahedron)
-V = fem.VectorFunctionSpace(domain, ("Lagrange", 1))
+V = fem.functionspace(domain, ("Lagrange", 1, (domain.geometry.dim, )))
# ## Boundary conditions
@@ -149,7 +150,7 @@ def sigma(u):
# The `von_Mises` variable is now an expression that must be projected into an appropriate function space so that we can visualize it. As `uh` is a linear combination of first order piecewise continuous functions, the von Mises stresses will be a cell-wise constant function.
-V_von_mises = fem.FunctionSpace(domain, ("DG", 0))
+V_von_mises = fem.functionspace(domain, ("DG", 0))
stress_expr = fem.Expression(von_Mises, V_von_mises.element.interpolation_points())
stresses = fem.Function(V_von_mises)
stresses.interpolate(stress_expr)
diff --git a/chapter2/nonlinpoisson_code.ipynb b/chapter2/nonlinpoisson_code.ipynb
index 1263b98a..e3fa8eec 100644
--- a/chapter2/nonlinpoisson_code.ipynb
+++ b/chapter2/nonlinpoisson_code.ipynb
@@ -56,7 +56,7 @@
"metadata": {},
"outputs": [],
"source": [
- "V = fem.FunctionSpace(domain, (\"Lagrange\", 1))\n",
+ "V = fem.functionspace(domain, (\"Lagrange\", 1))\n",
"def u_exact(x): return eval(str(u_ufl))"
]
},
@@ -174,30 +174,30 @@
"name": "stderr",
"output_type": "stream",
"text": [
- "2023-09-05 09:38:52.751 ( 0.614s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:38:52.752 ( 0.615s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.001463, 0.000000, 0.000000 (PETSc Krylov solver)\n",
- "2023-09-05 09:38:52.753 ( 0.616s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:38:52.753 ( 0.616s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.000305, 0.000000, 0.000000 (PETSc Krylov solver)\n",
- "2023-09-05 09:38:52.753 ( 0.616s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 2: r (abs) = 19.084 (tol = 1e-10) r (rel) = 0.856206(tol = 1e-06)\n",
- "2023-09-05 09:38:52.753 ( 0.616s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:38:52.753 ( 0.616s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.000070, 0.000000, 0.000000 (PETSc Krylov solver)\n",
- "2023-09-05 09:38:52.753 ( 0.616s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 3: r (abs) = 6.47347 (tol = 1e-10) r (rel) = 0.290433(tol = 1e-06)\n",
- "2023-09-05 09:38:52.753 ( 0.616s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:38:52.753 ( 0.616s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.000070, 0.000000, 0.000000 (PETSc Krylov solver)\n",
- "2023-09-05 09:38:52.753 ( 0.616s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 4: r (abs) = 2.5904 (tol = 1e-10) r (rel) = 0.116219(tol = 1e-06)\n",
- "2023-09-05 09:38:52.753 ( 0.616s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:38:52.753 ( 0.616s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.000061, 0.000000, 0.000000 (PETSc Krylov solver)\n",
- "2023-09-05 09:38:52.754 ( 0.616s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 5: r (abs) = 0.549065 (tol = 1e-10) r (rel) = 0.0246338(tol = 1e-06)\n",
- "2023-09-05 09:38:52.754 ( 0.616s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:38:52.754 ( 0.616s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.000063, 0.000000, 0.000000 (PETSc Krylov solver)\n",
- "2023-09-05 09:38:52.754 ( 0.617s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 6: r (abs) = 0.0302973 (tol = 1e-10) r (rel) = 0.00135929(tol = 1e-06)\n",
- "2023-09-05 09:38:52.754 ( 0.617s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:38:52.754 ( 0.617s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.000050, 0.000000, 0.000000 (PETSc Krylov solver)\n",
- "2023-09-05 09:38:52.754 ( 0.617s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 7: r (abs) = 0.000116023 (tol = 1e-10) r (rel) = 5.20537e-06(tol = 1e-06)\n",
- "2023-09-05 09:38:52.754 ( 0.617s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
- "2023-09-05 09:38:52.754 ( 0.617s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.000045, 0.000000, 0.000000 (PETSc Krylov solver)\n",
- "2023-09-05 09:38:52.754 ( 0.617s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 8: r (abs) = 2.43721e-09 (tol = 1e-10) r (rel) = 1.09346e-10(tol = 1e-06)\n",
- "2023-09-05 09:38:52.754 ( 0.617s) [main ] NewtonSolver.cpp:255 INFO| Newton solver finished in 8 iterations and 113 linear solver iterations.\n"
+ "2023-10-28 17:59:12.824 ( 0.944s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
+ "2023-10-28 17:59:12.827 ( 0.947s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.002726, 0.000000, 0.000000 (PETSc Krylov solver)\n",
+ "2023-10-28 17:59:12.827 ( 0.947s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
+ "2023-10-28 17:59:12.828 ( 0.948s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.000803, 0.000000, 0.000000 (PETSc Krylov solver)\n",
+ "2023-10-28 17:59:12.828 ( 0.948s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 2: r (abs) = 20.379 (tol = 1e-10) r (rel) = 0.922522(tol = 1e-06)\n",
+ "2023-10-28 17:59:12.828 ( 0.948s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
+ "2023-10-28 17:59:12.828 ( 0.948s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.000200, 0.010000, 0.000000 (PETSc Krylov solver)\n",
+ "2023-10-28 17:59:12.829 ( 0.949s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 3: r (abs) = 6.95259 (tol = 1e-10) r (rel) = 0.314732(tol = 1e-06)\n",
+ "2023-10-28 17:59:12.829 ( 0.949s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
+ "2023-10-28 17:59:12.830 ( 0.950s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.000229, 0.000000, 0.000000 (PETSc Krylov solver)\n",
+ "2023-10-28 17:59:12.830 ( 0.950s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 4: r (abs) = 2.93565 (tol = 1e-10) r (rel) = 0.132892(tol = 1e-06)\n",
+ "2023-10-28 17:59:12.830 ( 0.950s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
+ "2023-10-28 17:59:12.830 ( 0.950s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.000203, 0.000000, 0.000000 (PETSc Krylov solver)\n",
+ "2023-10-28 17:59:12.830 ( 0.950s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 5: r (abs) = 0.700567 (tol = 1e-10) r (rel) = 0.0317135(tol = 1e-06)\n",
+ "2023-10-28 17:59:12.830 ( 0.950s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
+ "2023-10-28 17:59:12.831 ( 0.951s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.000232, 0.000000, 0.000000 (PETSc Krylov solver)\n",
+ "2023-10-28 17:59:12.831 ( 0.951s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 6: r (abs) = 0.0490758 (tol = 1e-10) r (rel) = 0.00222158(tol = 1e-06)\n",
+ "2023-10-28 17:59:12.831 ( 0.951s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
+ "2023-10-28 17:59:12.831 ( 0.951s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.000179, 0.000000, 0.000000 (PETSc Krylov solver)\n",
+ "2023-10-28 17:59:12.831 ( 0.951s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 7: r (abs) = 0.000299251 (tol = 1e-10) r (rel) = 1.35466e-05(tol = 1e-06)\n",
+ "2023-10-28 17:59:12.831 ( 0.951s) [main ] petsc.cpp:698 INFO| PETSc Krylov solver starting to solve system.\n",
+ "2023-10-28 17:59:12.832 ( 0.952s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.000265, 0.000000, 0.000000 (PETSc Krylov solver)\n",
+ "2023-10-28 17:59:12.832 ( 0.952s) [main ] NewtonSolver.cpp:36 INFO| Newton iteration 8: r (abs) = 1.62359e-08 (tol = 1e-10) r (rel) = 7.34971e-10(tol = 1e-06)\n",
+ "2023-10-28 17:59:12.832 ( 0.952s) [main ] NewtonSolver.cpp:255 INFO| Newton solver finished in 8 iterations and 109 linear solver iterations.\n"
]
}
],
@@ -219,37 +219,39 @@
{
"cell_type": "code",
"execution_count": 9,
- "metadata": {},
+ "metadata": {
+ "tags": []
+ },
"outputs": [
{
- "name": "stderr",
+ "name": "stdout",
"output_type": "stream",
"text": [
- "2023-09-05 09:38:52.866 ( 0.729s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.000010, 0.000000, 0.000000 (Init dofmap from element dofmap)\n",
- "2023-09-05 09:38:52.866 ( 0.729s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.000004, 0.000000, 0.000000 (Compute dof reordering map)\n",
- "2023-09-05 09:38:52.866 ( 0.729s) [main ] MPI.cpp:165 INFO| Computing communication graph edges (using NBX algorithm). Number of input edges: 0\n",
- "2023-09-05 09:38:52.866 ( 0.729s) [main ] MPI.cpp:236 INFO| Finished graph edge discovery using NBX algorithm. Number of discovered edges 0\n",
- "2023-09-05 09:38:52.866 ( 0.729s) [main ] MPI.cpp:165 INFO| Computing communication graph edges (using NBX algorithm). Number of input edges: 0\n",
- "2023-09-05 09:38:52.866 ( 0.729s) [main ] MPI.cpp:236 INFO| Finished graph edge discovery using NBX algorithm. Number of discovered edges 0\n",
- "2023-09-05 09:38:52.866 ( 0.729s) [main ] MPI.cpp:165 INFO| Computing communication graph edges (using NBX algorithm). Number of input edges: 0\n",
- "2023-09-05 09:38:52.866 ( 0.729s) [main ] MPI.cpp:236 INFO| Finished graph edge discovery using NBX algorithm. Number of discovered edges 0\n",
- "2023-09-05 09:38:52.866 ( 0.729s) [main ] MPI.cpp:165 INFO| Computing communication graph edges (using NBX algorithm). Number of input edges: 0\n",
- "2023-09-05 09:38:52.866 ( 0.729s) [main ] MPI.cpp:236 INFO| Finished graph edge discovery using NBX algorithm. Number of discovered edges 0\n",
- "2023-09-05 09:38:52.866 ( 0.729s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.000156, 0.000000, 0.000000 (Build dofmap data)\n"
+ "L2-error: 5.94e-15\n",
+ "Error_max: 1.60e-14\n"
]
},
{
- "name": "stdout",
+ "name": "stderr",
"output_type": "stream",
"text": [
- "L2-error: 6.18e-03\n",
- "Error_max: 1.21e-02\n"
+ "2023-10-28 17:59:12.848 ( 0.968s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.000023, 0.000000, 0.000000 (Init dofmap from element dofmap)\n",
+ "2023-10-28 17:59:12.848 ( 0.968s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.000006, 0.000000, 0.000000 (Compute dof reordering map)\n",
+ "2023-10-28 17:59:12.848 ( 0.968s) [main ] MPI.cpp:166 INFO| Computing communication graph edges (using NBX algorithm). Number of input edges: 0\n",
+ "2023-10-28 17:59:12.848 ( 0.968s) [main ] MPI.cpp:237 INFO| Finished graph edge discovery using NBX algorithm. Number of discovered edges 0\n",
+ "2023-10-28 17:59:12.848 ( 0.968s) [main ] MPI.cpp:166 INFO| Computing communication graph edges (using NBX algorithm). Number of input edges: 0\n",
+ "2023-10-28 17:59:12.848 ( 0.968s) [main ] MPI.cpp:237 INFO| Finished graph edge discovery using NBX algorithm. Number of discovered edges 0\n",
+ "2023-10-28 17:59:12.848 ( 0.968s) [main ] MPI.cpp:166 INFO| Computing communication graph edges (using NBX algorithm). Number of input edges: 0\n",
+ "2023-10-28 17:59:12.848 ( 0.968s) [main ] MPI.cpp:237 INFO| Finished graph edge discovery using NBX algorithm. Number of discovered edges 0\n",
+ "2023-10-28 17:59:12.848 ( 0.968s) [main ] MPI.cpp:166 INFO| Computing communication graph edges (using NBX algorithm). Number of input edges: 0\n",
+ "2023-10-28 17:59:12.848 ( 0.968s) [main ] MPI.cpp:237 INFO| Finished graph edge discovery using NBX algorithm. Number of discovered edges 0\n",
+ "2023-10-28 17:59:12.848 ( 0.968s) [main ] TimeLogger.cpp:28 INFO| Elapsed wall, usr, sys time: 0.000236, 0.000000, 0.000000 (Build dofmap data)\n"
]
}
],
"source": [
"# Compute L2 error and error at nodes\n",
- "V_ex = fem.FunctionSpace(domain, (\"Lagrange\", 2))\n",
+ "V_ex = fem.functionspace(domain, (\"Lagrange\", 2))\n",
"u_ex = fem.Function(V_ex)\n",
"u_ex.interpolate(u_exact)\n",
"error_local = fem.assemble_scalar(fem.form((uh - u_ex)**2 * ufl.dx))\n",
@@ -283,7 +285,7 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.10.6"
+ "version": "3.10.12"
}
},
"nbformat": 4,
diff --git a/chapter2/nonlinpoisson_code.py b/chapter2/nonlinpoisson_code.py
index ab861d8e..fe984361 100644
--- a/chapter2/nonlinpoisson_code.py
+++ b/chapter2/nonlinpoisson_code.py
@@ -6,7 +6,7 @@
# extension: .py
# format_name: light
# format_version: '1.5'
-# jupytext_version: 1.14.7
+# jupytext_version: 1.15.2
# kernelspec:
# display_name: Python 3 (ipykernel)
# language: python
@@ -48,7 +48,7 @@ def q(u):
# As we now have defined our source term and exact solution, we can create the appropriate function space and boundary conditions.
# Note that as we have already defined the exact solution, we only have to convert it to a python function that can be evaluated in the interpolation function. We do this by employing the Python `eval` and `lambda`-functions.
-V = fem.FunctionSpace(domain, ("Lagrange", 1))
+V = fem.functionspace(domain, ("Lagrange", 1))
def u_exact(x): return eval(str(u_ufl))
@@ -100,7 +100,7 @@ def u_exact(x): return eval(str(u_ufl))
# +
# Compute L2 error and error at nodes
-V_ex = fem.FunctionSpace(domain, ("Lagrange", 2))
+V_ex = fem.functionspace(domain, ("Lagrange", 2))
u_ex = fem.Function(V_ex)
u_ex.interpolate(u_exact)
error_local = fem.assemble_scalar(fem.form((uh - u_ex)**2 * ufl.dx))
diff --git a/chapter2/ns_code1.ipynb b/chapter2/ns_code1.ipynb
index 732f7e71..520569bd 100644
--- a/chapter2/ns_code1.ipynb
+++ b/chapter2/ns_code1.ipynb
@@ -70,12 +70,13 @@
"import numpy as np\n",
"import pyvista\n",
"\n",
- "from dolfinx.fem import Constant, Function, FunctionSpace, assemble_scalar, dirichletbc, form, locate_dofs_geometrical\n",
+ "from dolfinx.fem import Constant, Function, functionspace, assemble_scalar, dirichletbc, form, locate_dofs_geometrical\n",
"from dolfinx.fem.petsc import assemble_matrix, assemble_vector, apply_lifting, create_vector, set_bc\n",
"from dolfinx.io import VTXWriter\n",
"from dolfinx.mesh import create_unit_square\n",
"from dolfinx.plot import vtk_mesh\n",
- "from ufl import (FacetNormal, FiniteElement, Identity, TestFunction, TrialFunction, VectorElement,\n",
+ "from basix.ufl import element\n",
+ "from ufl import (FacetNormal, Identity, TestFunction, TrialFunction,\n",
" div, dot, ds, dx, inner, lhs, nabla_grad, rhs, sym)\n",
"\n",
"mesh = create_unit_square(MPI.COMM_WORLD, 10, 10)\n",
@@ -100,18 +101,29 @@
},
"outputs": [],
"source": [
- "v_cg2 = VectorElement(\"Lagrange\", mesh.ufl_cell(), 2)\n",
- "s_cg1 = FiniteElement(\"Lagrange\", mesh.ufl_cell(), 1)\n",
- "V = FunctionSpace(mesh, v_cg2)\n",
- "Q = FunctionSpace(mesh, s_cg1)"
+ "v_cg2 = element(\"Lagrange\", mesh.topology.cell_name(), 2, shape=(mesh.geometry.dim, ))\n",
+ "s_cg1 = element(\"Lagrange\", mesh.topology.cell_name(), 1)\n",
+ "V = functionspace(mesh, v_cg2)\n",
+ "Q = functionspace(mesh, s_cg1)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
- "The first space `V` is a vector valued function space for the velocity, while `Q` is a scalar valued function space for pressure. We use piecewise quadratic elements for the velocity and piecewise linear elements for the pressure. When creating the vector finite element, the dimension of the vector element will be set to the geometric dimension of the mesh. One can easily create vector-valued function spaces with other dimensions by adding the keyword argument dim, i.e.\n",
- "`v_cg = ufl.VectorElement(\"Lagrange\", mesh.ufl_cell(), 2, dim=10)`.\n",
+ "The first space `V` is a vector valued function space for the velocity, while `Q` is a scalar valued function space for pressure. We use piecewise quadratic elements for the velocity and piecewise linear elements for the pressure. When creating the vector finite element, the dimension of the vector element will be set to the geometric dimension of the mesh. One can easily create vector-valued function spaces with other dimensions by replacing `(mesh.geometry.dim, )` with something else, like\n",
+ "```\n",
+ "v_cg basix.ufl.element(\"Lagrange\", mesh.topology.cell_name(), 2, shape=(10,))\n",
+ "```\n",
+ "or \n",
+ "```\n",
+ "tensor_element = basix.ufl.element(\"Lagrange\", mesh.topology.cell_name(), 2, shape=(3, 3))\n",
+ "```\n",
+ "or\n",
+ "```\n",
+ "tensor_element = basix.ufl.element(\"Lagrange\", mesh.topology.cell_name(), 2, shape=(3, 2, 4))\n",
+ "```\n",
+ "\n",
"\n",
"```{admonition} Stable finite element spaces for the Navier-Stokes equation\n",
"It is well-known that certain finite element spaces are not *stable* for the Navier-Stokes equations, or even for the simpler Stokes equation. The prime example of an unstable pair of finite element spaces is to use first order degree continuous piecewise polynomials for both the velocity and the pressure.\n",
@@ -462,7 +474,7 @@
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@@ -545,732 +557,13 @@
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- " console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n",
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- " require([\"vtk\"], function() {\n",
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- " })\n",
- " require([\"jspanel-modal\"], function() {\n",
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- " })\n",
- " require([\"jspanel-tooltip\"], function() {\n",
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- " })\n",
- " require([\"jspanel-hint\"], function() {\n",
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- " require([\"notyf\"], function() {\n",
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- " root._bokeh_is_loading = css_urls.length + 10;\n",
- " } else {\n",
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- " }\n",
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- " for (var i = 0; i < css_urls.length; i++) {\n",
- " var url = css_urls[i];\n",
- " if (existing_stylesheets.indexOf(url) !== -1) {\n",
- "\ton_load()\n",
- "\tcontinue;\n",
- " }\n",
- " const element = document.createElement(\"link\");\n",
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- " element.onerror = on_error;\n",
- " element.rel = \"stylesheet\";\n",
- " element.type = \"text/css\";\n",
- " element.href = url;\n",
- " console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n",
- " document.body.appendChild(element);\n",
- " } if (((window['vtk'] !== undefined) && (!(window['vtk'] instanceof HTMLElement))) || window.requirejs) {\n",
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- " skip.push(urls[i])\n",
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- "\tcontinue;\n",
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- " element.async = false;\n",
- " element.src = url;\n",
- " element.type = \"module\";\n",
- " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
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- " }\n",
- " for (const name in js_exports) {\n",
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- " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
- " element.textContent = `\n",
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- " window._bokeh_on_load()\n",
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- " };\n",
- "\n",
- " function inject_raw_css(css) {\n",
- " const element = document.createElement(\"style\");\n",
- " element.appendChild(document.createTextNode(css));\n",
- " document.body.appendChild(element);\n",
- " }\n",
- "\n",
- " var js_urls = [\"https://cdn.holoviz.org/panel/1.2.1/dist/bundled/abstractvtkplot/vtk.js@20.0.1/vtk.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-3.2.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.2.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.2.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.2.1.min.js\", \"https://cdn.holoviz.org/panel/1.2.1/dist/panel.min.js\"];\n",
- " var js_modules = [];\n",
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- " var css_urls = [];\n",
- " var inline_js = [ function(Bokeh) {\n",
- " Bokeh.set_log_level(\"info\");\n",
- " },\n",
- "function(Bokeh) {} // ensure no trailing comma for IE\n",
- " ];\n",
- "\n",
- " function run_inline_js() {\n",
- " if ((root.Bokeh !== undefined) || (force === true)) {\n",
- " for (var i = 0; i < inline_js.length; i++) {\n",
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- " }\n",
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- " if (Bokeh != undefined && !reloading) {\n",
- "\tvar NewBokeh = root.Bokeh;\n",
- "\tif (Bokeh.versions === undefined) {\n",
- "\t Bokeh.versions = new Map();\n",
- "\t}\n",
- "\tif (NewBokeh.version !== Bokeh.version) {\n",
- "\t Bokeh.versions.set(NewBokeh.version, NewBokeh)\n",
- "\t}\n",
- "\troot.Bokeh = Bokeh;\n",
- " }} else if (Date.now() < root._bokeh_timeout) {\n",
- " setTimeout(run_inline_js, 100);\n",
- " } else if (!root._bokeh_failed_load) {\n",
- " console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n",
- " root._bokeh_failed_load = true;\n",
- " }\n",
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- " root._bokeh_is_initializing = false;\n",
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- " load_or_wait();\n",
- " } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n",
- " setTimeout(load_or_wait, 100);\n",
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- " Bokeh = root.Bokeh;\n",
- " bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n",
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- " if (!reloading && (!bokeh_loaded || is_dev)) {\n",
- "\troot.Bokeh = undefined;\n",
- " }\n",
- " load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n",
- "\tconsole.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n",
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i < urls.length; i++) {\n skip.push(urls[i])\n }\n } if (((window['GridStack'] !== undefined) && (!(window['GridStack'] instanceof HTMLElement))) || window.requirejs) {\n var urls = ['https://cdn.holoviz.org/panel/1.2.1/dist/bundled/gridstack/gridstack@7.2.3/dist/gridstack-all.js'];\n for (var i = 0; i < urls.length; i++) {\n skip.push(urls[i])\n }\n } if (((window['Notyf'] !== undefined) && (!(window['Notyf'] instanceof HTMLElement))) || window.requirejs) {\n var urls = ['https://cdn.holoviz.org/panel/1.2.1/dist/bundled/notificationarea/notyf@3/notyf.min.js'];\n for (var i = 0; i < urls.length; i++) {\n skip.push(urls[i])\n }\n } var existing_scripts = []\n var scripts = document.getElementsByTagName('script')\n for (var i = 0; i < scripts.length; i++) {\n var script = scripts[i]\n if (script.src != null) {\n\texisting_scripts.push(script.src)\n }\n }\n for (var i = 0; i < js_urls.length; i++) {\n var url = js_urls[i];\n if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n\tif (!window.requirejs) {\n\t on_load();\n\t}\n\tcontinue;\n }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (var i = 0; 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xiQTyiQA3APkUTfoSkQDTFAs4wiEcCwFLE2dObsGBtcz+LSFjEwnkGQFuAPIsoHQnNAGmKRZkhEM4FgKWJs6c3IIDa5n9W0LGJhLIPwLcAORfTOlRCAJMUyywCIdwLAQsTZw5uQUH1jL7t4SMTSSQlwS4AcjLsNIpJwJMUyyYCIdwLAQsTZw5uQUH1jL7t4SMTSSQrwS4AcjXyNKvAAJMUyyACIdwLAQsTZw5uQUH1jL7t4SMTSSQxwS4Acjj4NI1XwJMU3zRpFKEQzgWApYmzpzcggNrmf1bQsYmEshvAtwA5Hd86Z2BANMUA5SWKsJpIWH4l3AMUFqqCKeFhOHfLIQDK5n9G0LFKhIoGALcABRMqPPd0dWr1+P/QC8DV2JHncADOerMnj27rKxsypQpfoIuTvmNlfWOxgTCgWBH2kM4MoLeAuF4mciagoUjCVgKgINWS/bfkee4xU42kQAJtCuBru2qTnESSIpAcVH31avXWdQeeXj2/fe+VFRcfOFFHz3n3EmpVNGoUftr/ZHgnvCJC6dPv/mQQw73U3vk4Vn33/tyly5dz7/wuHPOnewVEZp+w+URzz37l8IY1PjpzJ0zf9GiZRdddLGf2nvvVfzkqr/bnYJ+IBwXHTc4GcgXffFjFqfQ5OcOmsQDkGfe/yoihZeR4WCshOwXcfTJRTiYgXbIgTOHcCyn1fLl7/30x/ckflqNGjUC2LVHR55WZ55+Vfdu+2DmHD1h3Jgxo43vXWLmXHDBuX4naVJwHnroyQfue0NCNsLRWPElCZBARxIoSqfTHXk8HosEIhDAJasrLvu9fWC37r27detVV7cH3Wprq77+jVPPO/8MddXBSnzEEceP3P9Yu07vfQahg0UHrSUjP7ZP7yGhdH7/hyljxpSo9sCpb379V716DrDoaE6h5zOzb0+nG0pKRslRHQlHs+fr3/zseed9VnUKVnUYHBwLwZKRyjY43ohnGxzYc/ghn8Oz5aFHPOpppelkP5xOPK2yCo73jRSzJRE4llnHJhIggY4ggA0AHySQ5QRmNT3sRs6eNWe/oRPxjP+9PVetWoXTCTLeJq3GriM6Q0ob5X05bdqN+B9qq1ZVeFthydSpU7313ho4ZdFBfxc4sCFf4fhFXJAkHOPpIKdZ4BnBmSNZeQuzEnrPmTb1esvpKY7r8p4zZPCRlvcKl3MBx8JbZaAxLlJ2OF6YrCEBEuhgAvwEAO+rfGQ7AVxwgomWm1btDuDa/+jRo7FouShUVKxWr68blYuKYp04cMd+37/xoH6VhONHBvUdCcdihmzKqpkj+LicFNJ+tRDqtFIH+pWzCk7+zRxgjxxrLWQx4WhqfEkCJNApBPgl4E7BzoN2HIGwaUpg9h/TdKydCWb/MY0hHAvAsHAsUok05fTMSYSARYRw7HDQmlT2bzkQm0iABHKIADcAORQsmhqaAHM4CzLCIRwLAUsTZ05uwYG1zP4tIWMTCRQmAW4ACjPuBeE10xRLmAmHcCwELE2cObkFB9Yy+7eEjE0kULAEuAEo2NDnueNMUywBJhzCsRCwNHHm5BYcWMvs3xIyNpFAIRPgBqCQo5+3vjNNsYSWcAjHQsDSxJmTW3BgLbN/S8jYRAIFToAbgAKfAHnoPtMUS1AJh3AsBCxNnDm5BQfWMvu3hIxNJEAC3ABwDuQVAaYplnASDuFYCFiaOHNyCw6sZfZvCRmbSIAEQIAbAE6D/CHANMUSS8IhHAsBSxNnTm7BgbXM/i0hYxMJkIAgwA0AZ0KeEGCaYgkk4RCOhYCliTMnt+DAWmb/lpCxiQRIQBLgBkCiYCGHCTBNsQSPcAjHQsDSxJmTW3BgLbN/S8jYRAIkoBLgBkClwXJOEmCaYgkb4RCOhYCliTMnt+DAWmb/lpCxiQRIQCPADYAGhC9zjADTFEvACIdwLAQsTZw5uQUH1jL7t4SMTSRAAl4C3AB4mbAmZwgwTbGEinAIx0LA0sSZk1twYC2zf0vI2EQCJGAkwA2AEQsrc4AA0xRLkAiHcCwELE2cObkFB9Yy+7eEjE0kQAJ+BLgB8CPD+qwmwDTFEh7CIRwLAUsTZ05uwYG1zP4tIWMTCZCAhQA3ABY4bMpSAkxTLIEhHMKxELA0cebkFhxYy+zfEjI2kQAJ2AlwA2Dnw9asI8A0xRISwiEcCwFLE2dObsGBtcz+LSFjEwmQQCABbgACEbFDFhGIk6ZUrF2fiCeqzuzZs8vKyqZMmRJBWdWJMNw7hHC8TGQN4UgU3gLheJnImiyEA9uiZf+JvOcAiIQTp5CIMXEM4FgSKHACRel0usAR0P3sJ4A8G0aOGzdu9OjRs2bNirb4HfqlKyHy9U+UnnfqSSiUHLB/BMexaH36f28QOhPGjnrjtVciZ//QgTGQgj3RjMHYG/58z19eKIPOhMPGfuGKH9079ReEI8OaFBypE2fmwCrMwLqqnd/5zKeyYebMefG1y/70QGbmjB31hR/+LPLMyUs419/+l7++uiw+nFGTz+s9bCR04swcJNyf/vktcuak6/ZGO8dnz5nzvbv+DWNivudIOHGcgg1t4DTUl5SMkmcuCyRAAh1AgBuADoDMQ8QlIC60/+QnP4mc/VesXXfyD35VVFwMU4q7dcPzNz75ITyHTb7nPP/yd35/LwYWdeki1KCD5Hvs6JGhknijToQF9fo77vzTs69r9oR1CsPHnPed+HAA+ZQf/kYzhnAARDy8kCNE3Ag5go42A79xwjGpoqIIM0ebgdFOK+S4J/9oqjYDozj17Pxv3z4TOurpGUFn+k23/vnVdxE1oRMZzohPndV7vwNi6gDOJy+9uluffaEj37siODVt+vQ/v/5+fMhDJn6i/7ij4jt1/Jcv1+Ck62vPP/PUUG+kMIMPEiCBaAS4AYjGjaM6lAA2AN/9+5OxDplON9bXawpiLcQar9VbXqYbGtKNjVqHbNQpKhJWaab6vWysq/M2ZRRC6eQK5FBOpVLJwDHpRJg5qfaGHBJOUmeEF3InwqnbvbNLj17aGRHBnqR0ands69q7j2pPBGPqq3cXd+uhiqAcQScppyw63zr5I+eddlKqoYEfC2jx4ksSSJBA1wS1KEUC7UegetMHccS79tqna882K3pDTTUE66urMvfAFRU5inft1btrz95q50R0pAiU087GoHPPAYPjG5OUTrtCRqRyGk67Qo4AR5vJcgaGOh2SciopHeMMjAAn1digbgAiw+nasydck4/oOj2S0Gls6DloP2kMCrCnGQ5euL/ttIUjdcLOHD84EGys3bN8+YqxYw9GmQ8SIIF2IsBPANoJLGWTJCC+AxDtzldhR0XF6uPO/wbKe7dXSst+8o2LSidMGDd2jPt1puk33TZj5lOazoO/n4aaSadkvlrg+Jjz7PMX/+TX6KzaE1YH9wYce85Xi7t0U3UiOIXhI08+t273rjjGQAQ3GV/ys+tVY1AO6xSGZCcc1a8ITmEOf23qH+NDNs7ksPZg5nzoc5d06Z7ZEsugR5s502/+3Yz7M5/OSZ2wxmBsUnBmz5l7yc+mq8agHNYewDn8uE/2LTlE1YkGZ79jTykqznzAGBPOxf87Lb4ObgH63TP/VWdgBKeSgpN57/r8l4u7Zj6RiAMHw/kgARKIRoCfAETjxlE5RgApfvxlBmlKurZa6ERYO1Vk6Yb6mDpYQfGV6KnTr5/6lwegHDbLUY1Beffa5l/2iKwDOPhBpJhOCasknMjGJAvnslOPn/rn++NAFnAE5JgzB2YIyFkCB/dtx7QnC+H0HXVoTKfETN67bWtRl65xIi7g1O7cAcE4OhheWnrM7r8+hELMmbPP8IMSgVO7Y0dMOAIyn0mABCISwK8A8UECWU4A3/3FI6aRq1ZV4P/IIjBg6tSpGD5r9lycbJF15EDoyHLYwqpVq2ADTIJHs2bPTgROWBvU/oSj0tDKWQsnM3mSOK00f0O9zFo4WXJaiQAl8p6DN404b4DiPUeIJAJn1uw5oaYKO5MACSRLgLcARdw4cVhHEsBlMBwuzi1AMa0V1+HkL37ie5I4D2NqRh4uLm8jMxBACEclSTgqDa2swUErJg9PK0FJg5MNpxUMk9HJhvccZP8lJSVi2qi2CYB8JgESyC0CmV9F5IMESMBCQMv+LT07oElLUzrgiPZDEI6FD+EQjoWApanTtx+qbeI9R2b/ahPLJEACuUuAG4DcjR0t7wgCzOEslAmHcCwELE2cOXY4aJXX/i09O6CJ2X8HQOYhSKBTCHAD0CnYedDcIMA0xRInwiEcCwFLE2eOHQ5amf1bELGJBEggEQLcACSCkSJ5SIBpiiWohEM4FgKWJs4cOxy0Mvu3IGITCZBAUgS4AUiKJHXyigDTFEs4CYdwLAQsTZw5djhoZfZvQcQmEiCBBAlwA5AgTErlCQGmKZZAEg7hWAhYmjhz7HDQyuzfgohNJEACyRLgBiBZnlTLeQJMUywhJBzCsRCwNHHm2OGgldm/BRGbSIAEEifADUDiSCmYwwSYpliCRziEYyFgaeLMscNBK7N/CyI2kQAJtAcBbgDagyo1c5IA0xRL2AiHcCwELE2cOXY4aGX2b0HEJhIggXYiwA1AO4GlbI4RYJpiCRjhEI6FgKWJM8cOB63M/i2I2EQCJNB+BLgBaD+2VM4ZAkxTLKEiHMKxELA0cebY4aCV2b8FEZtIgATalQA3AO2Kl+I5QIBpiiVIhEM4FgKWJs4cOxy0Mvu3IGITCZBAexPgBqC9CVM/qwkwTbGEh3AIx0LA0sSZY4eDVmb/FkRsIgES6AAC3AB0AGQeIksJME2xBIZwCMdCwNLEmWOHg1Zm/xZEbCIBEugYAl075jA8CglkGwE1TZn+4N0w74ITTsZzybD9I5saWaeiomL06NGzZs0SmYHUiWNMxYb1Dzw/V/gVVodwLHNAhTNnwatlK5fn5cwpPWjs2ANGxZk5icMJa0z7nVaR4WBeNZ/jd/4l1btH/Jkz5JJzrzrjLOhEg7Nq1aqSkhKAeuC156O9V6hninjPiQZH1ZmeEBxVk2USIAGNADcAGhC+LAgCag4Hh2998w35fPmRx6AcZUHdsD6ajpamYBHVdKJlCcj+o+locAQZIRUZjsQbVqed4HjtcYSswUH2D4/COoWjex8RdDQ40BSWSHscnTIak2o6KdCEoDueDhocYY80Bi8ddXR7qvfeuuItqeOYX2pw8PKml57rsm9fqRMNTvlbyzIKkeDAL3ntP1295zbFqehwmoIunQoFR2T/gvb1Tz7eY/QBUicanJl333PbzvUR4GgR/8Uvrxt8ydnSmDhwNGW+JAESkAS4AZAoWCgUAlqaUrF+XcPumqIumdvh8HzLotdRkGtPiIWwMR1BR0tTcOjlq1a16nTvCnukMWgNkULVNjTuqRVOpZr8ctHR4GD4Ta+8lACcVKrVKWfIXjgpD2TwgXlhdybRIHvhpBTI0WcOKIfXMcDxQI4GxwLZkl8a4NQ3yqDHgTPtX090P2B/RLn59GyKOJhZdiZmOFV7i7r1EGcE7IkIxx+yHQ6OK7N/lFXIt7zxGs5QeXq6v+fAzcaa2jaQneGo2X/58uVSR0CODKf2gy1d++/rhWyBk6GhPOAUXrU61QRH2uMOR5FkkQRIwECgKJ1OG6pZRQLZRAC5xcLKDUlZdNOLz/7g4ye2qjWmb/rvy60vW0pYCFHMPHcpvuKoD6WKilpaUrqCaAivg3GQwrNqzy1lrzXW1stjyUKzPd0zm/YrJhybajlxzcakUje//kq6oVEOFwXVKU1HdPCq3fTqS5oIXqo6TnDgaUgdHMULB2lTcLAc4ISF7AcnELIjnLA6ZjiRIAvX2jzbIXtmoB8cI2R95hQXBc7kG+fNLu7du42F1hmInoaZk0rdMPuZLn37OOp4TwQx8Pqn/tl18BBNBC/9Tk/R06s24/m5Rd17WnQyM6fd4KhvOLDhppeeReKOXZZmjx6slvdArztiIOAU9egVAFk5PbXDyZeBkAWcEFdDpDQLJEACLQS4AWghwX+zmMDs5+d/6Z8z29FAl21wy+JnMyOrdLLKGFDLOXtyLuIdCdkFjos9DjoNO3d36buP7bxDm5POLm9uqssG6TTs2t2lT5AxDvY46QQZg+MkBad2zTrvBiACHJzm8SHXrl3ffcRw/eie12J/8v3S4y741Ckl+4/wtLOCBEjARoC3ANnosC1bCOytrduwuZ2MwXJevE8vo3hjVTXqG3ZVNbda12NXHasIDmTXcTQGOt32G9xsdtt/QjnV0TodBScnIQfBcQ1WkE5ScPx0ws7A4t4JnJ6AU9zbcMUd9W3sCYKTbmyAXxjlfUDH/fRMNySjkxQcrzuiplPg1G/b4bcBUCE3bN/14P9enaqrZ/bvFz7Wk4CFADcAFjhsyiICV0087sILLohs0MwHHsBYo0J5xaqL7/6LXLmxqKBn3eZKeayff+ELpRMmjBszRtaMO/748pf1u4a8OqoIxkqd8vLy07/ylafuvHPcuHFSUxaWr1974S03ipdeY1D/2PTpeJb2QK1s4UKvaw/Mfnr6nGdcdCxwMPzDv7o6Phx3HTucQMiOcNwh2+HYIcuIiyjg2ThzUO+oY4fjhazNQA0O+sM778xxh2yHY4fsDqf0qitEGgqDvWeEdMoOB7e5X/in3zVW7YGIXUd08DutoHPxA/9Qzwg/yIBTOnGi8RzHIY768he79uvrp+MIJ+PUHbckA+eOW+RFFgtkO5xDTzml98Tx7pCFmvYMp874n6/1PHBUIJySUaO0sXxJAiTgToAbAHdW7NmZBJCCR367x1cIUo2NU6ZMMToA2aofXOltEonFpJNO8jbVrltnNKaqbJm3s6aDr7hNnjQp84ufp5zi7Yya8vfeq1me+Rqc+pAJgfe45e++a4Qz8cAxNcv/pIqg7NWxw8GQKw+dcN1992k6mlNqa7vCwYG8kL1OSXv84DhCDoRjhBwBTnrHbm/QNZ3AmRMWDvobZ46jTiAcI2TNKRkpFPxmTs277xd11ZcqTScYTjrt1Ykyc8rLvTNQMwa+AA7Y+p3jTc5ubNjVvBuRELw6sskMJ53es2xFcS/9ExJNR8BRv/UrZUUBu52a5as1yBHgpGv37l2xRhPXjNFaDS/T6aLuPVwgG8ayigRIwJmA/q7qPJAdSSA3CGAlLisr88v+hQ9Yos7+8Y9Rtqx5gd6qqbmfDlZi9ff+jZry0j5aQ6+dRkV/HRc4yGNSTRsAP6d8jqlXY7jYSPjpuMBRIceB4wLZBY500s8p2cGx4KfjAkc9RBw4LjqdAsfPKUc4MsH101Ed9y0r9wj56QAOhrf5zR+P3C+/+c3rZma+1+QXcc8IQwV+wr+oWzfR4GeMgGPJ/jVdPx2tm/Hlk3/929kt11ki68ApKR4HjhRhgQRIwEwAvwLEBwlkOQFcL8cjgpEYNXXq1MCBqyoqZs2dG9hNdsC5JMtqwa6DNRgDXRyBMZBSlS3lDBoTHGGMRQejCMcPbCHAge+cOZYJYIazapX9vQKjjAO1A9nfK7TOeOn3njNrzhyLPeI9B89eQa0mmfecIDjaQf1ehoXjp8N6EiABCwH+ChDeV/nIdgIuV9S8PoS6SOkdbqkpKgp94jhepLQc1K+JcPzIoJ5wLHAEH/uFau9wnlZeJrIm2nyTwy2FyO857tf+LUfXmtrPTe1AfEkCJNB+BDK/dM4HCeQfgfZLUyKwar/sP4IxGEI4Fm6EQzgWApamrEqLw975Y/GLTSRAAnlJgBuAvAxroTvFHM4yAwiHcCwELE2cOXY4aA37cYpFME4Ts/849DiWBAqEADcABRLoAnKTaYol2IRDOBYClibOHDsctDL7tyBiEwmQQLYR4AYg2yJCe2IRYJpiwUc4hGMhYGnizLHDQSuzfwsiNpEACWQhAW4AsjAoNCkiAaYpFnCEQzgWApYmzhw7HLQy+7cgYhMJkEB2EuAGIDvjQqtCE2CaYkFGOIRjIWBp4syxw0Ers38LIjaRAAlkLQFuALI2NDQsBAGmKRZYhEM4FgKWJs4cOxy0Mvu3IGITCZBANhPgBiCbo0PbnAgwTbFgIhzCsRCwNHHm2OGgldm/BRGbSIAEspwANwBZHiCaF0CAaYoFEOEQjoWApYkzxw4Hrcz+LYjYRAIkkP0EuAHI/hjRQl8CTFN80fCvfVnQEA7hWAlYGvGeg1Zm/xZEbCIBEsgJAtwA5ESYaKSBALN/A5SWKsJpIWH4l3AMUFqqCKeFhOFfwEEts38DGlaRAAnkGgFuAHItYrS3iUDHpCkVm9fh/0Dk4u9uzpo1yy8zcNQJPpCbPXY4HWwM4VjCSjhZAsdihmyyZ/+dclqtWrWqpKREWqgWErRHlY1WTsqYOa/Oh1Q0GziKBEhAI9BVe82XJJD9BOwJboL2P/jGM39+/2UIfuPA488/5tMolAwZoekH5nDoP+nha4QInqHjFdE0jS+x8rnouMCROn5OGQ3QKpOCI3RAGPqR4WCsdMqi02Fwlm9YdemLf4clMWdOIcAxng4up1XicCaOOGTssNFGe+zZPwKdqq6f9O/r7BHPdAt6PPjck3/esgC9xMwxGiPgWLJ/DP/4b77Za9zwmKcVDnTivT/pOmAf6FjgBPmUKl/89neXz5ROoWD0K1Cn7K1Fly68W+pEEwk8CjuQQIEQ4AagQAKdP2665HCJeIuEW2T/UENB7gTwcvDnjhWHcElT5CUroSB1Iiffmk56zc7SIycIe1zgIG0SnaEjjUFN5ORb0wkFB8dV3ZH2hIXjBzksHCTuicBZuO5do05YOFIEhchwhIhUUHWK+nYTrS4zR9WRIqhMZOYgvwwL59ZnHkGOKyyR9oSeORUV9duqkONmFJp2+/AI+S5mzsTR4yUcFPw+3xN9ypcvFwXoSGNQExZO46qdqT4ZJVXHC8ee/eN9SRojpPAsdhQohMqb6zbvtMMRB7I/ly0s27P+AxGsOHB+Of36A37wGRxLg+O3bbNbxVYSKHACRel0usAR0P3sJyAvv4VKU2L6VbFx7Un3/AwiRV2Ki7oWiYKqiQV1+h/vuOq0L/z4G99X67XynIUvfmven1Fp1IEImlyyBBcdZC12Y3Cs6//55ztWvGixxzGFOmjaJUVdM/cQ+vnlAgeQT7zzp0KnuEcXoYZn8XCHYw+W0HGBEwjZEU4gZBc4gGDRcYcDHRksP8gucGSw/CLuCGf6H2/+4+6FsMpPB3Duu/TX9oQbw/f/1mTklEYddzjIlT9xx5XdBmeSbq890EHyXfbq64Gn1bTrp/++8jWhY4TsCKf3uAOG/c+JljMCcBbc/JDfnT/wAg84dczl5/U74TCUjU6hHvYE7gTg1C3vzbFAdvxYAE71P/Fwi44LHDh12KSPDT7nODVY8C7jcNMDwXJxqqU7/yWBQifADUChz4Cc8B95v7hUWbZk0QVnn9cxNi9f//43n/6j91jerFdmG97OqHnw1f/8Ydl8rckrgg5iAdN6ypeJ6bz07z+8+7yUFQWvPXanMOrEv/1EE8HLsDp2yGoiZYdj1PEaAwvtOo6QA+E8mBBkdx2RQnkjImoswUocciCcB+Y+fkfFK5qp3mBBR+SXWk/58qNXf7XnQfvJl6Jg1LHAWb5i+dcev61r/94WHZFl2mfOA48//LsVz/vpSMiBcI699Nw+HxpjMQZNsMcOB8ZMf/LefY8/xEXHAgc6N7/+r/iQ4VTXgX39dBzhwJgbnpnZc8z+LpAddyYaH74kgYIiwA1AQYU7V52d8/Jz3/nvPzrY+nQq3bi3weWgIucoVq5FqaMaGxrT9Y1qjV85EZ3WBMjnMI31jemGYHsCdRr21vscoU213amkICel4xisQDhJQQ6l4zcDEY+ODFYgnLrK3cX79GwzS0wvAnVqt+7q0qeXaWibOvsMRNe9G3d6c8o2Ek0v7Dr1O6oaahoCdQKd2vPehu4jB3uPrtUE6oSCbJk5VW+v8ybumjF4aYeDDonoAE5x394hIHct+uZBHzv/2M8Eftbh9Yg1JJD3BPgdgLwPcZ442FjrlIt3irciv29siHs3XSI6QgTPRUWZ25a8D8e7/oROqiHuPYKJOAUvskonEE5SkEPp5MwMdNsPB0N2O+M6ZuY4XiwQxuDZ7/RsrAvenMvTwXJ6NtPznv9tawLhdB3Ut+0I86tAHfMwT61dp8u+vV3ej4RI5nlv6g9vPof/G/fsvfSQT/34oks9B2QFCRQuAW4ACjf2OeR5uqpu98KKDja466A+PUYOtBy0YecetNbvqBZ96rdWGTt3HbRPj5GDjE2isoN1eh40pMu+tuumqj1+TsHyfSaMsjiFJug4wEkKclI6oYJVVL91txGCC+RAOFBOSsceLDXiOKhf0JM6I9INDX2OOdDITVSq9vgZg55d+vfq2k+/dUeVdZmB6N9jtO2Ku2oMOvvZA6d6Hqzfj6QZkxke9HZRvXxDz4OGqgO1smqPnzEY0ri3tu9xY7Sx6ktHOIlABpyuAwIiBdsC4YSCXNf0hvzDj5xZetSEcQePLRkV8H6lwmGZBAqBADcAhRDlfPDxymPPKJ04sSM9Wbhi6R1bX8cR1ZVSLCq167drljz0yxlajXy5cMO7d6x+BS8T0VGXf2ga7fnp57+ENU8aoBW+PucPqPHqeJ3K6Jzjq/Ot/97pqGODkxRkZx07HBEsLxx4qvGxOIXO7pA7RscbrAgzx/2MsDv1hduuBiI8As8Iu86XH7xeiOBZ5o7wS4sUWi06ZYsW/n5T8+lp17HPnM9fdanYAKiTxwjZYgwMOPuKb+AZjzhw4NQNLzwSXwdO9T2mRBiDZwvkQDiOOhY4cOq6v98eCvKkE08WEPhMAiTgJcANgJcJa7KRQOmRR3fwuzkuGv3mkr9aWIg1L/ja0rOpyjsMXyaWyknpiLUzkNKlSxb99tG75NG9BUedyl9e6R0raxydgrW/+eTRcpS34KgTGCxHp1JBwXLU+UsqdZ4/H0enQMMeLEdjoGMPlqNOUpB/VFb22yfu8cZa1LjD2XXVpdXLPvDTcXXqoDG/uejvRd18l0JHnasv+J/fPnWvnzGod9RprKmt/PcSPx1XOA3pPX+/vW5r84eTXjVHY+DUrx74a/U7G70KosZRp2FnVdWb6/x03J0CnB3z3/ELlquOnzOsJ4ECI+D7rldgHOguCegE/D4yxpp39hXf3L1khT7A53UmI/+loc1x7TSMVKqw5uE+4FRj45Qf/VipthUzHw54NgAR1k4M8W4kwsLxM7Sz4BjtScQYKGcbHMyEsjfecJ85ScEpLS1NeTYAEeAUdzesX4kEK8ppNbE05dkARDCmuGd3L+ewcIr26VrUvZtRB5WB1wjkwNKJpcWP/UO+FIUIcDQF8TICHAz0Zv/RdIwmsZIECoqA4Q20oPynsyRgIYClRVzHxZWnR6b+Tl7sr3pzpWWUpSlCni3V1I3ET8+6BDdEiYVc/JEE2S1UIc7aKTcSMeHIjUQcOOpuLQ4chFgCjANHisSEI3USMQZqKpyMuNv3caUZspCIPTHh/O8FXxNb0JjGyJxS1Ql9WhVLNq4X+1sHKKWff/k74uOROHBO+ein5O5IdUo5TuiiqhMWzuO333nedT/EIeOc45NOOUXujuLohPacA0ggXwngVyb4IIEsJzCr6dHxRq6qqJh6Y+Y+YxxfPTpq1JeBZejMmjcnsFtgB4hMvX7a1KlT1Z5h4Qhj8KyKRCjnJRxwSCRSOQEn42zbiR04DfIYjoYi7GmV+MzB3/pVw9G57zkx4cCXpGZOIjoqWJZJoGAJ8BOAfN3Z0a8kCKTTP/nhVVj8Av8oqf1guD6tXqK2d7a14nptQ3rKlCm2PkFtiRmTj3AAz/0GCRtpwrHQyT44pUdPjHmOJztzkDHb/9avha5oSuw0r2+MDwe+xHQnYacC8bEDCRQAAeVjywLwli6SgDsB/OX50aNHx8/+3Y9o74mP3cvKymJm//ZDuLcSjoUV4eQWHFgbP/u3uOzeJGZO/Ozf/Yj2nuJWnyyBYzeVrSRAAmEJcAMQlhj7FwQB5nCWMBMO4VgIWJqycObA2ixJcJn9W2YOm0iABBInwA1A4kgpmPMEsjBN4bV/v1nFD0b8yKCecOxw0Mrs34iI1/6NWFhJAvlEgBuAfIomfUmAALN/C0TCIRwLAUtTFs4cWMvs3xgyZv9GLKwkgTwjwA1AngWU7sQikIVpCq/9+0WUl7f9yKCecOxw0Mrs34iI2b8RCytJIP8IcAOQfzGlRxEJMPu3gCMcwrEQsDRl4cyBtcz+jSFj9m/EwkoSyEsC3ADkZVjpVGgCWZim8Nq/XxR5eduPDOoJxw4Hrcz+jYiY/RuxsJIE8pUANwD5Gln6FYIAs38LLMIhHAsBS1MWzhxYy+zfGDJm/0YsrCSBPCbADUAeB5euORHIwjSF1/79IsfL235kUE84djhoZfZvRMTs34iFlSSQ3wS4Acjv+NK7AAIRsv/nl8//+NUfWVu5JkA6qPn2l25fU7kG/6sdw+ZwMGPG8uldB3RRRSKUYYawRx1LOIJGUnDmL59//NUf1SKuAncsJzJzhFNdsmbmAM7hXzy8/eCArXv23wGnVai/9vXsgnlHfPGw+O85f3jp9yCs6YTN/pOCM2/BPO97juMpoHaDDpyKP3NUTZZJoBAIFKXT6ULwkz7mNIGwS5SjsxESXCif89CZUv+U/T99xmFnHjBwpKxxLGC5+t7cy0Tnyft/GoUzDjvjnTfeCXvtH4vxFXO/K3RgzPihRxw06KAI9mAlnrX+GWkPjFm+cvnJx54c9g8hI8OY06KTN3CQm960aEZ8OF7II8PPHJjxuYfOksagEG3maDMQIpCKYE9ScG596tZ5e+bCBnk6RDAGwz/9h8m9BvdSdXBa4aV79o/OeGe48r/fQwEPMY1RiHBazbhrxvO95jfJZPySp1Wo7B/DT/jlxwaOH9wllYYx6VTRmYedEcEYOHXJ378gdE7e/zNFqTTeu94OD2f23Nl3VN4mnIoDZ9oN018peUnCgVPIRcIGHU598e9fGDx+MHRizhxhCZ9JoHAIcANQOLHOYU/bYwMQLftXE24VKBbCUMm3mguqOiJLQI3jQqgm3KqOWJjdswSZU6oi1ZurP3f02chaHI2pWF1x5WvNaZOqExaOmpuqOmHh4LOaWxbdqCqIclg4xmCFhYNDG3Xg1Pih47Ftc4QMHWOwwsIxQoYI9N0jjs7qBgAvxSMCHLkBaNHI/BvWKZzU3/z3N8QGII6OmuM2pIqQeUMN0wbPoTb8ao4r7YkA+eivHjnmtAOFAuxBQWwGYAzKjqe5ugEQIkIwLGQ49a/djw8ZP0gMF88R4Aw5YmjpdyfIYEWDDKeOOe3Yj//yo6oxKId1ShvOlyRQCAS4ASiEKOe8j4lvAKJl/+A4/535178yrUvXouKumdvnirtmFmPt4ZJf/m7e7/696j9dezXfuuPVccwSTv/7aYHGuOxMTvvbZ4u72ZxyWVDXbFnznSe/FWhPYAoFyNNenm6xxxFOYLAQKRc4LsFyuYKOYGGqdOmZCXpR12JkPGoehkoBOXAnYA+WI5w1m9d868lv2yG7ODXvtXk3LL0xvs4t/7zlmcpZfjqOTuG8/uojX+vZv6c4syKfVtgATF38214Denbt2QVnuFdHnOMImT35Hjx+6Id/eKyfUzLiKFiCDqdO+8mpB04eLc6sxlSqa8vbjticOCbfSNz/8cY/Rk8a7WePI2Qk7uPOPHjA2AF+Z7oLHDj1oc8eO/bMgwdCp+WMAAc8xHkhdjinN+1wLHDg1PV/v+Go/znSL+iOTolD85kECopA14Lyls6SAAhEzv4xNt2QbqxvbKxHsUHAFDsBdS3EPTDiNhhLfpmuT0GndhdW8+ZH846iJQsXN+SIZ6xhfqmYZgy0NHukMWgSC7MxZfHTkYkULJHGQMrvIrGmoxmDREraY4VjhiwTF0c4gcGSxtjhuATLEQ4O1Li7NeipLl2Ki9IyAYLI3PVPI6tDxPGxwME+d3MZIYeFk7HENJNVHRenktK598X7Bo4b6D2zhD1Pr34ak0fa43c6ZIypxelpOLPETBYKgTplCxc21GcmYc2uNALUmC7Cc1GXzJ6/e9OmXc4cTGNUWva07QG5TjnNG7sWz2qCA5NgiTjHUTCe5qi32KNBttyT01DbYNQRb4MucMrfK88YI3SUMwLvGHhzxRmB52fWz8L/6BaYxGtBV99LNacsMwcH4oMECooAPwEoqHDnqrP4BOC9XpkFI5HH44sfg85ZR58dQe0/7/+7vqY59fcb7s16cQPBKcMyiYJ8PLX8X431mfsKLA91GUM3JECTh0/WPnF48u0nLQqiyWvPKcM/rX3354m3n3LUkQlixp5hk9VRuKD9r+Wu9nRruuyH4UVdizQ4/85AVrJk9RgtZRc40YJ18vBPN93x0XKkVCpisNrCgdxT7+hwRGYpjiTKwq8UPh/Ap0zYcHYt1iCjs3uw5P5tcsapNvMNwXqyPCDoRsganEfLHuvaq1srLFPJoOOB8/B/H+net4dpdGudpvOZkZ/RnELXB196uOfAnq1jTCWho8CZrDl17+z7uvXu3ntQDxEU+Qwx7ASEJCq7dsucjpjJqEK8vDMHOn0P2NdkQmud5pQ4zVubm0qPlT3azQpZGiOvREwe+Zm2AU/9c8k/1764ftSJozRx7aW0B58zNKaKPjPy09p7zn2z762rqh94yEBtoPZS6IjTHE7hPUft8MSSx3ZvrA7UESL4uAwKGI6CdjrAqaqN1QiWPejSKVH4zKjPQM3vKoZqJ8skkMcEuAHI4+Dmj2u4zeDGN6/PEn8ifG8e39vD/23s1xbnNm2+L4qLNRXkP22yOt+RbRuKitoag48zAvLttuNbXjVdEm150fRvJHsyeUYbFbwI71dxUcrjVhQ+6VSxzjS8MfDABY7ILIXvPuVk4BjQRILs1amp3NNzQEDCLRxs8+wJVWI6W/fYc8E2ZogXHmNQXbN1T+AGQN0MZD4oSGU+IlAfNZU1PQcE7GrU/qLsPc33BOmok0cKeu2pfHcrPmaRHVwKYIMzS3tsfWdr4AZAG+J9z4FT1Zuqwup4T8/Kdyt7D+4VNuhyS3DqqFPPPPxM3HhkudFI84UvSSA/COhvWPnhFb0gARIgARIgARIgASOBpluYGuv3NOCjp/NmXPDoc4/iWzHGnqwkgXwlwO8A5Gtk88qvhp0N617bkA0u9R7Sq/+BAZ/pw869O/bieU9l5hmPqk17tE8ABh3Sv0e/4EuDLTo1EKnevMd7KW7/D+/XdISAJ+hIY6o3VXuv4w47dliARFNzk07GGDy89kSFU42rekJTPPce0rP/gf3UGmNZhYMONVv2aN3c7VHhNH0c0eaap3uwcFFT2OCFg3qXYAmnqrfuFVelvTMnlI5iT7NhElHvob36j3afyZnhcAp3YUgFUUjXN4w4fn+t0vtSmzlenV4De7h8khCoM3BM6JlTvVmHk25oHHTIAK8XWk3LDNzbmE7VbK72zhzojPjocG2U92WLTjNk72leX1M/6oQR3oFaTRMc+Z6jn1bo3LC3zuUTAA2y156e/QJu+sKxWpxqtqdp8rSxN13f2GuQ+3tgRgfvXV7ImxZtPPTccW2kTS80p9Bl55rdf/npH1A45VOnmEawjgTynAA3AHke4Lxx7wvjLyqdUBrNnbJFZTPuueWeG/4Rbbg6aum2pc9s+Y+sUVfcTGKdSu1Ys1u2isKlp39r4uSJauXFP/oyckq1xrg4qR1Q/u7p35x4ZBsdVM5YfoPspq+4m6q9xqDzn396hxyCgoCjbgBadJqzIqzcWCnVIaIs1k61fsnqJXP2Zr60Jx4tOs0rNyq99hjhlJw4skUj868rnE/rcCIEywhHDVaLU6HhwBFvsGSij8njCOfKi6+Yl3pW8lHtETmWN1jeSGH4kools/bOVnWU3QIS/Ux6JFtFQdMRM+eq7/5wdl0sHSH+s3//XD2cFnSvMZnToW3EcVpdecn3/73n31JHhYNK40zWnBJjv/yz/1E3ANDBHT5V2JU1ieAX9BEsbOlREP1R1nQEHLSqGwDVHvdglS1eeNeCu8SBxHMTnJbE2vS2Yzytuvbouu+oPh4d20zWnBJjv/Kz/zngo/t5dFrt8c5k7bTCWDh10903l3yqdVfTAiecDiKlWoJyi07GLyNkMXPGHjy2ZGSJNpYvSaCgCPA7AAUV7lx1Ns7PgMb5zR8vr3mvz7vyj1d6VzhvT7Hmea8twRf8ta9uw7rd+cLd3rTGqyPWYK+O6Dnh6xNQCLQnkxAcOdG75kk4P3zgx9AJtEdsQrw6wpiKNRVnXXuWiz12OMeedOz3//jDQGNwIDscx2AFwnlz/ZsuwbLDgbX4s1D/eP5uBEsmjoKbeBafEaHJDmfKlClHfT2z1QnkY4eDYJ1x7ecCdfyckjOnqEvRlfddFdMYmDH+kiO79OgaWUe8RYwbN+70a87EV0Uj68ASPPDjkve8dS++UCvOLDXXFx3Es33m4K994Sfq9/9oJse12xMQqYqK48756LAJQ6FjP9MtMwdjMzn3zFuGThhqNwY97fbgZ0D3mzgU2wm7MX5woI8Hfmj1C1d8cfixw4q7FKs6XtR+Tgkd8TOgw48dHhh0u1NCjc8kUFAE+AlAQYW74JyVaUqovwNqwdRY1aguV1pP+5qHziL7Rw4357k5O+/Tr7BKNb+sS3aQhRsuvuEbv/22fKkV7GunCmfnDb7GQNNx7cQVtUTgIDe15CjucOzBcodT9FyRJViOcICxYUfDzjW7cBXZ+3CfORhrgeNuTBwddebMmTcnEXu2r9zZrU93LxnUBEZcXiCAYTsqdhV372LUcYdTOnHiHbP/ZBRBpcvMEX/rF7+PlAgcHNTvzHKZORieeQMsTnV5zHeL5Q4HarvWVRV3M0O2w8FY9YFgFXVr+aMGakMQ5LZ9U7s+qNZqxMvAmWMcxUoSKBAC3AAUSKAL0U01TUnK/8yV+N/qYo5rnsz+MR4X0XUV5zzbO1CtCUwIRGcNDlbK3z/VJuNJau2MAMf40XyoBEUFopajwVEVRDkmnMCL/doR1ZmjNYmXicBxdEqbOW2/vpExJ5ox37/wMm0GOurI7N9IJrI9qho+lgk1c0T2D4Urv3jF7U//WZVydEodUlJSgs9G1BqU3U8rdJaXP7p4tkYR7PnRV350+7//oNrjCEcdMunkSXjZtItovo0KLx2dUnWwVes6U/9CQgSnVE2WSaBACOhvKwXiNt3MewJ6mpKcw1jtbn/qj2HXPC2HkzmuY9blZ77cSIRaO71wMt8ueCpzkJhrZyJwpLNZAkfaExOO0Ik5c6Qxl1/ynaMOOMrv3jDZLbAQyinvzJH6oXTkKK0QNuJa9o9cWVz+j2mM/M3KCKeVzP7hWunRpamnMy7GtEck7hFmDg4ts/9xY8ZlTIltDHLu4tmZy/+h4DQduc3TVf/zoz88nbnoEEcHGwnx5yPCzpw2pvAFCRQmAfxuNx8kkOUEZjU93I3EGozTGYPch7j3XLU6I+7eHz1hydSpU7Uh0NFqor3E3bShPDXCgTGJ2JMUnNnPzo5GQxtFOBoQ9SWClcjMUTUjl6PNHK/9nTtzcHKpBBI5pyCY63BUJrKcIBypyQIJkIA7AX4CgFyOj7wiYLlImYif8uK9o5p27V+OCqsjB2qFdEPrZ+hak/elH5ykjAmr4wcn/oVt4TvheOeArEGwyt8ply/thSycOTBYXt6WxnfizFGv/Qt7wp4O0gutEFZH+2BEqnUKHHl0rRDWKW24fJmUjhRkgQQKhECbn98uEJ/pZh4T8EtTOstlvwS3U+whHAt2wsktOLDWm/1bXGi/JjFzvNl/+x3RruyX/dtHsZUESKDQCHADUGgRz2d/mcNZoks4hGMhYGnKwpkDa5n9G0PG7N+IhZUkQAJeAtwAeJmwJicJZGGagt/7xy9+ZgNNwrFEgXByCw6sZfZvDBmzfyMWVpIACRgJcANgxMLKHCPAHM4SMMIhHAsBS1MWzhxYy+zfGDJm/0YsrCQBEvAjwA2AHxnW5wyBLExTeO3fb/YgTSEcwvEjYKnPqgRXvOfwvn9LvNhEAiSQ5QS4AcjyANG8AALM/i2ACIdwLAQsTVk4c2Atr/0bQ5ZVWyOjhawkARLIQgLcAGRhUGiSK4EsTFN4edsveLz270cG9YRjh4NWZv9GRMz+jVhYSQIkEEiAfwcgEBE7ZCmBLMn+N2xf/eJ7Dx846Og929Jxsn+h8/Ex5wL3sP6jIkN/eMGMjELxUZ84ZhL+TFLktEnowJ44xmQbnDfen/v+1sVZBQeE31tZng0zJ6vgVKyueH3TIwIO5nPkaSycin9avbRwzgcNS8TMiXPnTyKnVXbCiflegSgDDt5IRwwYG+c9R8LJvA3GeCPFcD5IIL8JcAOQ3/HNW++yJPsXfJdtvhf/Z8pHYQ3rFm0hxC5C6hw+5IsQi6YjLFmWuvfaf5fuGPDmG+8XR1hQkbg36zT5BXsip1DSqThw1m1bLnXiwEH2n9FpgbNh+yHgHCFLSBzO4Sd/EdlPtIgnBWfp8oWrGu6PD+eVZX/vN6S7QJTIzIHIwwvejAanZns6kZmzYvMiCef1zY/06Bdlo47cNKvgzHt0wZ7DH5SRivye85dZlx54VF+pE+29AnD+NfcO6MAMPMTMiXBuPvjQzA1D7pHGQCrazGmygk8kkM8EuAHI5+jmq29Zlf0jcVc5q9lGqKtZYsUSUqIs1zD3BRWJu9EYVEZeUDFWdQov3RdU5KZGe2BMKDhI3KVOZDjCEVVHEkalu1NSQRQiw1F14jjVTjr5AWfJsoWpgc2E4kB+duGfZG4aJ+KVH+zF7ijmzEGOu2NIrdCJ49Ttd/36q1PHSmNQkEF3f89B4v7cfRviw4FTG9/fY9QJ9V4BLyTkOHAEFj6TQB4T4AYgj4Obn65lVfb/wdbVb35wD0B36Vqk4ZZZAuoDk2/oNNSn7ToQQQd7nppuSLnoBC6oSNyhY3QKNrhnCSs2LfbTESIucNCnsckvoz3SmEA4mDlGOEJB6gSmPn7BCqtTvrzczx5pTKBT6IBHfB3AmffGn0qO6KNBDusUjKmvS3uDHlZneXkycHZvaGzY13BmwR53yIBTsbRq1OF94J3KJ6xTGTi1GTgxddLpTI7bZ0A31RhohnIK/fHYun5v/6Hd20MnApy3X9lx7GeHwCrVHukU6gPfSLEbwa4GPY3BEia5vJFCgQ8SyHsC3ADkfYjzykEsxKNHj45za3uyOJavLK/e1SA0xaLVtVuRKBjXMKw9fsl3oE7gggo4V91xUsmRmTQFDz97XBbU+tqUiz32BRVfT5z79p/3Hdx8vTPQHguc11f8Qzgl/erRq/kHDISsCxzMnB/de5TQcTEGPf22W4nA+dXfvvThM4Za7Al0SowNDFagjjitzv/fg+x+QUdI2VOovdWNmo4IlmAOmwN1Ml+JXlhWfYDtzAp0SsDBs2aMdoYG6gg4J16yf6BOIJzly8s/WFE97ODewjbjJHSBM+MP137qC8Mt9gQ6BQOQK+PZHiwXHVy5V3WiOQUFkbhbnEIfFY7fGym64WHRcXFKiPCZBPKbQFEaFxP4IIHsJoCEoNegzCX2a2/7ytknXf75My7sXHsv+cHxd9/0Mr67efvj3x5xyD4WY4zLoeiPLEpcbMbLNVuWP/jfKyPoQOTlpX///JE3YSzgjP1wv336+e7qZQamZc8YK5NvYcNzSx96o+IuP3vsTv3p9hl3zcjAWbK0rP+oLgvXRdSRcGDGjf8+w88Y1PvZo8HBzHm/y73RdFRjHIOlZb04LuxR4Rz70WMsQbc4BSnVnmjBgjHQwbda8SxOqx79it/ZfTdeGh8We1RjMPaXd3+m76BuRhFUWnRUOEXFRSuLMp+t+T2EjgZZOKXa89i/HrDoWIxRT6uzT77i0Tk3T5w82G6MtrVAZ9ijGfPI7Ig6KpwnX7oN9/+MPKx5q++1yuiXBmfF++W/+uNXS8b3DQyWF7KAM+agcTg0CE+fft2nv36An47RGC+cr/7kY++8suPcKQd63RE1Ljow5okXbo2gI+FE+NaBn8GsJ4EsJ8ANQJYHiOZlCLxYNmfW2h9nIQt8ml9b0xjKMG0ZExvwmDpyFw9jxA0G7iap9nS6jjAGxoucQ9qzZ3fzxWBHv4xOYWwiOkkFK45OcZfMflg8wgZdhQMFCRl3g/Te13f32HK01n9VHSmC5jj2qDqRg6XC2bG5tnuvLq1GO5SEX9oMrFy/t1cScFYu2jV8TPMnAA62tNkvqXDKX99h2QB4lWWwNDj4BMAvcfeKoMYI5/3Fu/bp381dR4hADZBVp17/9+YjThhoPK6xUjqFgqpz98/fs2wkvFKqDlqPHH6x2LZxM+BlxZp8IhDi7T6f3KYvuUUAt7bXVIXLs7PWQZGgi+eiotY0LqzBWaujOhX2A0bhFFDgE3xVJy/hhHUK/WXQ2wNOQ124T4OlMTBMtSda0IWaqhOWj7RHFandk+7eK5yS0NFmYH3TjfvuQtIYDQ6+IOEugp5+OqFEVB0NTjQdHU5tFKdwaE2nriaKjkCk+hXNKaGDsa/t+seClZnPLSeMuKS4a9Enxpw7fNCosJrsTwLZT6A4+02khSRAAiRAAiRAAiTQMQR2bKlb+271U/P+WNL/6BWryjvmoDwKCXQwAX4C0MHAebgoBPbuSs+7d0OUke08Zr/RPQ8/vp/jQXZvr0fPXVvr8LxtYy2eN66qEWPD6ggRr86hx+07/GDXC56wR9WRxkDWXUd1Stij6hx72qA+/Z3eZFQdDQ5kT/zCfnh2eSSoo8LBoaVfcYIlRSDorqM6hYHgo+pEC5YX8rgP2W4HV+HDHj846BYq6KqO6hR0QgXdT6e+tnHSV4arxvuV7ZCHHND9iBMG+I1V61UdL+SBw7qNPMz2rSEpZYc8ZqKTCNQ0HRUy4HzkjMHyiPaCRadmd/3Hz2n+OnugCDqIYHnh7Nqyd+LkQXYF0WqH7KIgdbwz5wunXjnhiNIxB40dNbLEXYo9SSDnCDitzTnnFQ3OMwK4BejCST8onXBM5/r17Snnf/OiKTADhTumPQhj3lm78P3UPZpV2kqJVnXRlZ2nX9U6MI4OyKTGpgScVbsWvb2zzfc41ZUSh9ZyR2kMCqo9kXWwdt6xYKqAA82Hll6hHgJl1R5vBiA7q8ag8j/rfiibRMERsgonjo5qj0uwjBHX4Hh1VDiw1i9YqjHoFjlY0Clb9IY8rf7y7HcEW/ms2uMXLJEtySEoPLjkcvUlyi7B0uAsXPzGhtR9dh0jZA3Od6acp4l47THqqDMHxjyz5HeajgoHTcZgaXCg85+yWy06Fsh33N16Wl1+jeFXEFR7/HRUODDmT/dN1YzBSy1YgXBgTF2N4Ss6gToaHOjU7omrA6f+/uj1RqdQ6bfxEP0FnJM+eYp3OGtIIC8J8EvAeRnWfHMKvwIElyZNmtSJjmV+mrCsbMqUKbAB95uKG51Xr6n43zszVvmtuF6DjcuMqmNccTWdTLZ099Tbf/PAKSdNUuG8+MacO/59qbDHRcdoDIaH1dm5pRZbox9d0QYOdG6/9/qXV/45JhzoXHxd5vdGHHX84ITV8YMTNlh+cMLq+NkTKlgqHADB5JGn1e/vvv6VVa7B8jMGmqd+e9SgET0dgwU42C6KrEueVhCZM3f2nS9/FwUXHZFKGi/ZXn/jtMXVfxU6gWeECkc9rfCLmZPPnyB+oh72BOr4wYFT3/3Z+e46fnAOPHrfscf2G1qS+awv0B4/OHDqU2cceehH+zsGC9l5TVWD9z0HhPELnu46fnDgFNz52LnDXJxCH6MOCH/jynPcdfzgQIEPEsh7Al3z3kM6SALxCajZv6qGz4jfeW2nWmMsG9cqtWconYNHjxV/DAHZvyqC8qihYxOxp3Z3KlBHrp3vvlOOrZHI/jV7Dj1g4t/uD+ATCAeapQO/ft9/Zmji2kuhY4GD/oFOoU+gPS7BcoHjYk+gMRBxCZYLnJptjXY+0in7rREfrKzZvDZzh5vfQ+pg5qCP3zVXuzEY6AKnqEtw0FU4q1atKikx3/hht0c6ZYfTrWcXRx07nE2r91ZuqPMj7AgH3QKDJeA01KYnT55shDNxQmnqrhQibgm6Ixz8XpMjHDvkQB2XmWNhyyYSyA8C3ADkRxzpRTsS8Mv+xSGxlvz4+ouNh09kmdHWTvufQrOsi6GMwcVUo0eo1HTscPxEvDqWnmjCLbn3/cfQJRQcjEd/40ZCc8pwJLcqTadj4PiZFhaOn47mlF+3wHpNB3AwRH7+oA0fOzbzmY/3oTnl7eBYo+mI08qY4EKwZJR5S4AmzanAo3ftbv7hDU3HDufPMx750bQveo+lOeXtoNYIp4z2aDowxi/7F4J+P7SqOaUe3VuGU/h4xFuPGnedU07OXBPptW83r47mlLcDa0ig0AhwA1BoEae/4QiEzeHc1yrNDgxUNxJGHXv2rwmKl0YdY0+1UttI+K2dgXC0jUQ0Y1TDLE51GBzNnshwNJ1Oh1Ok/G0BP6c0mwNf+unYE1yvbGQ4E48unTmnVc+oY8/+xWBcuZcqfk7JDn4FbVfjp+MCR03cjU752aDWf/erP5s55yZZY9SBMfbsP5Nz/0xqZPbYkb9BqybukXW03ZHRqVZzWSKBAibADUABB5+uBxEITHAhIHLcRJYZ+5rnmOAKS2CY350VQU63ttudcoEjtOw6rcezlhKBg9RkwhH34DiEY4SdSKSgbNdxSXDxFzLsETfab6y067hk/5D92nk/xuRBIc7MERfd48MZN26c3SkjB28ldkfF3Wz5emD2LzSRuNud8h7aW5PZSEwLmDneUd6aouLUl876UeRNiFeQNSSQrwT4JeB8jWxe+eWSMSTusCXBVb+tmPhxjYKW7J9wCMc4Z0SlBQ46YPL43YRj0YzTZJmunXVaGe/8sdgZx337WMtBOx4OjPG79m+x0+4gW0mABLKHgPl+xOyxj5aQQKcQwAonf/OnUwxQD2rP4dSeHVMmHAtnwrHDQWsHbzn87BGnlTH79xvSrvVZlVXDGL/sv10hUJwESKDDCHAD0GGoeaCcIcAczhIqwiEcCwFLU1YluMz+7ZFi9m/hwyYSyA8C3ADkRxzpRWIEmOBaUBIO4VgIWJqY/ecKHESK2b8lWGwigbwhwA1A3oSSjiRAgAmuBSLhEI6FgKWJ2X+uwGH2b4kUm0ggzwhwA5BnAaU70QkwwbWwIxzCsRCwNDH7zxU4zP4tkWITCeQfAW4A8i+m9CgKASa4FmqEQzgWApYmZv+5AofZvyVSbCKBvCTADUBehpVOhSOQYIJbvnoO/q/cWRHOAqW3+HribfcNO+a4cXF0IInhLyyeHlMEcOYv+sLxnymKqQN78hLO3x86l3CU+dtaxMxZu6ms59CFicwciMTREafV84um9R2QOS9arQxfwvBETqt/PHJeInCenJc5x+M4hUhd/OXTsgcOYrJg8ez4kKETH074CcIRJJAbBPh3AHIjTgVuJdYnEGinXw+EeNhf/PT7TW6swbMXfEwGa/9Bl48/8IKB+5bImsCCSFP+ds/U3sNvE50hgoJFxwIHK+j6rbdKnf0GlA7uPzaUPQIOElxVB8ZA00/HDw6GPDDvAGEMnjsdDnYjC9/7irAHxnQ6HC1YlohLhmpBzJxZs2ZVdvmqdAoFuw7iazyt1JkcGQ6OXtNlYXWqdQZGnjm/nzl88NDM3+INPB2E79qzgDN79qytxa5wLKfVgkWzV1S26tid0iwRL4V4UnB+MWPI+Ak9oBwNDozBt34B590tX3KEbIFzw43TRk5sfe+KAEcg+spl/U/9fB9Rhl/RdCpWV/z14Q/FgSMM4DMJ5CUBbgDyMqz55pRlvYnpKpTDZv84ol+Oq6ZNqmGOKZTM4XBdUCbcmo53IbTAUXNKr45fBi97Sjhq4i5b/bKN9oaDD0bUXZZqTyg46gZAiqAgsg13OEbIYeHguH6QXXYmcuYgm/fT8cLBQRHiwA1ANDgYBWVcf5UbAKkTAY7cAEgRFESkULAHS8DB7/2nilJPvfwRkeMG6lhOKzXHlTp+TskOsiCV1RxXtvrp+J1Wao4rRVBwhANjxG/+PPTwzJ1FN4hcOVBHuqD2FOXDJ/T87k8GaJD9nPIOFzVw6tQzD7lmxmCtQ1gdROpvd19j1DGeDtrh+JIE8ptA1/x2j96RgIUAlrEI2b9FcOn7Dxhbkc2v39rcIhZmb8qi5nAvLF7or5O5nuq4EBp3ERjeZE+zjl9+KeH43VogxMWzcArKXr+MjqiVTcY0V7jAQeKuDpdl1SlUYoG3G7NxW5kcqxZUnUA46kC1LLCI546Eo9qgllWnUB8IRx2rllUdCxwMMe4rhFQEOBvX12s5JaRUY/DS6JTM/ktKSpBWCgO0ZxcdbYj3paNTaur83xdr5EVuKeioI/ujsHplnTdxd3EKxgT+4qeLjjRGEPYGK6xT7y0vh+bSRXs1v8LqCMO2bGrQJk8op6R3LJBAnhHgBiDPAkp3XAnIBNd1gEO/d1fdInr16lUkCl09Z5i69sgUSs3+MVDodOua6toto2MUQb1YDjdvaTjusLuQpmv57ubKil270uhm1zHuTFQ4DfUpN53mHQW+veA1JmPtxuWhdPzg1O4NsEfNEvzgwJ7q3cE6gXCgs7emWccv6GrE/eBAJxE4gUFX4WBn0n/IRGOwAoPe5BSszjzUbZua4KKpZk9qV71tEjrC2b0rbeGjOSUv7qrZP4xBWrlze2OPXsUoG08KVccyczB8zar6/oMytySJoGtnqOoU+sidiQpH5MoWpzBQ1fGbOQ89NBMbiY9P2gf9A51S96IwRs3+caX8yGN6jDq4u4uOHc67S2vtOoIzjFHhoCwfCxdlNueBQbfrgDCcgo4MujdYQkHqyJkjLWGBBPKYgCc9yWNf6RoJtBBQE9yWugT+ra/L5Dp47GopoCySeO/ajFVH5pebNzbgvn950VTo1NelUnuaBS06Q/brsrLyqysrDR8LhNJpsqc5iZ+/6Porv7Mg40nTw10HIrBH3KKjZht+OgIOWrXs2QIHnb32+EG2wAmlY4GDXFnYExj0sHBgodGvsHAsOmgyzhwLHDRpiZQO51utM8eio50RFjibtmau3DsGXTVm8bKb/rtwFq79Y7h8OOpYZg7Syku+3c8l6DAGxxXPOB3WbkqfdcaF0hIUvMagUgRdPSMscISaV8d/5jSf4+9uSR6OuHJv9MtrjwbHmHy7+OWuYz9DoSOkLDsTQZvPJJAfBPgdgPyIY557gXy955CFCTq5eOlNR4//QWRBv+FL37vZUdO7HIqB+w/MXBVLRKe+Hp8kONmjGQMD5BVN2BNZRxWB5oq1t9TUtO5nUOP30OxpJx18zFLfdHHazwxZb7fHUccugmM5Bt2uk1SwktKJGXRxOgDOq2/M6Nsvc+Xe/hBw0EfbogidJctu2rmzccDgzJV7+8MOedac63v3KY6sk8kvm84D6IwY3c1uiWg12iOd+u9Lez56Yu/4Os/PrT7x1MwnCfaHBTIIb1hfX/52rbuOtg8UcIROVVV63PjMJxL2RyCcQ4/sESdYxp2J3SS2kkBOEOAGICfCVOhGvrpg9tJ1X8l+CnXKhf+w1oplTNw5lCU6whg4EteeNL42nUK2nXbK/83kwEfYE0cnQcjJwokPOb49Kpw49qg6MYMlndq0oX5A0y035slhrc3Y0zQD0WvTB/UuuaBRDzrCnm1bG+pq09F0VDjLFu8de3hwgms3Bq2zn9j9KYfE3U9HwsE99y4Jt5+ODNasJ3a7bAC8OhocvF1Es0fTwRcA4gRLbFFGDLq8S9fWu7m8xrOGBHKOAG8ByrmQFajBjhdrc5eO+LC7OcWI4UYW6sR3CjzgV3wdwrHMrCyEA2sTCXp8EXUGxtkPZyHkZOFYJlhgkwpn8H5dNm9oCBxi7KDqGDs4VgodcSvmOztvxijx7azRw644euwFQwaWOOqwGwlkJwFuALIzLrSKBEiABEiABEigkwns2NYICyq3ZHYjmzfWf/vLD1btTDH77+So8PBJEOAGIAmK1GhnAru2pR66a1c7HyQB+XMv6euuoq0rGLj6/XoxPKyOWJwwFuuT1Bl1YNcPf7yXEHR5hj2qjjQmlI7qlLBH6hzzkZ4HjnW64xkDVR3VKTQlpTPp9H36DQi+rVyg84OD1qR04gRdQo4cLA1yUjphg2WcgYA88dge7rcAWYJ18qlO98rbg477fz5zVvC98lIEBZk+oiyDVbWr0f0WIO2MkCIZ8c0NnzpVHC342QJn0OBi91tu/HQAZ9j+wd+ykIZKHW0GQgeTR3azFzQ46Cz5AM55X3J9W9Z0pMjPrnw0NS514icn2c1gKwnkFgFuAHIrXoVr7Zcuunr84aXR/L/1j+ed/ImfRh7uPSgEL//WQ97618u/7K3UFhV0kOuK1jmzzKRS+w5I+emo6VGgzs7ahR/suFk7BF7KFRdlLLp+xpz56auPHF8KY9ZujKUjndq2Z+F7a3R7VDh2e9x1tEwCsupD6ixc+RXvfWWqPRYdCQfKfjouwZLGQMcl6H7BkjpxggWnLjk7E3E8ktKZ9/olGbm2D0fI0qnVHyx8b+2MthqZV2F1lr1dtnabWUcNlhGyCuf2v57vNUbY464DY+Y8/9vIOhIOjBlxgDnhBh9hj2Umqzq7d2cudWsPF8gSDpx67uWpLjp2yHDKe24Kw6RTeOn39iWcWrshY8z6CvyYmuHhrsO834CPVXlBgBuAvAhjATgxfFDpMUdFuQCDXxA6fNRPv3ThlAQh3XX7jn/83mDMnNeCV1zNDJFKjjlo3MiRrXeURtARa566Vm2uHHfDH68Xh7NkAJo9Xp1RbXWMK7cmgpdenbeWF82e17wY+63cmo4RTgQdrzE40Kp1V/z37VY+Ln7ZdeJAhj1hg26EowULsoF+GZ3SdAJFcCCjzso1Vy5YEgKy0amRI8a98Or0LZuav2XqMnmMOts3p5Ysb9jedEcHDHbRMTr1yvw9A4d0ETqOQffqDO4/7re/vQZ/NzcwR4ep4mF06rBRP8HPkg47oPmzNRenjDpwCn8H4P3lIc5Qr1MgnIiOcOozZ/dxt8frVMXqDGGgA2H3YHmdasHPf0kg3whwA5BvEaU/KoF2+r1/9RBq+cPj7v71U59Xa/zK9mVm9lNVfgO1eugsWlx2xGGlauov+uAu1TderdH6G1961061W01VylFHOHXSpyYbf+5n8/p0KB2vR8KqUDp+cCA1sPdEF3vscKCz7n0nv+xwoOMYdPvMcQy6dOqdd8qNnB2DLnXU7asIk3hetzIcnDmPGzbqQweVIK3cp2/w/Vp2ODDpvy/VdOsuf65GtbS1LJxqbEjhfyMcdF34+t7WAT6lQDgY5xJ0OXOMcCZOKO35SLHLTA6Es/ztuq1bDB8CqP65wMF20VFHu/ChHghlOBUYrECnoOMSdBcdzTy+JIFcJ8ANQK5HkPb7Eujg7N/XjpaGmur0dVc/Zl/zRF+sRr+e4buR0Naq+tqWA3j+xWr9xDO/8lQ3V3z25KsnHG3YOWj9/XI72U2zR9ZrBTiu1agv3eGoo7xlzRgLHO9YtcYRjjrEWNbsMfYJrGwnODguNgCBR/d2SMQpl/xYHrp7D9+svZ3g4N1DHl0rfO2Sa59+3ve0coRTMqqkZ2/fLU0oOJp56kt3OHDqyTnXqWPVsuaUH5yTT858LmoJlqajHkItY1eTujvll/07wgFhaAKyn46jMaphLJNAPhHgBiCfoklfWgl0SvZvzHGxzOA69JVX/GTWrFl+FxRb7fYvRViucBP/E8+0URRr5xsLyvD3a39wueFqa5veLS8wSttIRDDGuJGIAMcPMoyNgxfDo8FpgdT6bwQ4rYOVUgQ4yujmomO25B2o1Ug4Rx8VvGnUxqovE4ezatUq7W/9qodTy2PGjtNywWhwSktLn35eFW6dOR0PB0716KnvjgD5hz89a+Ere9zhIOd+co7BKZcLFm2GpfTEPQJkOOXdHUWYObfd+ORVPz9LMy+CjqbAlySQHwS4AciPONKLNgQ6JfuHBTLHVde8iooK3BWD7H/SJMPXBtrY3fJC5rhJrVWqDuAg+58yxTX7h1FyI6HqtBgb+t+YcCTkRIyB9apOJ8IBFuyyYsKRwVCdkpURCqoO4CDBdZ/GOBz6PzWnOT+OkEpqBnvhuCe4qpTqlFoftqzqRIDzpYuueWpOm4iHNQD9cZ1bXHFX4cCYUNm/OK7YHalORbDndzc9+ZubM59extERF+8hojoVwRhsJMQfkI5jTITjcggJ5AYB3K3LBwlkOQFkz3g4GomeU6dOdewcrRvObb+Bq1evUpuQoKCzu/Fy7LznQvhr0dfsiQZHE5FGGguEY8QiKjsATqhghZo5ls5+LocyJiwcnFx+x/Wrd7cHzvr5u6pilaZj6exnCeo1EUtPNFngzJ3X5r0CxqBz9sCx++XXGgqOnwjq3d9ILSJsIoG8JMBPAPBWyUf+EMClr7KyslCXt5N1Xl6fhiyu/Y8ePRrrcaiLpsKemHezSKdUeyLDUUWkcoSCqkM4GsCk4Kg62iFCvVR1MHMwNsI0VkVCHV3rrOqImYME1/HOH1VK1VHrQ5Xl9WkxqtPhnHRi60eLMGby5MnZAycUWLVzIpGCYFJvpKptLJNAfhDw/RJSfrhHLwqKQOQEtz0oxUlw28MewrFQJRw7HLRGyP4tmpGb4mT/kQ9qGYiZg9YsgQNjImf/Fh/ZRAIkkJcEuAHIy7AWolPM4SxRJxzCsRCwNGVVgsvs3x4pZv8WPmwiARLQCHADoAHhy5wkwATXEjbCIRwLAUsTs/9cgYNIMfu3BItNJEACXgLcAHiZsCbHCDDBtQSMcAjHQsDSxOw/V+Aw+7dEik0kQAJ+BLgB8CPD+twgkLUJ7vo1s3ftrIgPMY6OhANLxP8x7Ykjon4pIo5Tqgtx7CEclaRWBhzU4Nb27Jk54outWTJzsgcOIiWv/WcDHDmR4pybUgSFNxd3/hupag/LJJA3BPgrQHkTykJ0ROZw2eC8muDCnoqVFwmr+g+86oCSC1Huu2/mL1OGemAR1XTcRTQ4by08BoeGMXiGPe46qsFrK2Zur7xe6IRySoOzY3uZ8CsOHJgR2an2gLNrR3k0p7IQDtjKL7ZGhqzOnJhw5M/aZMPMkXC2bU+tez+B02rhGzO7FUc5rdTsH1Y9+si5x0zshoI4raKd46tXV5S9NnG/ocUx3yv+9OeZx3+o2al+/Uv79hsXzZ633y7bvT3zXhrnvQJOPfFoAnBgBh8kkDcEuAHIm1AWnCNaDte5/ms5HBJ3aQ8yZpk0ozJy8q3qBC6oGhwk7sIeYYm0J1QSLz1CQTUm0CkNjhgu1ELpiCHyWUIO65QGRwqG1ZEDRQG5qSiEcsoLR8qG0pGjtEJYpwAHCjL7l2phdeRArRDKKQFHZv+Qmjv3NyLHDaWj2YB0cOOmRuS4YZ3S4CxfXt67aQkNq6PZs2FjauTwTF0op2CMvPaPsXBKyqo6ge8VcpQowKm16xoiwNF08FJC3l7Z3Bh2ZwKnfjvt57ffvC/Gq07hZdg30r/+Y4935oSF0+wG/yGBvCDADUBehLHwnPDL4TqFhDeHkwm3ak+ELMFPR11Qt25ODRpSqh7IEU6EBVW4oB7L69R3vtlb7eCFIxN3tZtXB60RLhlqTrnAwcVp1RJR1nTCZhtSBAXhmkh9AuF4LZEKqg4q48MR2z/1iFqCqzap5QhwtrakgFJHuKM6ZYSjZv9yrFrw6qA1PhzjzIGyujVatKjs4FGZjYRmj3QK9S4zR+a4UsfrlAZHy/7FwBUrG0SOq+qo7xUuxsCpHl2kQHMB9qhOeeHoA1Kpe+75+f98uZcFjnvy/cbCOtUvLxwc3R7xhx7KXAERGxJpapNTza/C7kykCAskkLsEivDnzXLXelpeIAS0vMQxwW0/OEVFrSeON8HFcZcsnIbVpZvD/hoLD/r7LczPzx3sIgIF6IgF9dXXyr1/Ci2UjsgLvQsqEveFrx/jYo90qnJbyvun0CLoeI2By7jj+b3yixztEU4Z4YQKlh8c96Db4UAHwcJzoF9SxwhH6ASKoBt0JBy8VBNcvAwVLAucB2dOGzYk+IyQTomZ483+f3dzv6OO7Bbol9Qxwmm6IeQoRx0LnBtvnDZy+LRh+xW72OMHB8acddbYn17VJ1BHOoVprF77R5jwmDt39o9+9NlbbtjXxRhL8g2nkLs76tid+tQnup99Vk8Xe6BjjJQwBhuJwGBJOEadiRO7A5GjjgVOE2k+kUCeEHDIUPLEU7qRJwQ6PftXORqzf3TYU5PavjOzte6euSMXyVxRt+ZC5qX6sF/NEiLo76IjLvX16Z4687SrkLfJhXDbtoqQOs137uK46sJc39DsVKA9qlOPzhzwkePGqfZs2lTuaI+qgwVeyzb27G0DGVb17lWEZzy0nAM6Qmp3ZeOZp01RjUHnUMESOsZsw1FHdcoLB/YkAieUjoRz6OGA0+Ze7VBBt8CprXPyS4WzbMnUgQMyOxA5k+HUjl1pwUecEagxBl3V8c4c3OWi6fidodARUpg5Xjg4+u6qNvYE6hhnjqOOdArnuBcOrtxDx2XyNDmFvpmHgKMSRvaPemcd83sFCEOkak8zHJRFvPyCJVyDMcbke8nS+lElmVzF8jYo4aCbFnF5c5RL0O1wIM4HCeQNAW4A8iaUee7I0CGZVGDlyvItm8su/c6FKHeiw9/+Zm9hzB1/+Nx9904VCa7RHuQ9eNTWpVN7Wtv9lrGmtafNgirHRNbBglrXIGVgSabsYo93Qd25vfVWGa+OTMi0HGjYsGLtW6Tbt2UyFfHw05Ei6CayeS8cqSNE0DPjV8vDCBnGqDpiR9EyIhYcKYKC1ylU+tmjwYmmozoFhUC/ZLDUhMwIxyXoMlgyUrBBzB+Zig0flqra3eycl48RjotTUAwMuldn62bbDISm1x4jnJEjUrt3+Tpl1BFYVDjbt5V/8uOZ69Pi4QcHrSJYErIUQRMiDmPUh5+ON1hSRyTfMGb+i7VSykXH6xQIQ6e6pvV8bNVpkfZCho52wxKcUnVaRaxvp006rW+k9Y2lgU7BKGGPekaoOsadSYsr/JcEcpJA650MOWk+jS4MAosXzRY/BJEr7u7cla6rD2esdznE4rmlsnUFdZTz6mDVxKUvx+GimxBBWU0X9tal4FcEHSnSJIjrgqnqPbF0kANhfHUiOukMnPjBakxn4ITSkZDVnAM6W7clAAe3diaig8kTM+iZYKVTa9Y19urd/PmM4xTyzmTAWbmqoV+/Nvfc29W8kLs22fPcC7VHHtH0qZx9fEur1xgEacPGxu070oMHh7ZHnhECDu5x36dPcUwdwClbWFcyOtxFPc0vAeeyH+y89hd9W1wP/leDLE5PBP0f9+45/bSeweNbemjGSDhvLquPqSPg7Nydjhl0WOr9zKTFfP5LAjlGINybRY45R3PzhQDuQ6jcHi4r6lzXsfiFfXgvbhWFy5eaD5iIjhCBovpZQQR7vMZAMxGdCCJN7mQoaU4lFaywOm0gZ+zKPCL45YUcQQSHblcd3A0SdgNgtKeu6SOsJlROT36Qhw/zfNHVqmc0plt3nKLhTnWjzj59i0PKmIO1qyqcMX5B//CHQmyNpEhTodmABGdgBk7IhxFyInCwRdmxa/r6ddfjlk7sBAYPjv7zpiF9YncSSJ4ANwDJM6UiCZAACZAACZBAnhFQtxbbd05ftSpz41DltvSppy8cMKAkz5ylO3lPgBuAvA9xnjhYua0xhzwZ0D/0VSuvd5WVjQMGJKCztbJxYBI6idizbRs+jU/FtwfGJKWTCGTMz/hBB5xUUSq+DuAkppNKxecDezZvbhw8KO5kTuRNQED2nm5hawTksKO8/QWcIWHuI/KKoAZw1q1vPGK8sTFEZSKQk4UTwnqfrrAHcPYfnsAM3LIlsxJ98EHjh4+7etjw0oMOGjdyJFN/H+6szm4C3ABkd3xoXROBysrUo4/vzSEYZ5/Zwz3HFSuuXFfg5or3m7+3+7Uv93L32k/noAO7fOqE1m8ZBgpCRxiDnljnpDFJ6Xzs+G7ucGCDnz2hdPzgYBeRSLAi6BghQwc/VhgYI9nBD04iOhA5OMzksUAuGdnlsEOl1QEFi85Hj+vmfq+8Bc6Hj+kaUwdwamvT550d4h53oz1xdHB6AqU4Q6GzeXPDpyf1CIDb0qxBlqe50PnsaS39gv61ODVyRIiEu711AGf/4a5w4LS0R4WM+h/84HE8f/KTk4LAsJ0Esp0ANwDZHiHaJwic8Ilrzj//wk6kgR+2+973Pnvbbf8aO3bcZz4z9umnl1uMWb925sYN070d5KKCJjW39vYUy8yOSrPLjjqTJ18zfnxpv31Tq1cZdCCC4xo3Hpo9SekIpw4YkVr6ptkeY06sGYOXiegIp3ABL2awhDEJ6ixcUOp12T1Y0p44OhLO1i3lfpPHJVjSmPnPzUylop8RUueuO4/0wkGN4xkhdBobUy+/eI5dR0v71M4SziOPwKmpapMoOwZLGnPllZ/1iqBG05E5utZZ6CxcWPaPf/xcaxIvXeBIpy64cNyeauwCDA93HRD+2dWn+20AXHRUpwJ1LMGCzpIlZffP/IXFKbhqfxsEnDM/x4v9hinBqpwmwA1AToevgIw/6qjSTvykFb/3f/LJk2fNmnXSSZkLP8uW1dmNeXtpqnx5888A2RN9NYRyDZbid/7NfDFeHeUti7VTXqPC3wFYtLDTdLxOrXhvtswALCu35pfmFFqT0kGwErEnQtC9cODX3Nmhg+WFk5ROnz6pCJPHaE9YyEY48CusjtcY/M2sRHQaGlKbtzQWd2lNH/1ydBxOPjR7xK/UQwd+iT4u7xheOAsWlGG4hIOyi45mDEaJRDmmDghrOi5nup9Tql8RdA48cNzf/ta8NZJ+RYMDS/gggbwhwA1A3oSSjrQXAb+/9mU5Xo9epS++XGfpoDZ512DZ+s8nXG988q6dUgTfTut4HYtT3XuMc7fHorN2XcpRxwIHlBAsRx2LMdB5b2XKMeh2HUdjcMREdOxwdu92hWw3ZsvW1HPPOU1mu86852r7uv0sjF3npVfquncP/qVeOxyEYP4Ltd0zvwUU8LAbg8GvvOb0dmHRmTCh9J57kglW795FLpMwEM7SZfWbNps/TFB5WZwS3VasbNi0OXjy+OmMGlUidFyCHuiUajnLJJDTBLgByOnw0fh2JxAh+3exyXGZwZJ2001nWQTRYfHissMOK500yXZPKg43a9a1dh20yg8NLD0tTcKpSy/97NKlrX9IyNtffr7hbRI1jnBw142fgqh3hGMXQatfYhE4UO3gCAdD7MFKxBjpVG1tyj5zVBeMZUd7jj669LnnjAKZSnc4vhJNDY7G2EXQCh2X08pFB33sp5VMT/3U3OEgcfcTQb0jnIsvvu7RR39h1wmEc/LJmbcjy19sEE4FfoNW7Gp69PD1y1EHTuEvHFu2ao5wLFjYRAI5R4AbgJwLGQ3uOAKRs3+/3DSRZUZb85DDBT7wTYBZs/Remo7ebHqNId6NhOYU7o8yDQ2u03SCB5h6aE65wDHJuGZL6lgjZM2prIID42fPztwME/ahOeUyvNj0dVBNxwWOMRfUdALtwdd4vH0izBykpy+8oOemYY2BJcbEXdMJhGN0CuKajtdxrQZOzZ2rRysCHE1WvAxrjHDKm7iH1YFTjz6qR0pzymgwK0kgjwlwA5DHwaVrsQhEzv5xVPUid5xlBtcOb7qp2Qv8kOIFF1x7+eVTYnkVPiFQDydzXDh1773XXHfdk+JLEWoflzKGi41EHDgq5Dhw1N1a2MTC6GxMOFIzEWOgBji/+c2T9uvQ8qCWQiL2xIRz+um/FDMnjjG46C5zyjhw1F1NHHvOO+//nnvuWpCvrk5XVaWjnVZwSl5xj2OMOgHiwLnhhn/ddlvm08s45zickrujODrYSPTs2bwBSAqOCoplEshFAkXpsH++Mhe9pM05TkBcp4x5r0IoBvbsv6go+MRZs6Zi5cry+FnX/PmzkaG+8055WVnZlCmG7N8FjjAm8AP3QERCZ/TocaNHj8ZXoo0RyTk48BqQ40cqa+HAQWOkUI/J49ckJ0PicFatWlVS0nxbtjwKCp0yc3BcIwGX0wpjE4SDT6smT56cPXDuu29maan53kIXOPhy8/vvJ/AGmNQb6bPPzh4zhr/Zr55wLBc6geA8ptAJ0f8sIOCy3iRopj37x4FcMpUE7YH7ftk/jkI4hOM32QLnBjoY018/wTj14rTyS3Ch3PGnFQ7q534gujgovGNxOEv23/Fwpk2b5pf9w5gOhuPFxRoSIIH4BPRb/eIrUoEEcppAYPbfwd5hrbUkuB1sDOFYgGchHFjrl+BaHGmPpsDsvz0OatHMqhQ2MPu3ONIeTfbsvz2OSE0SIIGOJ8ANQMcz5xGzl0AW5nDM/v2mC7dGfmRQn1UJLrN/e6Ts1/4tY9ujidl/e1ClJglkIQFuALIwKDSpcwgw+7dwJ5zcggNree3fGLKs2hrx2r8xRqwkARLoAALcAHQAZB4iBwgwwbUEiXByCw6szc7sf8+uCgvJDmjK5uy/0+Hw2n8HzEAeggSyhwB/BjR7YkFLOo1A+yW477w4Yp8BV/TuV9q739hefQ2/fGL0GWmKeucPMoOKxcdDZ/CoC9DfXUcTV3XcRbxw1iydLpRhj7uOZgxeCjhhnWo/OFtWPwCrQjnVfnAE5Ahw4IKa/UeDrAXr7SWz+3RZGA2O+q3ft8oeGDY4ox0KsmYMXj77yLAxh14ZEw5+pqZ6dQKn1da1c6p3lIV1ynvtv3PhaNm/CifOOf76/OmJRFzohH0j1WYOnFrx+nERZo6mw5ckkB8EuAHIjzjSi+gEvDlcdK22I8Ulvaptt1Rta24QSbx9QdUSXCnZpHMLXkIEzxFSKJHgqjqBC6ofHIjABvEcZ2eiGuPiVPvBqd6xPKxT7QpHM8YRDrqp2b8yA2PNHBlr94gLOGr2D5EIOmKU9znCzIGICkdohtXxWvLCS28cOuJW1LvD8Wb/GL5s8fS+pT1C6XiNQY67el398P3wnhMi4lr2D9n3lpcXbW8YnmrVCXyv8BqDmhfeSJ/24XBwvDpw6rFHf/Ol8/YJ9Ubq1UFNBDhGHVaSQB4Q4AYgD4JIF6IT8MvhoisqI5FTKq8yRTXbMC6oxgRXJO5SSiztcoHfuSV92OGlstW90GRMc3fjzsQPjji0PFCTTmu2ceW395VNloLITWUHoSme/XYURjhSQRQ0HXc44iKuVNOc8m63/OBIBWmPdAo1jnC8IqiROsYr34CDPt4EV5XS4EBnxFC13bXsCMeb/WsH0HQ6GA5y3P0z+XbzQ4PjPnNWrksdOqJFpe05jlrvzDFm/+j57or645o2AEKrw+B4s38YsGhx2aCu2Eh0UYwRxcwFCMDZd7DTe87991wzsaR/W53W9wovnOZjeP6Z/UINNgCyWoVjfCOVPdXCww/PvP+e3RKyFnHjaaUOZ5kE8owA/w5AngU0P91xSW4ieO6Yw3mVHX+wHHdxiDXGq6DWyOTbL8HFXRxqf2MZIqi3LKji/h/jWLUSOmJB3VSZMv61L3cd+4LqoqM65QcHN2BsXvVl1QVvWdXxtooal2BBRzjlBwdSoXQsnwUFBl11yu8ECQvZDw5uASra+RW/VlGvwTFm/7iRo2+XTP5neUgdPzi4HvzsP4+RaZxRygXOvLmzi7ZfInPTQB1jB1TOmDFNXOT264B66dSLr5Ybf/MHTp3zuUPuvnWQRUTV8YMDY7ZU/FbNlb2CKhxj9o8hx5b2vOwrfQIh25Nv4ZSLjv29Ak5hI+Go40dGOIXn6T9r3ZDY4XhbWUMC+USAG4B8imbe+uKX38RxOHL2j4M6bgDemL1/965F6N+tm5Ol6zc0HP2Re7RvC+zcVrF8wUdD6chsQ10LI+jAno9++jVVBG6E1VGzDZXChoo568q/5O6XMAYKmj3vvjF9d+XN7jpGOJCFTu3O5tw0MF4wBkO8cFAZKuh+cMLq+MGJECxjKrakbHbd1i87QoYxYw/L3KCvRQpOvTxneo+0a7D84CCt/M+Dx3zo6O7u9iBSOLpmD9LKMUNmHHhA88fggUH3mznIlX/+g35CJ1DED47Ile+YNtDRKT84Ild21zHOHGHM8R/qgY2Euz3eiGOLNeWqM9x1/JwCYYTv61/o4xh06Hh3JsKpsDrG0wEifJBAHhDgLUB5EES6EJpAnOzf/WBV1emqVFr2796teTPgt6buP6yLvJgtsg2RsoTVUT8fx9HlwhxWB/bgy8dQUBfUnZXLVR3hFPog9TH65fc5e319KpSOaozqVF2dQUcaIwzDs3z4wYHOtp2Nsps9WDAGPSUcNUtQnUIfu44fHAwMpeMHJ6yOHxxNxx50GKPqqHBq69L1ta0nhdTZp1fm1MBDTaAtcGr2plU+dsgWOLW1afegq07BVHlaoeyu4wcH9yNBR3UKLy1+WeCE0rHA0XQCgyVMUt8roCAeql+RnXIPelOkmg8t30gFYdSG1MlcFIAIntWIN6vzHxLIZQL8BCCXo1cwtuMTgH27Ljx4rNNdpy5U/vnghej2ufNnunT29sFwl7HL3rjEO1arsSyHomf3vlesXXWTNsr7ssN0qvZkci+vAWqNzBVkIq4mduiJBXXT+pvddYwJotDZsStVuTGAjwYHA732RNDxiqTTqVUrAozB0TV72k+n2z6l5YsDJqFLsFZ/kGqoCvBLc0qDjIgDTnVNatO6cDpGOI89Pm3iEd1xCMtDs8ers+CtdMPuG4cObr7N3U8qUOf2P/7mmKO7x9EBnOXvzJg9v+bUk3v5mSHqZbCMZwR0NmxOXXrlL268ZoCLDpgYN+3QgVPVNelzPts7js4HGxtmza+JqSPhDNuvS5ygw5iKdfW/v3P3xefs46jjB1nd09r5sJUEspkANwDZHB3a1kxg6eLZ9Vu/knM4duxqvaIcyng156itD064/cTbQwcbAFzH9TuipV7mLiLtiKkjc5fd1em6+uj2CB2Mx24kEZ3tyscIFhreJjVYyJW3R5o8GmRECpy9xwqsUY1B50R0MpD3pOtiTJ7mYGGXtba+f7/iQC+8HVS/YE/5yrrAxN1PBPUiQVy3oR6TMLKOnIGvLNh72Di3mwXb2tTGqXTq/n9WBW4k2go0v9J0/jpzd+AGIFAHcP7zbE0EHWEM9AXklxfsralNBybuXns0p155IwEdHAVRw84EBX4s4GXOmlwhwFuAciVSBW0nbhfZuTtiMp2L4ESGXYubW5Q7iCI4klU6whh4EdOvrHKqyZ1Mhi2cKmq+kyVCrDJJdnwdDXJke1RjYFVW6cAY6WZY0KpfMZ1qClYmZNG2WHK4PB32RtoaaTpwas/ejFURHonAwXFVnX32ibJPkyKyMHhQ8doPMl+8CftQjcHYRCALG7rvvBmFdRU3Y4uyz8DMzwN066p/z0T05DMJZCeBiCdndjpDq0iABEiABEiABEigvQlgayH+x9dIFpfdeN9fjtm6aTm+dt/ex6U+CSRFgJ8AJEWSOu1LYEtl7n0CMGhA3A321iavBw2kjmF2JQmnKJVMsPJOR0BOxfYro9P08UhMzlLHMCHCVCWiI+Bs2Ny43+BYZ6gwZvW6hgnjw/jg6ZuIU1DNKh0J2eNuuAoJeeT+Ad/6sOtCZ+OW5s8i1m5oOODgnxx+ROmxpeMOGFliH8hWEsg2AtwAZFtEaI+BAH52/f7Hqw0N2V2FH652N1BbV8pX1oux4w7qOvmEzK/gOT4S0ckslqmUWOewyKEs7Tnp+B7uG5IEddRFVxoDwy46s3coe9pbJ1rQNcjwy11Hg6zCCTV5/GYOjElKJzN5nHfFFns+eVwP93vupY4X8vmnB3zpFr6LhwXy3tr0JZ8P+LJsi0wmt/abgRs3N5w5OYQ9Fp3PnyYPGFCw2DN8SIhdjdTRIAPO6BGuCbcFMuB8/tQQcOC24AN71DMCOiP3D6HjB/myHzyKQ3z7hEkBfNlMAllMgBuALA4OTVMIfOPSR+1/5VTp26bYHr/46fh3AJ5/fHgbU5peaIsc6tT1SeuPZWbrB2Wp1M1aPV6665w06Wpcoxq4b6qy4ktGHb9FTuss1ryDRhStfMvwwzIyA8AobdFtV52B3RcafwVI2qNlJJoxAs5BB47bvu4Br447ZAHnhBMmuQTdHnFYaNEJFawJR45b9PxHNJfxUsJB2RIsCadyc/n2NdEnj4Tz3H+mpWpvtthjD5bQGT163GN3l3pFUCP9suhIpx58CD8CdqNXRwu6X7CkztlnHeIVUY1B2QJZOFVfl8JP5sfXWbCgDH8zK7KOcKqxIXXVD88YPkT5O8mKojtkoeO3AXDREXB++H0zGRjlGCzovLmk7M6/mckIncAzS0acF/uV6cBiDhPgBiCHg0fTAwm0R/YfeFDZQa5wqLFkALK/KIg1DymgeLlz27i5/5wRuDhpInjp0alYvtD36qN3uKzRdNaumCP9sqRZcrgoeNfOaDqaMRB//pmFEezx6qxcllpWXiesjRwsDJfGoOyo44UTTcfrFO5IjmCPVwcbAKnjHnSvjuqXo44XDv6ik6bjl6Ojm3wYjdm4ubFLcZE4uRyD5acj71F00fE6hb+ZBVMlZJSj6WADEEFHc0oQjq8jnFJ1XILuhQMF8ZB8IsDBFks+QulocKQICySQ6wS4Acj1CNJ+XwKdm/3DrPufCHHbkt8ys++AEncdy9q5c3cIe/yMybDuPtbdHovOynXpRHRSvSY66ljgwK1lK9LzXt6bcTDoYXEKQx2NQc8O0HEPuh1O5Q5Xv+xOLV2Rmj/X6aSw6+CXJfftG3yDit2pCUeX3jKjpkf34F9ususglLNecNKxO+U+eew6vXsXu0xCi1OjRmVuZ1+0rO6DzY0o2B8WHTHQUcfuFKRwevboXms3Bq2J6AQ6FWgGO5BA9hPgBiD7Y0QLoxDo9OwfRmMp+t1Nn7dYH7hWibFYjebN/pVF5xMnXn30hFL5oYGxp8vH1i72BOpUV6d//LPHcFONvSc6GO2UlS7GyM6WggscDMddUvMyF2F9H4722IPlCMfXiJYGR2Nauvv+6wjHd3xLQyL2OMJBetqjhy1rT8QYeOYI56KLr331Bd/T0zGVHDN2HBL3FpyGfx3hYFfz+KOG4bLKHU6vnjbILnDgFI5r+YsNjnCmXf+k3/1Rwi8XnZNObv5M1bLlc4cjebJAArlLgBuA3I0dLfclkA3Zv69xDteotLHG3FSueW+/U47+9uxfCGKIdyOR1JondfAFiaeeCf5unN/2QOpoEEK9jADHqJ+IMVCWOo5wjMaoOn4dXOolHIQAf2PbZeYYZaVTxlb3SqkTB47qlPuhvbmg1HE/rbqavuMqnXI0Rlx093aWOu5wvIm7dMrvpPMeFzn3LTPO1uqljiMc4ZQXsnRK07e8xO4ovg6cuvaas7SjSKfc4WgKfEkCOUqAG4AcDRzN9iWQPdk/Uqvf3dRsZ4Q1z+ihV0csxsbOWqW6kfDqaJ0tL7Fkio1EUmtnHGPUTxK8Ou5wVH+9OmqrYzkb4KimZpVT2QBHXJ8WiLxw3GfOUUeVvvhcRiamUzJxj6MDp+THI16nhLOOzzLh9uq4w7nky9e++Fzm45E4TuHi/bUtX9+NowMz5McRXqccsbAbCeQNAW4A8iaUdCRDIHuyfxGPj3ziavx5yO9dPiVOeJqu0T4aeFNN4CEa6lMbNzVc/cvHo/2ektQ//YwLsZeIfOVY6iQCB9ftsJbnJZwPfSgu5KTg1DdkZs5d971dUpK5Ozzy46yzLjzyqLhO4ejrP6iffsOTJ54U/EGTxdTioswnM/FnzuuvlyUC5y9/X7by/fKYpxUuum/f3vjL6x6PCWfcuHGJwPnc2RdOmJhAxO+9/+34cLCR6Not+O5Ey5xhEwnkE4GidDqdT/7Ql7wkgBsV4Fdg2tph2T8+jnc5cWB2WVnZlCmxsv/AgBKOBVHuwnGZ8BbHHZvAx/G0WrVqVczsP9Ak99OqA+A4zhx0mzx5cvbAmTZtWmlpaWBMA2Nh7+AIxy7CVhIggc4lYPvWUedaxqOTQCgCHZb9O1qFNbIDsn9HYwjHAioL4cDa9s7hLEDUJgGnAxJc9aCWclalnh2W/VuAqE0dk/2rR2SZBEggdwlwA5C7saPlrQSyMIdj9t8anrYlbo3a8mjzKqsSXGb/bWLT9gWz/7Y8+IoESCDHCHADkGMBo7leAsz+vUxkDeFIFN5CFsKBkbz2740UarJqa8Ts3xgjVpIACeQQAW4AcihYNNVAIAtzOPXaf82uCvxvsDtkVTQdL5xoOl5jozmFtIlwvDBFjZbgJhipCMESM0e98ydBe/wIWOqzCo43++9cONqdP0kZg78HHGHmeIOYiD1ZZYzXR9aQQC4S4K8A5WLUaHMzAW+C27lotARXGLNuySdQ6DXgsoEjL0ChZ98ov6NSueaBPdt+F0rHCEfowBhIwZ5oxmBFl0716lfaa9+xLjodBsfFmPaDA7DR4GCgdu1f6sSZOXt2Lq9c9TU5c9zhqNk/hicyc7INzrKyB/p1bT2tXOB4s3849cidH/5IaY+YpxVy3Lo1od8rtOwfxrz83/KSnv+DQsz3nC3vP1C35ncxnUoKDnRen338/vt1ienUH/4888zjfh8fDhT4IIFcJ8ANQK5HsHDtN+ZwnYjDmOAibRImIX1f15LBoyZy8u3VMbpshIPEXewixLO0J3J+CZ0925qPLxZmvxTKCAe5afvBETsTdzjo2YlwcHQt+5eWwyoZKVQmMnMs2zYxc7TsXzUGZWlPx8wcHFGD05TjZoyKCWftxnS/EbqOZeYYs//M+KaHmD9x4Kzf2IAc190pb/YPQxYvLis5LmOQu06T+frTd35wzX23DTE6pXf1f41djWg06vi9XXj1Hnl45tBu9aHgeEVQM/OeX35o9MD4OkZxVpJAbhFw+jXD3HKJ1uYfAay7cEpNAowJboc57v29QmOCC3tWvDTKYpXj1Sx5xd1PStPxg2PXgQj0XfLLbevmiIvKRnvWbag/8iN3qR8L+MFZv2y6SAuMOppTxj6i0kVHphp+cCBlCZY7HDtkIxwcWp3bwim7jjsce7CEjgbHmP1bILvDkRe5hY/aszuceXNni4vcmoJ46Q7niQenjR+RuR5sfGhw/LJ/OPXC45lPAPxEUO9yWsGpD5Zd7KcDOB+e/AqkZLCM2T863DRj2odG34oc188el20bnDrvc4diA2AUgTFjDvu+i1MwBjm3n477zDmutNfkE3p95bw+RnscIy6cuvyr+/pBdtQx2sBKEsg5AvwEIOdCRoOz7q99+SW4yOHs0Yp5iU6Kazq/v+03s2bN8uaU8oq7HKgW3C/R7dlRpg7UyiOGdZXbAyyoO+omqvf9a50tLzWnLNmGsNxPStXBxd3fTz3XCMdvuKh3h2PX8cJBf2+kUBkYLHmlGZ0tcOz2eOEYs/9AEXSQ9tjzS3GR2yjoDsc4XFaqTqHSAufXU31zUwxUdTBzZj96nh+cd1bU+eWU7jMHV+6HdpNO6AXAkbeEoe21xWm/3/tHwj30q/v6bQBUp6BjgYPWV8v2Gv2CMaqOPeLQ8Qu6Ixwk7hCZ9fwevw2AaozFKXyMgNZb/77zI6XmjY2jDkT4IIE8IMANQB4EsbBcsFzB7RQQftk/jNlZuXzbzsbu3Yq6N51n3boV+VloXwjD6nzr4n1Tqf9Zv0z/1sHWDWXbne2R+Rxs1rKE6j0pd53uqdS5H0+tX1bkve1kfcWtgAN9Ox87HAxXIeOlH2fo4IYlFY68mIpRu7ZVuOtY4NTVt7HHzxgcEfYAzkG9AecyLxxHnUA47joCTv3aT6yvyswcFQ6sdQw67LHAyXCuaty2syjwpLDDQa6872GtZxZkjZwD4WCgS9ChY4Hz3vLyqj1wqtUeozE4ViCcN97ae8iYbnY4wqmjmj5Z9J7jIleuqU0H2mOHA6dgsKOOJeLYjUDHJeiBcKDz7sq6oYO7WPjYnYKCeKhwUOONl6NOix7/JYGcJMANQE6GrWCNzqHsHzFC7lVbl8b/aryaU96WXQGatOXHuxC66GgikPXq1DrYo+kYF0KvjnAKB/Vbm6Hj/baAHxy7jjfb8NORxtghi+QbfcLqGOG46Hghe+FECLo34kjiY+rInUnYoPvB2dt0RqgnhX3yGGeOC2Qt6EY4LjreYMkZKGdOWB0/OBF0pDEYK67Eo7Bnb+ZtR4WMSsFZnhSqX1446I+HV8cSLItTfkGXxuBY0h6vzqJXM1fu8QjUkSLo7OcUmmLC0fbGGcv4IIEcJMDvAORg0ArPZFxlP3z4Qvi9/O2b8Tz2sO/juRMfMEPYIAtGY7Z8cGvVnjbZv7EbKuXanCl7Pi6AyO7qRr+xar3UESJoUldEXPfScgJ1rFrWdFQRdEtKZ+PWBvWgfmVhDFpR8MJBfSI6dXXpyp0JQO7a97J1q27x80Wtt0NGxMNOHiOcpHQqdzTW1QdPZnuwevW/7LXXZuw32Hx7ugUOmtRJ+MobNQeN9r9dRhGyQ375jZqDk9B59pU9h4/DxznBD4s96zfWP/ZM9bmf3SdQxQ4ZcLbvTpceEWyP1OnTq/nDSRUy4OwIowM17wyEU8/M33PM0T0iBF01Bjo/+tW2n1zWL6YObmrCLUA3/XJgIGR0sASL3xZwAcg+WU6AnwBkeYBoXobAfgNTWz64DYUB/TOpgyhnGjrpATOkPRZjcPHV8SHyci07l8uzowi6WXRCqWWVjsQiCwKIXJ4d+cjhsoCBEossBKqJ4aqI1IFIuvrWQAXRwa6TyOSBPUnphHIKnVU+km1VdeYsdnnY4Qzfz3XlsuvsrXWxJdPHrrN/Evb069vl8LFOuxrJVhZgoYCM56MO6/H86zUujsnhlcqnlFIHTu3YXeeuI9XEEKHTb98uo0c6OYVRQsFPZ9IneroYY9QRxqDpyEOD90XyKF57JJy6utt2bspM5n2Hfg/P3lvmpAgLJJC1BFzfRrPWARpWIASqa4KvPuYZCm0hjOyddxmLJpWXOhKyLOQZHPxiVTSPxKhEgi7Zuu9GjDZLY3ZVpXu1XLQ29rRXSp29tbHeVaROrVOe7GuU1HHfkHi1pEhSEQdk71Hca6Q9SUGudtrUmA0UxqAtqRkoD1O58xbsCsTXmfoN/R52At26tv5Sk+zGAglkIQH+JeAsDApNIgESIAESIAESyAEC+I2jhUtrX1u0t+s+pasryvkNgRyIGU1sIsBPADgRcoDA1h2pFeXOn9ZnjUP4wYrBA2LtsbdUNm7c0oDbXgcPjK4DESCBzvhxrp/FGxEmqANjcIj49iSokxTk/YbECrqIOODEt0fAScqeZIJVlIpzRsgZ2NCQGjo41hkh4FSsq5/ocK+88XRApQxWbW166OAQ95ZoglJHqw/7slkn1kc+GadwXPAB5DgP6dTq9fX7D8vcuhntIXWiDZejEoEDNWnP2g31766sP3HSzw4fX1p68rgDRpagdYQ8HgskkPUEuAHI+hDRwFSqviH1+Ozq08/6eefCeOrx62AAzEDBxZiBw4tSNU7fB8WiAmWRlGBdQRlLi3T25ON7Om4ANB1VBGruOaVc5DBKrHPSmAR13HNKuz0RdLyQDzmo66dP6KW66Ve2Qw6lIyKOA3khX/btq90nTwfoRJg8Xsjw9ILTe/uBVevtkHfubDzqsH5qf7+yXWfjpobPfdrVHgvkUcO7OG4kLDP5iHHdKrc1hNXxQgac005ymsmAJu3xzkDAOec0VziQkm9f2tsOdIx/TMAbMmkMmjR7cB/R+vX1nzjO/NfWNCmLDuBonS0vpY4X8ne//8ihqdS1J0yyDGcTCWQ5AW4AsjxANK+ZwOU/fMz495I6DBB+iejjJ/58ypQpOOK3L/3Jk09nCvbHuhVzKpbqXeSiggZtkdO7plJYZlB50IiiiqVf1lrddcQ1qgMPHLdz/QPbN+obko7XEU594oRJLz9huF4m7fEuuhoBiw5E0FlmJChrSYmUknD69Um9+cLxsl4UNB0/EXSWxuDvCRh1LOmjelCpE3PyJKIj4eDq5rLXplsmjz1Y0hj8Sv0bc45T/ZWcZbBcIOPvy+IPOmk6EYKFvy+rieClnIEoW85QCae8vPypB8+LrCPhwKnKbb+NqVMyehz+gq9XBDXSL0uwVKd+etWZgTp+wZI655zlawzEA4Mu4NTVpSzGuOssWFAm/i6B1y8JB01+QZdOiYv9XhHWkEBuEeAGILfiRWs7h4Dlr33ZDVpa3vz1QL9FxTvcu8wgF4ygIxMLeYgX3069Hd4ei44lk5AHFQWvU6iXi667jtcYTccvI9Hs8eogcU8EMg4UVscIJ4KO1ynhdVh7jDqVO5onT8xgbdzcgLjDMEcdI5yjjy7dsiZzd5zQcQm60SkMVydhNB1sAKATCjIu9n/ytJlD+qcOPUq/hBxKxwtH/CGwsPZ44Qin4utAAY9QQfc6NW/ubK9OYLC8OtgACJ1QQffCESJ8JoFcJ8ANQK5HkPa3O4HI2X+6+9i5L7v+dIVlmVm5Lu2o413zVDrpnhM7WMfiFAz7YM/3n33516qFfmW7zn1PVPkNVOvtcPoOKHGEYzdmx+5UIjruQbfb46hjhwOMS1ekn3WYzHZjoPPMCzU9ugffpR6o4xh0u07v3sUuOnY4Y8aOW7i0bv3mzK7G/rAbg7HxdUaNytyJjhkYCNnulHAkvs6FF/8SF91dgm6BA8LCnude2ysKlmeLDvaNM+9JuQTdBY7FBjaRQE4Q4AYgJ8JEIzuNQOTsHxYHflLsuMzgbpnf32wj8PFP/ezoCaXoZuvk0GZZOx1GN3epqm788f8+hjuOAt3Hl+eebb60Z5B3NwYYn53tu5HIUTgAaIDSUuUOp2WE+d8chWN2pqXWHc7Z5/3i5fntO3MsF/tb7G3+F+np8/N8v9nsflppstpLRzgi57bsIhxnjsi5/XQc3wDFrgaJu+aLfOmoIzcScqBWcISjjeJLEshRAtwA5GjgaHZHEIiT/Qv7sKL8/uZzNFsTWWbkmvf2O5k7EFyyf+NGQuoE5uvSC2NuKp3Cz5A/+XT0rYjUkYeLUJBOucMxHiWCMUaMUier4MBUzHCXmZMUHGRy3lwwApxi04/KSB2jtY6VEWYOnOrVU/9MIxFjYLPUcZ85v73+iT/9vs17jnTKODmNZOCUN+GWOqFOK6+OdMp4aGMlnLrtps9rTWF1xEaif/82GwnplDsczQy+JIEcJcANQI4Gjma3O4H42b9qYsxlBkud2Eh41zyxGKvHcil7dVxGiT5ypYzplDxiHGMgIj9J8OqEggN3xCcJXh1pqnshS+BIgxNxCmqJ6GQJnOKWvN3rVKiZ06NlAwAd4539MgqWAq5Pi91RTDhyd+R1ynJ0b9NZ5/zi1RcyH494ddzhnHTypNtuyiTcMZ2S5sXUkbsjr1PyECyQQKEQSPNBAllPYFbToyPNxAGnTp3qd0S8O/g1eeufnz/LWxmqZtWqVUeN7zFvrlknFJw1q1fh/1BH93bGEW+7JT/heJ0NWwM4lohn1cyBa7DW0cH400YcLnvgwPcETytHjJZueMNJBE5FRTLneFbBATcLHAtVrSkROJomX5JAjhLgJwCFstOjn+4Ekr32H/kWC2FwRUXF6NGjkayceFL0+2qk7/LivawJWyAcCzHAQWvMiEv9mDpi5mD3WFKS+WJozEciMwc2xHRKehFTB5GaPHly9sCZNm1aaWkCX+MBH3GjiwQVoZBtcIQLMSMuROLDicCTQ0ggOwm0uRkuO02kVSTQkQSSTXBjWi6z/879GwjSC8KRKLwFwEFllkQq2ezf62zYmqyCA2MSzP7DovD2F9l/lsycbIPjxcUaEiCBRAhwA5AIRorkCQEsfmVlZeKvfXW6S8z+LSHIQjiwNktyOGb/lpmTbQkus39LsNhEAiTQfgS4AWg/tlTOMQLM/i0BIxw7HLQy+zciwszJHjjM/o0xEpXZBsdiKptIgATiE+AGID5DKuQDgXZKcLeunbNnV0VYQN7L29F0tOPCEvG/Vh/4UoOTiDE4aDSdLIQDX2T2H80pbwii6Xiv/UfT0eyJM3NUOG8vmR3hdNCMwcs1S6dH0NES3MhOafZE1tGu/ROOBlZ92blwVEtYJoG8IcAvAedNKOlIdAJaghtdyDNy86ovi7p9BlwxeNQFKPfqG/CNTG+CiwxD0wkU8RiSqajesVzowBi8hD0uOl441TvKpE7vfqW9+4110fGapDmFDoE6WQgHZsvsH+VOh6N+sTWpmbPq/fKinV+Bd2FnjgZn97aFFS06jqcDFLyP996ZUbXtFtS7n1Za9o+xm7elqlcfL0Tw7Hg6oKf2iAZHy/6hmQic1asrVmQTnGf+PfPQEbfCu1AzRyOMl/997qKinT2ETuSZAzjPzp1+XGm4meM1hjUkkB8EuAHIjzjSi+gEvAludK22I5F+yQrkKzJlQaVftuFNcNF5y+oHjDoi+ZZNgQXkpqKPsETaY1lQjXDEQEihULWt+bAiFQvM4KWRScGRgi32NK/uYeFInVBwMErN/qVIizHNFWHheHSanUK9feao2b8qgnJTsNrAcQ+WlEoUTrBT8rh+BdUp9PGD483+VUGjU2oHe/k/c8pO+3Cmi1HHCNmb/WP4ssXITTM5rqNTmUOaHqvX1Q/fL/OX0hx1jHAefnjmxJIG6BidMh3WXPfradfcfesgYYx8dt+2CVEk7r+7c3d8OHBqUEvK4wjH7BVrSSAvCLScDXnhDJ0ggbAEjAluWBG//mriLvsYF1SRJRizfzlQKzQtYJm6kb0yV9f27BpnTDXUUeLQag3KloXQCEdN3FUpqTP3of1w20m0jwWEheJZyxL84OBjDdUMUW4yJlN0hyN3R6qadArGoF7NLwEHNX7ZvyqCstRpVziW7F+1R8JB5aH7O80cdbgsS6fiwIEIBMUz4IjZZZ/JSAelDbKg6mgzx5jgYuB7y8uLtmdyXCmCgnSqy46GsYdd6XJaqcNlWep44Rizfzj17op6keOqIsIkPDvCgVNyuCxEgIOxciOh6ggpRzgiUq+V7fX6JXS8cOSx1AISd/WlKFuc8nYWNfffcw0KXmNQKe2xXA3xk2U9CeQoAW4AcjRwNDsBAsYENwFdZwmsOnLhwaBbf/dr/N6/N6cUfSyqqo7fPTl+ibuUFUeR9uyqn7hzS5QfRNp/WBft3h5jPmdM3KUxKKhO4aUfHGPi7qfjB0ftbywb4Zxz0RRjZ0ulIxyLgmjywnHM/jVlVScb4FQsdronx5ubqn6pTqH+6Ud/bYSzaHHZxBJ1XJsyIqXqWPJCpJWnfThzkdv4gAjqxTPy3f8uSY8ZZd43zn6h5kvn7WMUQSXscYEDp7ZU6BsJVVN1CvVGOEjc4dRlX+mjDlTLjnCMuxFVR4NjgYxR3o2ElNKcUjfqso/cN8bUkYIskECuE+AGINcjSPsjEuiA7H9dxc0wrlu3VPeuRaLgZ6tYCL/xRay4X1mztM23BXZuq9i+M+2u43dPTl19KpQOfh9g/Eh82zJjubqg7qhcHkpHuIbUR8sv6xoy9gAOHnY+FjgYW13TrCNEUCM0M7ptH01ZQnMV7FGdQm0oHT840AkVdD840HGELOHsWXP8mt1tZg5E3INuhwOdardJCB0LnLq61Paq4MksnBLPIlLwRd1G1tQ6BV0o4LQywoHmrup0r6ZJaJ880JHGYJQ2c1BT/n790EFdAs90iOCcwsN7Wolc2SXowhJpD4yBoAoHG4kzP90blXZ7hIIFTtlbdYeM6e6iI41BZy+c+Driyr0IOg6xT6/MmxIe3jPdAkfuRlwmj0VHHJrPJJAHBLgByIMg0oXQBDog+4dNtXWZXKe2LlWVyhTEo3u31s2AMfHF2qMuqN36lNp1/HIXVQfJNxLuCDrehXDHljIXHW1tbjKmmYBI6errM/YADh6Sj4CDGr/cRXUK3ZBtIKcUOlIE9aF0xM7EoiN88QbLCweHdoEjHMSzeHjhIJ+LqnMLNEEYzyI1dNExBatZR8CBWlgdPzjFnpPCHixvxGFMzV7MnMzkcQ+6Uae21ldHzkAcTvIxOpWB46AjRdDfq4NP2zI6HjiolO8YxhkopNSIx9epapgIEaOOJVh+TsXXmfSJntjViKBLtYx9HjiokZxhjwpn55bmN2HL5JFBlyIQ1HS8O5yMHXyQQA4SKEqnW1OTHLSfJhcEAeTrI3p8Jedc3bKt0d1mv2Ueiem2na46luU5KZ2qPemqatc3Dc0p0JArK0Qg5cjHooOLpiJtcpHSdKQxGLttR7qu3skeC2TobNqaQLDwrry5MpyOzF1gg/SrFlfKdyWgs7c2tSOqjjQGhu2uTldHDbrUAZzl79f374dPGoIflmBBZ2l53dDBbb4D4KeozRx0k/a8+sbePn2KE9E5aHTTJ2J+Rij1mj3SGDh110NVp57cS+lrK1p07rh79zmfzXySEPiwQAachUvrQunAF+9FDejs2J2eeETmE4nAh8UpwBm2X5eYOjDA+MFUoGHsQAJZRYCfAGRVOGiMmcDQgamdG52SM/P4XKi1XPxzN1+mwn4XRx2lLDqyyUXK4lS26Thm//BaWu6FHGqOJqvjNQamRrDHqOMSa9nHEnR3yJKz1x44JdHJg/oVZE9VRyasfqO89RanBg7oIo/iHajVWHR2Nt0cpfX3e+mnAzh79oYIu0XH79Deeum+F/KhY7tjA+AdYqzxMwadE4EDneHDumCP5Piw2FO15+btmzKfkvUfegWe+bGAI1J2yyoC3ABkVThojC+BUKmDr0quNciVNabhWaWTVcYAbIL2FBXFDFRmOOyJryOcykudbHMq/lsTZ6DltBFwRgzrsvaDBku3wKYEITedpM23n23beRNeim/+DNjv+/sMveCAkSWBxrADCWQDAW4AsiEKtIEESIAESIAESCCXCGytbNy4JbMt+fik+yt3pg45ZlIuWU9bC54ANwAFPwVyAUDljtS8+TW5YGkbGyed0LPNa+cXcl0RIw4f53pnsHaErNVZu6HhgGFdovkFp+CmWHehc8wR3QcNdLod3AInKZ11GxoSCXoiOhnIw7scPjbK5NEgx9ERkQL8mEGXOoAzbEgXx3vu/YIOY/BpzdGHR4EDTXlmQaehPn3MUU73pnuNQY2cyQsW104YH1FHhYNbbj5/mnYop5fSKfQGZKcxpk5SR8AxdXGq03SGDXX6toYmDRHUSMgvvLb386e6fkFClZLGoBJ+la+sR+GyHzw66ODUCScw71dRsZwzBLgByJlQFbKh9Q2poSU/OXpCaTQIP//pWedecE3k4d6DQvC63z7urddrtn1Jr/G8Nq4raq+LLrw6lbpZrTGWO0znsm//PFWT+dTb/pD2YLFET7FeqkMmT/5pWB2vyEmTAGeGKmsswxjUyyTAq4OFfOuKi41j1UrpFCplEqB2gE4qdtDh1KSzSkPpGCFDZ7/Mz9PfrFpoLEu//Jza+kFZoI4L5DdfvshogFopjUGl1x44NezAVP2O6eoQYzlQ55+P/p/LBsCug4j/5v8+57IBkDrGYH3y5Kv3vHat0RGtUtXRZjLgvL74/6qrM7Pd/oAIOvidETAGOoccFJweSGOg5g0WdJ78ZwI6O3c17qlJuyTu0h4vZMBZ4AYHvqg6GmRE/PBU6ldM+u0zjK25QCD4DM8FL2hj/hM49LDSaBda8AtCp515zfcuD/03myxMn395j4sxz7fdI8hFBcrexVI7XCaVTGWuLeHvACx6/ma1teN1sHYefkTpQQeOw+2ta1fMWfmWak6bxRIN2nqpdpVOoTIpnbdeLarc2LohARyI+2U2qjGqU6h/q/sPE9GJHHQVDuxJRCfy5NHgLClLbV+jwnMNuqbTWHVVqvZmVUhOZvsZocLBX3R67O42GwD3oKs6+MsPqdSNRmNQabFHc+qHlfrFcumUu868ubO9ibujjuaU+NV8o1/etFjtJnVA+M6/XZPybACkPY5w4NSdf2uIpiONgYXHlho+SnUMutSBMVs9kYK4dApli19SRyXGMgnkNAFuAHI6fDQ+gEDH/N6/nxHLyjM/f2FZVLSBWmIhWnfuToXVMa5VSels35VOxB6hY89IVD5GOOiwvCK9cXWdO2QjnAR1QsHxcwr2JKITNuh+cHAP3jthJrOfzpbtqS1rM8GCg5aNIlrxsMBZs66hR/e4OhOOLp31RO3oA7o6Th4/p2DqgiXJ6LgH3QIH9rjrWJxatKzusLGu72AdoOMedDucDzY19Ch3esewOJWZoHyQQI4T4AYgxwNI8/0JdG72n7Frn6vmzf6Vv4HNLfZlBhfd5728N1AEHRLRsa+dOEr/QeNc7LEbAx18Zy4RnUHDS++fGcAn0CnYs3FrsD0uOi5BD4QDexKB46Lj5JSDPS46gDw/aDK7wFleUb866DdhXHTefq9+5Wr9+j2gyYeLU+gMkZg6Y8aOg05g0AOdwq7m8UeLY+qMGtX8OzZ2HUc4vXoW2XUCnZp2/ZNTrjojMOh2nZNObr5TPzDodh05N1gggVwnwA1ArkeQ9psJdH72n0rhtpl5s83mOa6dYjAWpN/d9HmjEJoWLyrD/VGTJsX6Ipr7mmf/kTvo4AsS81+qNlqrVuKGIvWlWg4FRx2olUPBsQTLHY5mgPpSOHXZpacveStgu6KO8pYThAPxvXtTHTZzvL7ImlBwZHoqh8tCgnDcT6uLLr721RfM+3z3mQOnevc2f5c9FByJwltwNwZj4dT8udd5RVDjflqJnLtHD3zd2vAIZQ/G9+hu0AkVcTj1+KPXGnXCGmPwh1UkkGsEuAHItYjRXgcC2ZD9w0xvjpvUMqPqIIdzfGCUupEItXZaDqEag274goSls2zybiQ0HdnTXtAga065w9GOoulore4vNafeXFrrPlbtqemoTe5lr1M4U9yHy55eHdkUqqA51cFwcNFdzQU1p9xnTunE0ldfaPVb02ltCFmKBgdOaX8jWdNxtAKfJMyf29pXc8odjrY7imYMNhLa7iiaTtPHI61OoRRNp40EX5BAzhLgBiBnQ0fDfQhkSfYP60SOW12d/vHPHhPfoPUxOaBa5LhJrVWfOPFq/CCSy5eY/cyCJdhIJGJPfDjCyESMgVR8HXySkEq1fmfaj6FLfXw4YgbGdypByFoq6cLB2Cc+nASdglR8yBd94RroyG/bG70OrBQfj2zc1ICfKYtzjuNA2B3Fd0rsjuLrYFcTf+aI3VF8YwKjwA4kkBMEitLufxc7JxyikflIQFyndLlXoWOy/6IipxOnoqJi9OjRs2bNcrE8ctwIx4IuFBzotGukoB9q5qxataqkpPlubIuPcZrAx8XlB++ZNmC/uLeZBdrpCAc2T548ub3huM+cGTOmHXkk4QSGlx1IgASyi4D5psPsspHWkIAbAazZZWVlU6Yk+Yufbkc29OqY7N9wYJ8qwvEBk6l2z/YsIkk1iZnT3gmuu7WA0wHZv6M9MKYDsn9HY9Bt2rSOyP4d7ck2OI5msxsJkECnEOAGoFOw86DJE8Dix+zfDyvh+JFBPeDg2eVCuEUkqaYszP6zB062JbjI/ktL2/3av+PUyjY4jmazGwmQQGcR4Aags8jzuEkSYIJroUk4djhoZfZvRISZkz1wsi3BZfZvnDOsJAESyBUC3ADkSqRopy8BJri+aJoub/ODET8+WZXg8tq/X5hQz+w/h+BYTGUTCZBA9hDgBiB7YkFLohDI2ux//ZrZu3ZWRHGp7Zi335wWWUfCgYL4v6126FdxdNQvRSQFJ46OzP7jOKUSjENYzf7jOKXaE0cnq+DAGHnffxynkoIjr/1nw8xpDzhxZrKEnBScNxcn80aa1MyRDrJAArlOgD8DmusRLGj7sfhl7eXtipUXidj0H3jVASUXotx339C/6IJFdHvl9fgfw8PqaHDeWniMEMEz7IlgDAaurZgpjQmlo2b/GLhje5ngE9YpjFUfGmR3pwAHOvLOn0Tg7NpRLp3q17+0b79xjvao2T+sIhw1xGqCmxSc1asr1r3f5vR0jBQMkNk/ytu2p9a9n8BptfCNmd2Km8/xUDNHg/PoI+ceM7EbDItzWgFO2WsT9xtaDBFIRX6v+NOfZx7/oWan4ui8/XbZ7u2ZYMV06olHE4ADM/gggbwhwA1A3oSy4BzREtzO9V9LcJG4S3vUDB6VkRfUUDoaHCTuwh6RvsskPvLOJJSOBgeWiOGiII0JC8cPcmAKBTg4lsz+URaPUE61DDL8C53tlc31Imux5Jda9q/KNekkkEKpOrkFR0twAWfu3N+IHFd1CvVhT6uNmxqR42KgqhMIR83+MXb58vLeTUsoRIQUniPkqRs2pkYOx1BhTKaAR+DM0eAgcRcD8aw6hZeh4MCptesaACemUziugBxHB079dtrPb7953/hOrVjZkMjMgSV8kEB+EOAGID/iWHBeaAlu5/rvTXCN9kRYCGXirgpqOls3pw4/vFTt4AgHOkIKqQaGu2QJor96LJQ1ne98s7fawQtHTdxlT6Es7YmzM1GTb8AZNESHg4Oq2T+u3EszZEFzygUOrtzL4bKg6iC/NMIJ/MXPdoIjIEtTUcDMwbMKR22VZdUpVLrAefGlMpHjShEUVB0vHC3BVQeq5XaC4505WvYPGxYtKjv+Q6otmbLqFF66wJE5rqql6jjCkTmu1IkAB0716CIFmguqMajywtEGIHG/556f/8+Xe4ldlmzVdFzgYKzcrQmdaE4990Lt+ef0lJagEEFHHc4yCeQ6Aae/Z5TrTtL+XCeg5SWOCW77ea3+xSJvgovj4sZ9sboE2mBPviPovPpaufe2qFfmDw60RHSwXL9E4i5ulXGREjrvryw/euJk7U+huevY4eCmXnkLkN0k6IiLu4CDnlqCG0pHJM3GK/qhggWdym0p/J04b/bvqGOHAzcdg26HEypYFjgPzpw2cnjmMnngA/ZAB5GS9/2rQ353cz9xHVet9JbtcObOnf32m803hHjHqjUSzu1/mOn9xc8bb5x28KhpWo6rDpdl4RReemcOcuWzzhorLnLL/n4FCxwYg5zbRccOZ+LE7p/6RHctVzbaE+gUNgCOwfKbOcIpFx2LU4IwXIipY4TAShLIXQL8BCB3Y1eglnd69q9yN2b/6LCnJrVjV7pb16JumTtyM49uPqea/SpURcX0prEhdPp0T5152lXiKrvINrZtq4Axqo6fMegDe4RJ3gW1viHjVFidR2cOOGBY2a6drTfEV1aWO+rY4dQ12QPIGZOaOPv51eQUeqUAB36pxqByw4Yy92D5wYFOqKALnWVLpnYrLt+1s01e6Bh0OxzY4w5ZfGZihOMe9CbIvjcs1daFsud6GGOEs7fWSScQjtAJPEObnALL1AkfMcwc1O+uSvd0ONPtcKCz4v2GwYOLpT3WmewLBzouQQ+Eg4vln57cA2p2eyxO4T4iDF+ytH7MmMwbX2QdjMXDRSfQKei4BN1Fp8koPpFAzhPwyUpy3i86kG8Ehg5JIaldubJ8y+ayS79zoUhwO8vJb3+ztzDmjj987r57p37kuHGaPXX1KWQ8tXXp1J5WG7u3bgaaE3ptmfcuqBDBI6ZO776lFh2szTiEN4H2LoQ7t5fbdYy7nWHDMjcTCzVxyRARjKCjisBgXDIUOhk4eHg4y5wj453yPqfqiI8FIgRLuKM6haNE01FvWBLXQS1wmnwxTB7VKfQJ1HGHEyHoRjjDh6WqdsM082SW9ngilRmCh5g5KNTsTVv4+Ou02Zls3VwmdEKdWSpkMXNGjkjt3hXuTPfC2b6t/JMf7w6nmv43vGNIp+C+5NNkTIYMHgIOjMHDBQ66tdVpAwfGzH+x1kVHFYGmcE0YA8LQqa4JFywvHDjlp2N5O22C0+pUfWOpcCps0DUdnFbeD3Ay0PkggdwkwFuAcjNuBWb14kWzxQ9B5IrfO3elkQ46PvxWMiS2Wyqbsls3IaHjTRewlovrgm4yKT+dvXUp+OUogm6ajkwXqvakqve46ljgVCeik87ACRssL+TGdAZOIjpbt7nC8YOM8el0yl3HAhmTxz3ovjrp1Jp1jb16Z7aaLg9t5mCImDyAvHJVQ79+rr9ebdQRcHCR+8gjWnbkQTZpOsIY6GzY2Lh9RxpX7oMEMu0WOG8srNunT3FMHcApW1hXMlrZ7FrN0pxCX/gl4Fz2g53X/qKvdXRro6Yj4WAG/uPePaef1ua2+9ZhnpJZJ50CnDeX1Tvq+EEWcHbuTjsG3U8HVsu9KDcDnhiyIscIuL5Z5JhbNDe/COA+hF27sTblzMM9EYRL4mJbU6HN9T95Qd3RbeNFO4xNRAcrYtgAGO2BTlJw6p23WHbIEewxXjlOSscx3KKbETIi7pprN6kkOwObaOszuWpP2n0DYHRK5GR1dSHwWHSGD/N80dVf2KgDyL17F2ED4D+uTYsF8oCBxbW1bTpbXhh1BJxdVa7GQN/olND58Idct0Z+OmFnoEUHcCw0tCYjHPSBPRHgNFnVOpMFnB27pq9fdz0EsRPAbocfC2gh4MscIsANQA4Fq6BNDZVd5QepUAmuxeVEdLCyFoVKKn0MSkonEadgYyI6STmVlE4iTiUFJymdpOAkpZMgZJgU85GUU0npZBWcBGegCJPY/2/fmfmCFr6xU7ktferpCwcMKIkZRA4ngQ4mwA1ABwPn4UiABEiABEiABHKPQOW2xi1bGoXdI0f977DhpQcdNG7kSKb+uRdKWgwC3ABwGuQAgcrK1F/uVL7mmfUmn31mj4EDQnxyDYfUpeWDDxrxqyCo/NqXe4X1VepABGOhc9CBXT51Qvc4OsKYCDowBscVS6Z06mPHdztkbLh3HukU1JLVwT0TcYIlIcfXEZChgx8rDBUsI+RoOjK5EZAhcnD4yeMNFnRKRnY55aRwk1DqqJA/elw3x3vlJUNVR0L+8DFdQ+l4IcOp2tr0eWe73uMu7JHGyJmcoM7mzQ1HjA9x9w5skPbI0wr2QOezp0l+TgVNRzg1ckS490CvPdF0pDEQlDM549RnMj9t5P7w6mDsD37wOJ4/+clJ7jrsSQLZSSDcMpydPtCqQiBwwieuOf/8CzvRU/yw3fe+99nbbvvX2LHjPvOZsU8/vdxizPq1MzduyHxAbHwY1xWtp1hmdlTaXA7UmTz5mjM/V9pv39TqVU46MtMyGhNKR2RaRp0DRqSWvulqj1dHOIULb7V7yy06gIOja3sP1R6pEzNYIlKwJymdhQtKVTu1sgy6MVjSKYxy17FA3rql3DJ5AiFLOPOfm5lKRT8jpM5ddx6pAVFfSjiolBmt7CDhvPde+csvniPrvQWpY4f8yCNwaqp3uKxRdbyQhVONjakrr/ysHGIsuOgsXFj2j3/83DhcVEIEBb8zQsK54MJxe6qRePs+pDHo4YUsnfrZ1afbNwAuOsIpRx2vMbAQ9ixZUnb/zF/YnUJPaY9XR8LhxX7facGGHCTADUAOBq0gTT7qqNJOfPPF7/2ffHLmD1qddFLmws+yZXV2Y9avbQ6SfdHVIinWTvXa0hOPtepoV2e1sepLTQd/B2D1qk7Twdo5fnybD8pXvDdbWqsuuqj0Jkmyp+ZUpvN75bJV1bGIoL9XJ0KwvE5BOSmdhQua3ZJO4bU3KWnu1PSP1ylUJ6LTpw92j82HkvbAGFT5cTbCaZZo+kfV8RNBx6R0vHDKy9vMHBzLLy1WzfbqNGQ+pWt+SKfw2hIsr1P4M1UtGpl/HXW8xmi33UfW0RJlqWNxCmZr9uBPrUXQ8cJZsKBMhaPysdijGXPggeP+9jd9a+Til6ajWcKXJJDrBLgByPUI0v52J+D3174sB15Vkbp/pus9S5ZlZv7ztZYMSTXAu3bKVnw7zV3HYszu3alEdHbtctWxOAXvktLp0bPU0S8LHNjjHnS7jqMxdjiwJxEd96DbndqyNbWwzGky23XWr2+srAzWCYSTlM7iJfUVa5R9gDzr2hYsTo0aVYK+8XXEAV2CHggHv27komNxCh+Twp6ly+r79gkOlkVnwoTSe+6JqyMIw55Nm9KBfgXCEZz5TAJ5QIAbgDwIIl1oRwIRsn9Ygy+H2W2yrHnqwDM/9+hNN52l1mhl6CxeXHbYYaWTJtnuSQ3cRbjYgw897Dpi7bz00s8uXVqr2am+HDR4nF3HxRgI7tjpexFaHM4Rjl3HPSHYWql6qZcd4WDYwWOvXvH+tfr4lteOcNDdBTJ+fdI+c+w67nCOPrr0ued8E2V3OO+U1/ft63tnuSMcpKfvVzR07+77s1aOMwfp6dy59X467nAA2bKLEE596lOT0/hpfesDibsl6I5wbrjhX7/4xel2HfGeo35Wqdklcu6ePX3tCQUHf/nBzx53p370o88uX+EbLEcdzU2+JIGcJsANQE6Hj8a3L4Fo2T9swh3hRssSWWa0tdPlF8RxXO9GIoIxOPSsWXpuqung/iij77LSePeU5pTsbCkYIWs6LnCMh9CcMvbRKnGn06xZWp1+a0QgHH1802vNKWMfl0qvzuzZrbdjuSiIPhHgGMU1nayC4zhzvNm/5pTRca3yy1++7rnnAk4rbYj3pbjortV7I651ML70/qk1zSkXOBdffN3cub/U9DUdrdX78uSTM9c1EoGM3ZGmEw2O10jWkECOEuAGIEcDR7PbnUDk7B+WqTlu2DVPdUzNcTdvbrzggmsvv3yK2iFCOY49MsfF2nnvvddcd92T4ksRYc3AcLGRiGOMChlwfvObJy2XJC0WSshJJQQx4UhT48CRIijEgSN1YsIpbrlqX12drqpKR54555xzbfyZg+vTMheMA0c6FROOhAxjUL7vvndLSjL3BYV6wCmZuMeZOepGIg4cfDzywguZz1hiwkHiLjjEcQobiV/8ohlnHJ1QEWFnEshyAkWBnypmuQM0rxAIiOuUgfcqJIjCnv0XFQWfOGvWVKxcWR4tJVUdmT9/NjLUd94pLysrmzLFkP07woFOfGOEU6NHjxs9ejS+Em2MiCMc+Khm8KrL7mUJB0OMxnQWnFWrVhlzuKyCA2jgY+SmhiDBmYMrx5MnT84eOPfdN7O01Hz7XMfPnKyCg/eKadOmxYGDLze//34Cb4BJvZE+++zsMWP4m/3qmc1yoRMIzmMKnRD9zwICjotxUpbas38cxSWNS8oY6MB9v+xftOI5MI1Lyp4shGNxv1Nmjl+CCzs7fuZY4KAJfDps5uBYluy/4+FYElxBxo4OrQk+CCdBmJQiARJwIdDyuaxLX/YhgQIgEJjgdjADZAaW7L+DjclCOCDQYSmsnbaAY8n+7cMTb8XMyR44gQlu4u7bBe3Zv31s4q2EkzhSCpIACQQS4AYgEBE7FBCBLExwmf37zb+sSnCZ/fuFCfVMcAnHQoBNJEACnUKAG4BOwc6DZiMBZv+WqGQhHFjLa//GkGXV1ojZvzFGopJwLHDYRAIk0K4EuAFoV7wUzxkCWZjg8tq/3+zJqgSX1/79woR6JriEYyHAJhIggU4kwA1AJ8LnobOFQILZf+XOivheIW1au8n8mz+hxGFMfHsEnL/dMzX+5fb4xsB9AScRY+LbI+D8d+Es42/+hA1WqP7GzknBgXh8OCL7zx44uO9/6AHJfGqUf3CmT88iOJh+FasTeO9KZBobTzRWkkAeEODfAciDINKFWAQSzP5hx+wFH8Pz/oMu329A6eD+YwfuG/r3vJE2/f2hc8+6sO8D826DzvgDL4BgBB0BRdoDnQgiAs5t9w3rvd9tLyzO/CB3NB1hzNL3H1i/9daYcLA16j38tuyB8/icaSsrv1qz+PKk4ESOOGYObEgEDhJczBxEKrJTIvu/+vrBicC5/98fGTy0S5zTAdl/UVEycBYsmr2i8quEI05q7fkf90/ruV/mjSvyzBGCf334Q+Mn9Iipg12E1Il8WmkO8iUJ5A0B/gxo3oQynx0RmU38i75eRtGyf78fcxRpk3YUkbU4Jt/wFHf+fOM7F4rEXUpZFkILnBcWT0fCLUVQgI77zkTC6Tl0oVfHb0H1g4OjPzDvANUYYY/7jkJ4esxx4xKBU756zsL3vqLaEwEOfvNn9fbMrkbTiQBHC5Yl4uqxZFlOAw2yXQejjKeVdyZDx88paYMsQFb84ueSFQ9UpxKA8/uZw7EBkPp2p2Q3WRC/+TPukHGvvpfZn8uHRUfylJ1l4YYbp42ceJt8iUI0OH99JJPjOur4nVYyx5U6FqdkH7Ug4CxeUtZrxM2OkNsPjjAMTl0z/ehTP99HtTMUZDEQkdpZdIMKOSwc1QCWSSDPCPATgDwLKN0JQUAmuMYcKISQtSuyQ5EgYu2xJ99YVsV9/8gFNUmhIHXcUzGvzvqtzXViQfXbmahwHpj3VZNOJrFzX1CNd02EgoPDIVJenc6CI37xc/V2jU1KdQptjjsc4YXUCuWUJSELpSOP7i24OwVj5O/9L1mhK7nr6COV16GcEgkuZg7Syi2bGtQcN5SOcny96O6UCmf1yjo1N4Wou4604L3l5bIsCqGcknCwAdi4vj4mHBD+293XfHfEAE1HmOT+XgGn/vtijbYBiAAHQB6+a5cKORQcDSxfkkCeEeAGIM8CSndcCagJruuYoH64xcXSpWkBa273Jt8y+7coiCZtIVy7KX3A0FLjKLHaGZtQqepoOxMVjjfhVgXFIcSzcOqib+yrdnAsNxnT3NcIB21in7Zl+3KLpuoUulngbNxW5qhjhOPye/+JwvHdblmyf81BDY7YRmp9Al96ncIQuY1UE1y7lFfHb+Zs2lqh5aaqstcpaQy6yQQXZW+ubNGxzBx1lFb2OoUO0h4VDnJlb44r1bw6fnAWLipb/b6+kVB1hJQx+VbhIHE/90t95UCtoEG2w/ELltcpHEXCUY8Ip/By6aK9au4uOzjqiN0IRmm7PlXHAkd2Y4EE8pUAbwHK18jmlV/uKY6j22qC6zhE7eb3cfxfHh/RrWlP3bVb5nb5rg77ayzMyC93VKbnPdP6rd9oOtrHApsrKx5/4XjYI4xxt6dneuKHJ06eNWuWSLgj6BizjbdXznnpzS+HskfC2b659bubmo4jZA0OaMx5bfqqDbdIexx1BBw1+4fOui23ZPC6Bd0IB8PDBh06cGrFynIVTrRgeeGE1RFOeeE89sz0rTUhIBvhYAMw48/HjDmsh3uwBJzHn5yJvbGYxiA8d+7shRWX9B/UJawOxqp56uETen7t8v7uOkY4SE9PPfOQK68dJI3JTCHrO4YRDu5yQe4eVgcR1+DAqSOP6THpzD6h7NFmDgh/74dnnHlhH/dgWZyKqSMIg2rYYGlOQYEPEshLAtwA5GVY880pbAD6D04dfNC4RBxDznTT7edO+tT/nnX6hdEEL/vRUb+7YYl37IOzP+qtFHkhllU87DmiyFpS6ZRdx57QNy+ooy/YuHX5/LIvWewJ1Mlc+e431qgjxwamC9KpsnceeG/NzZo9Xh2/HCgRHQkHZrz+1gPvf2C2JzBY0BFwAnWkg0a/pFPQiRz0ZqfwZfF0yjFYfsbAjPGjM186j6mTSaHSkElZgu4CWehs2LL8L/dcOG5894yi8hBs7TNQjfiT/565fseMAYNbv0sgxMLq/OB/jz70yB6BOn6QhVMr3y+/7c/nffTE3opDmaKcMNIvuw6cmjbtmsuvHhhBR4UDp2pq0ieeuo9Rxx4sqQNj5r34W7uOdNDrF3QEHKEzaGjXyEGHzsqVGcKvv1Rzybf7RQhWs1ORfjtBY8iXJJCdBLgByM640Ko2BF5fOHvFVv029DY9suPF9u2N7obItANDRBkrYhppUzoVTUddWdONqfr61O7drvbIsTLtyFgFe2LrZJb5dMYvpAX435GPBU40HemgcApm7N6drq8PbU8cHTlWQpZwYI970I06YuZECLqW28XRkYZJyEkFa01Ffd9+xS6TR9pghPz+e3XeXNAoa9QRcLZuati5szGUjg656bzELS4jRnczHt1bKeyRTqGDhPyfx3Z7NxJeBVFj0OnS9LaTSj12/y7vBsBRJ2NM03sX4Dw/t9pRxwy5BU5VVdq7ATDaI51CqyhLOIDcu09x2GBJw6CDR/POpO0HQUZLWEkCOUTA+oljDvlBU/OaQENDascO11w2V0jU12Wyz/q6Jnv3NGei+KXCsI9WnRYRKITVESIYmLEnaZ2wxjSZ0e5wMvmK88MC2V3HCDkynCZKrcGKrJMlM7DJnZage2ag+1atAyDv3BXivah15sDDFr9EsKqrQ0zBVp0WEegJnb3O+2ojZDlzRoxy3Y1YdLr2CPEWZglW777FVVUNOJDLoxUOerfwkZB7t/kxIZteq06LCHpjM/DurlveXZW5k61k2BWoOWpslJ9Uth2YbSTQGQS4AegM6jwmCZAACZAACZBA1hNQdymvlc2o3NKwdVPqkDGlR4w9Jettp4EkYCPADYCNDtuyh8CObSGuunWW2fv2d7pLwc+8jI9F+C8VR0eAwtUvXF3sF8OeJHWanMKV8n4DovORcOLriEuDiUBGKOPqNMFJSieBoItgxZg8cubAqTjBUnX8ThmXejlzXDpb+kgdpIADB+lfJLAM1JqgI2bghvX1Yw/Xv9igdfZ7mbVw/Ax2rJdwANlxiLGb1AFk9TdJjZ39KiEizdi8sf6Ssx9MDUmd+I1Jfv1ZTwK5RYAbgNyKV4Fau2tb6okHdp9/9s8j+//gY9fFGa4d11/tFq2n30ttaVn9fr3oeeanr24qhNbB+iRFoACdfQekalIdqgOncGixZHrtGXFg0eaqm5u8C3iyw0lKZ8e2mxw3JNIer1PwJCmdlFuw/CCLmeMedOkUXFD9SlZnTeX1/QY45bjSHq8xsBA6A9xybrtOVfGMgMnX1GyH/OLc/zvzfKfbSqQxRshvL7n2E6foXwI2mid1AAcdxJkuIvXIk9ft2tH4qVON4/RKVUe+XUidYft3cbzn3qJz/8P/N+pA17zCT6fZqU+HgwNv5eSRTgHOEW3/2poOpeW1agzqJOQjx5eOOWjcyJElLR35LwnkCQHXEzVP3KUbOUvgmh8/Jn/OL5QTMX/x03isK777kxdnT/E23fGwIeGW6wr6y/VJG/uzKx9FzYmfbL62lIgOfsnxkXlR7MHaqa55gTqOTr21fM7mxZrfmZeSTxwdiEDKuPeQh9QgP/NSkfdXgKQxGGW0R4ODbtF0NGOgYw86jEEfmbShLB6aTlLBiqYDOJec3SZbeuhfRVv33NxibPO/gcHSnMLPgE793fWaCF4GBkvTwY9U/ne5VyZAx+vUHX+6xqCi2OM3c1Q4+JHKaDqaU7V7UvgZ0Aj2aDowBhuAsDoaHBDeUdmQMm0A7MHSdFycgqlezqpTFsIYK+3xiqBV1TEyYSUJ5AEBbgDyIIh0wZdAe2T/vgdrarCvK+pYrHlqnq02QQQv7ems7P/ZkzMfGvzgcsOGJJSOZc2TTuFAxvVSGoNC5eaGG3/7uNzMqE3uOhY4EJQ6MAYvvWmxPKgFjqZjEUFPC5xQOhY47jqBcCDlMnng1KLFZcaZoxqDsj3ojnDsOnDqznuuffyBt72XWocOylx8VYNuCZYdjruOZeZ87ZJr61IzHO2xw3G0xwJn4oTS1N2tcAIh+73nYCAe0imULUG3wGmScdVJCo7RqZJRrdfspV8WpwJnjnCNzySQNwS4AcibUNIRnUDHZ/+HDPnHr+/+vG5H29eBax66z36qqu0gwyupI/5KmrfHkIElgToua15NVbA90hiYgb+SZsz+N69PB9qj6ng9EjWhdPzgQKp7/US7PS5woPPu4vTsZ2zxUp3ygwOdh+/eJRz0e1Z1/Pq4BF3Vqa81KwUG3RHOupXp2XNc4eCDNW/2L+x7Zf6effravkCiOmV2qan26cerunUv8uugOmWZORjuruN3LJGe2oOuOmWB07N3sX0mqzp+9mBXc98j127dkrn0YHy4wDn55MxnmNiebd3iG3RVx3ggVIpdzRuv1liC5egUPh6xB8tFx89O1pNAThPgBiCnw0fjfQl0fPbva0rTHfm4uvmFc6750Q8N1+m9A7Em/XqGYSMRdq3CWvvEM7/y6uMC3t0zr5127eMud1X55WSQDWUP7qP1WoIaGAk41//q8ZNPymQPkR+hjLEcRcB57P63S0paryBa+vs1JWJPtsHBJxjwNyYclxRQo9rd9OOSYeGMGWuegWEjhfT06ecNu4iwcJC4a27iZVg4fk6FhQOnnpxjsCcsHLhgDFYoHeGUN/sPCwdO9XykOL6ON0ysIYE8IMANQB4EkS7oBDor+8eV71/PaDVGrnm4mnjBWa7Zf+v4lpLUaalw/RefjD/xTHNnuXY2NqZGjx49a9Ysl+xfDMZYuZGIbIy2kZA6gIOtiHv2r20kpI4rFFM/Dc6qVavcs38VchxjjJDDwtGci2OPlJJw3nmnfPLkyaHgHH1U6VNzmpUSMQZaUmcaHmFmDsbKXFA6pU1L6bWlUKTkyVInApyLz7/m388278+lU5bjGpvwSYL6J9KkTgQ4Ul86FQHObTc++dtbmy9eRNaBU+ruSDolLYxWSEon2tE5igSyjQD/EnC2RYT2GAiIj+MdE9YOyP5xI0fa5+8/PTt/NhxQfzUCxpeVlU2Z4nTtXzovdIz30sg+omCBI0TQTepEg+PV0WxQX4aFg7GOkZVHSQTOmjUV760sh6YGJ1SCi+G5CwfGY/IY4XvhoGfY7F/CUU8HVPo9Qs0cJLilpaVG4/30UZ/IzJn37GyxB5Azp3Ph3HzbNGy0VMgR4OArsyvfb3M6WDBa3nO8cCw6liYRKdUpS2dLkxeOpTObSKCgCPjmMQVFgc5mOQHLeqNZHi3B1UQCX1oyFW0sLI+Q/Wsi9pc5DQeuhc3h7DS01rBwwmb/2uECX4aaOVBrVzjQBx+XQ6BbhOw/kIbWwR1OhARXO1bgS/eZQziBMNmBBEggCwkon2VmoXU0iQTCEOiY7N/dImQG7Z39uxuThXBgvEv26e5j5J4CTntn/+7muWef7pqRe3ZMgutuXgdk/+7GEI47K/YkARLIKgLcAGRVOGhMdAJZmOAy+/cLZ1YluMz+/cKEeia4hGMhwCYSIIHcJcANQO7Gjpa3EmD238rCU8pCOLCR1/49gcpUZNXWiNm/MUaiknAscNhEAiSQ/QS4Acj+GNHCAAJZmODy2r9fzLIqweW1f78woZ4JLuFYCLCJBEgg1wlwA5DrESx0+5n9W2ZAFsKBtbz2bwxZVm2NmP0bYyQqCccCh00kQAK5QoAbgFyJFO00EMjCBJfX/g1xaqrKqgSX1/79woR6JriEYyHAJhIggfwgwD8Elh9xLEQvsiT737B99YvvPYwADCs+Kk72L3QOHHT0iAFjh/UfFTmiDy/I/CkyGPN/v/tKqL/2pR3x//5zzOFDvvjxMefGMUaFA/3I1/7bA06c3/zJbzjX3//VOHDEDIw5c/Cz9K9vegRzZtPb9RF+719O5jfen/v+1sUwBjVxZvJds27oPbAYp1U+wRFOJQUnpo6MeFIzJ6aOnEIskEC+EuAGIF8jm+d+ZUn2Lygv23wvCstS96aOSj28oFu0hRC7COgIKajFSb4zOql7P37efjsGvPnwgjcjL4TSHhgTeWciPMrASaV2NBmDQthUbN225dKYpOC8vvmR1zenCAc8xaO6snFVw/1i5sSB88qyv/cb0l3EXUxj6IeNOIYIhdTg1Jb6ByLPnJrtaTlzYAxkY0W86bSKDAc5biJwli8vX1abOaFiwqnanF7V0PyeExkOnHp24Z8OPKqvjHhkyP+ae4eqE+2N9MGHZm4Yck8iMzBDmA8SyF8C3ADkb2zz17Osyv7F5X8JO8lso2lfETb5bk6bmgwSZbkwuy+ouOIuPUJBOoWySOkc8zkk7kadsNkGLuL66cTdmbRAdoejWoJyZDh+OmHhWHSyB06CTsFf9yR+ybKFqYHNhCKfDhgvclwhFEen8oO9yE2ljpAKC2fhorIdQ2rj60yfft1Xp46VxqAg7Ql1Omx8fw8S95g6SNyFgtSRxqDGPeK33/XrT31hWHw4qjEsk0BeEuAGIC/Dms9OZVX2D9BilfISF/VyDQtcUC06sgmJgn0h1BJ31SqISGNQb9dRB2plVScwv9QSdyklLJH2BMKRA7WCNAb1gXAwc8QRNRG8lDphUzFNStUJhPPeynJtuHgpjBTPwinUO+64VEFpDCoD4eC+/3lv/OmgCc1pnFEnDpywTs2cOTN1pGpFczmszu4NjXIDoMpJOC5OAc6GFa05bmQdXLlXx8pyWKcaG1LqRiKaDq7cY+COza0bCVVHmOQCB4n726/s+MhZQ+VwWQgFGYk7BsqNhCqCsrTH/l4hnJJj1UJYyOpYlkkgLwlwA5CXYc1bp7It+3/+9Tm1NY1duhYJ4rKgBSBwIfxg6+qwOt78EnD+9+8nH3h0X2GGxRiYZ19Q12xZLu2x6AgRqBnzS6RNz7731wHDugfaI42BlHFnsmjN3dIMWbBANsIZPXr0zx6dIIfLgqojLJH2GLMNl2BBQYhY4LyzZmHtgObJYzQGY6WOJRVDOugeLOh44Yhv/X7xl2PsOsIj8SwiDgu9O5O91Y2BOlIECt6I42/9popanUIfIx8XOBgrjTHqBDol4Jx4yf4xdXB0PNa8XTVi3D7CnWhOAc5Nf7p20ldGSHui6Qh77MEKhCNE8LypombQiB7ipdcedx3pFKSMOkLK73QQW6zn7tsgIUfTEY7wmQTym0BROp3Obw/pXR4QwBq8vnHxEeMm3nLft+HOFV+4o3OdghnChhvv/NaIQ/bRjBHrVtduRXIBkwW1p0jFRA1yuAf/e6XaKocE6mzfVHv0sC8LOH0Gdt+nX5tdvaOOWFCRGgoblq9f9EbFXXZ7pLLaDTpPPvOHy5sCBEqf+fi3F64z6MApjBIKfjrSGPSc+UobOHJsKDgnf+hbb229W7XWUUeDEzlYGpzvXXBHYNBd4MQJVtXWRjFzAKd+b+qd3W34iKPbg6XBAdI/P/W9voO6qZyljnRHFmQ3Ceet8oVzF/zxo6O/ubLoHtkqCo466sz578tlmo48tJw8skYeDsa8vPTv8rQCnLvvv2ni5MGyAwpylF0HPaU9S5cvvOs+s04gZHFaCTib19TgFpeRh/Xx2iONUS2U3eCXNAaVV0/7Ssn4vmGDpcKBCJy65qr/+/TXD7DrSFyqMShLe2574Dvz799w7pQDZQcU5Cjpl6yR3VSnYMz9j97yzis7oukYN/zyQCyQQJ4R4AYgzwKan+68WDZn7oYpWehbQ316z+4GR8PE0qWu9MVdmj86iKYj10Kpg+tn+N/FHjlWrqwYlYgOlOVVBcCBa+72GOFg+O7t9S4i6GOBHE1HgpJw3IMlxxohx9FRIYcNuh/kTatreu/bZvfox1xClg5KOBgSIehGHcegy7ESMmrkDMQtLl26Ffs5otZ7dVSncMtN915d1P5+ZaHjB3n5gp3Dx/T2G6vWSx1pmGrP269s1zYA6li1rOmAjBQEnOqdDVriro6VZTlEQlaNeX/Jrp77dI2v8+oTm444YaA8qKWgOYWeqj13/nS5tgHwk/LqoAY7CvT3fjDlJ8J6EshRAk5v9znqG83OGwLphlTVDtc8O2u9FqmwmhAXFTVvAELZnIiONEMWYEMEe+RwWVBF3D9gFMOlSDRjMCqrdKQ7sqDCcQ+6HC4LcXSkiAa5oc5pqxYIuYODLt2RBRXOnl2NfQY6bQDkcFlQdfbuaXTcAIjhUkSDXJ8Q5LCTR9qjOgU4jjpyuCyoOnurGnvqn4OaheVwWVB16mqSmYHmY5tqhRnSGNFlwa67UFiw8i7sdo7a/5JPjDm3qIvhVjeTHutIIJcIOL0z5pJDtJUESIAESIAESIAEIhHAfmDHlrq171avequqpP/RK1aVe7/oEkmYg0gguwjwE4DsigetMRLYuyu97KXtxqbOrey/X/fhB/cKawPubdi1tQ6jtm+sFWMj6EiRbNORTsGwkYfv06d/uDcZ6Zeqc9jx/QQox2dx94gGGWMj6AgRjJX2xAmWFIFgtunsO7iby10cMgQyUioclMMG3U8ncrBUyEjmjjihv7TZpSDtaavTeMQJA1yGyz5GndqahpGHuV0tbxKSInil2tNngNP9SHZjAKdkfAhjoCbtUY1Z9dbuj59j+BUgeXRvwaiz5p2qiZMHeTtbaow6lv7GJimC1m0ba3943l9SI1InffIUY2dWkkDeEAi3NueN23QktwjgFqBPHvidC86/sHPNfuDBzC9Vw4zjJx/x8qy3UF69afnj7/7QYpW2tGxcVSM7T7/qHpTHHJT5HW53HaxPqgjGXjjpB6l9U+d/PgPng+r3Hn7jShT8HtIeTecLp1454YhSYQzG2nUggj4iM9Z04NS3p5w/56GFwoAXVz6sfQlYNUwag0qvDiqlPbe9cKY6UCtbdFQ4GOWooxmjwYkcLA1OHB0VTmCw5B5G9Us49caCN+RpNXvhQ9qXgFXOfpA1OBjym3+eqg7UylJHNQZ9NDjL3yt/+oMfaWPVlxYddJMzB+fsptR96kCtbNSBU4316XTvzMmO/jDmt//4ijZQfSlFUKn6pcGJrKPBmXTehImTBqoGaGVpj2oM+kAHzwIOjPn698+xbwCMOhqcBx+Z+fsXMr/gaXkYdVRjMBZO1e4JuM8zUAdOXfrT8y2WoEmKoKzyEfYw77fTY2s+EeiaT87QlzwmMOGo0lEjSzrRQfwSUWN9asqUzHeR172zWxjTrXdR6t1Wo+TSoq4rrc2plEwINF9UHYhgiDG9llLIa/90/7TfX/fApEmTYBjqheAH774n+0hjUONnj9+aF1Zn55baO6Y9KNbO5a9ta/VupTSndd31M8YPTqtEU0n65acj4Mx+YGFJSYkKJ6yOH5xQwYJTd9w99fbfPHDKSZNggApH0zGm6dJmCxxjsAAHY7W9ImoQKTwLOCg01KZbg9W8a0N1cLD84GQGKw97sCxwysvLFZkAeyxwNBG8tJxZKhx15sivFAs16RReGiehH5ywTt2xwDxztERZ2mM0xg+O5hR8sev4wZlwZKnAIp/tOn5wNKfs9mScOi9zwaJ19jYdHoQ1HWkM2r18/IyRvrBAAnlMgBuAPA4uXUuMALKBsrIykf2rosMHjfpgxR7vuqL2QTlwmamrTi97eQd6ejM2VUroHDx6LH7SftasWcj+1VaU63ZndOwifgmBKuWiI50SqZLxytn2tY3LXgmwR+qoBmhld8gCzqpVq5D9ayJ4GajjBKc6HagjnQIc7NNE9q/ZI4JuD5bU0caqLwODJZ16953yyZMn+8Gp2ZFe9potWFJHy7pUY1CuWLq7uGuxxS/pFH7S3g/O2LHj7nw54MySOpoB2kt7sKRTFjglo0rWvFPdo4/tDJU6djhCJyacS7/0s9lv/27XNluwAuHAqcBgSacscARte9ADjYEInMLfArMHK1DnlJMzb4n4unZMHeEUn0kgvwlwA5Df8aV3CRDwy/6FdOnAr9/32gzvYeTaaU8IxED08csJtDXP/qfQRg0d66jjNVitqd3tuxXR7BHZv3crItQOPWDi35S7nuQhQsHBKD/ImjECjl+CC513XtspbVALmo7a5C0jWEYdr1N2OFA2Bsur47VBrfELluYUjLFk/xCs2dZotEfTUQ9tLH+wsqZr92KtyesUsv/S0lK/mYPhjpC1A2kvcYgHbrxJq8RLzalAOBgSHw52Nd16dvHqhIUzcULpvc/sdYHsdVyrMQYrFBw4Bc3Na5u/zqTqazpqk7cMp7o/1MUbdC8c71hvjVcnlDFeQdaQQP4R4AYg/2JKj5IkgMzAeO1fHgO3zt/3H/lKTyxaG4JKWJ9+fP3FspdxubJn/xirbTairZ3QyVzOv17a4utUYILbKtFUMjql9TG+dIEcmP1DGUDu+0/zbi0yHM1CP6c6DI5qj59TLgluUctfpRCgxHdCtBmlHsul7AcnMPvXxP10tG72l3HgfPMLP7l/VvNGwk/HfnS04qK7mrX7OeUCx0Un0J7vfvVnM+cEOBU4c+CU+gOpfk4FGoMOvfbtJrtF1vnzjEd+NO2L8XWkAgskkK8EuAHI18jSrwQIYPGzZ/84Bu5DjZwQaCba17zA7F+oCRGUjffkaEe0v7Tb45LgdjAcy7V/4SmS2glH3BMfTmDEXeDAjEAde4Bka2Ck7Nf+HXVkN3vhktN/OPHoY7z3Z8tRLgku/kJGVsHB7sgOWXpnLyQCZ9y4cYnAmXh0aelE2+kQmP0LZ791yU9xZqEc5z0Hd+9csjRg5tjZitai4tSMn2W+9h3HGJcDsQ8J5DoB/iXgXI9gQdjvmE4lywIH9cv+8cdr3P/aUSJWWbL/zoIDv4z3b3QWHGP2TzggYMn+0WoMYiKT1ihiyf47fuZY4HTKzCEc45xhJQmQQHsQ0O/UbI9jUJMEco4Aln+/7L/jfbFk/x1vDI7YKbmRn6cud/74jW2P+qyCA2Ms2X97uG/XtCS49oHt0Uo4FqrZBsdiKptIgASiEeAGIBo3jspnAlj8mP37BRhw0NTBl439jGH270cG9dmWwzH7twSLcCxw2EQCJNAeBLgBaA+q1MxhAsz+LcFj9p8rcJj92yPFD0b8+GTbzPGzk/UkQAIxCXADEBMgh+cVAWb/lnAy+88VONmWw/HytmXmEI4FDptIgATajwA3AO3Hlso5RoDZvyVgzP5zBQ6zf3ukeO3fj0+2zRw/O1lPAiSQCAFuABLBSJGcJ8Ds3xJCZv+5Aifbcjhe3rbMHMKxwGETCZBAexPgBqC9CVM/Bwgw+7cEidl/rsBh9m+PFK/9+/HJtpnjZyfrSYAEEiTADUCCMCmVkwTCZv9rK9cc8cXD4rsKHa9IhF/8fHPdEq9OhJo1JnvCZv8dAMf4e/9Gf2FMUnCMwcoqOGFzOHhkdMpI0l5p1Al7edsoYj+usdWoEwFOu86cnIaDN4ol7fmeYwyrpdL4xmXpzyYSIAFBgH8JmDOhoAkgMwj7i59Pvv3EuLPG/OGl3wPcGYedecDAkdEIXjH3uxh4yv6fhggK0ImQ/SPdeWmf+S9tn//eS+VSJ4I985fPv2nRjMn7fxpjzzjsjJFNToVNcDG2veG4Z/8CQiJwnl8+/5ZFNyJSTXCaI55VcMImuAKOmIFi5kSexkY4YRNcMXM+/+AZOK3GDz3ioEEHRbbHe1pFgNOwq1GdOZGNue2pW5/bM0ebORHgfOHWC+PDwdvLt//99d6De6nvORHgvLPwnRf2ef6F7c8vf2m5fK8QMyrU861P3Tpvz1ztPSeUAjrDqS/+/QuDxw+Gzvih4zFzxHtXWB32J4ECJMANQAEGnS43E8DiFzb7x8g565/RntUF1RGuvE4JNSEIkScW//PGv98Q6if2V25dKY6o6qAm7M5k6aalGDWryTXxjAV1z7o95595vqNH0gwUVEQJwpn3+tySkpJQ9kirJGTUhIUjRVCQOnvW1YSFY9SJvG1TI/7E8n8mAidy8q1GvHrznkn7feawYw4V/jo+129rEHiFFMpi5oRKvpEOVm/Zgxw3Jpzy98qF2apOBDh1lfWpXm1Ohwhw4JRmTDQ4GFW1sTo+nLKFC1NNZyHeKOR7RdjkG07935RfffyXH9Xec7CjgJ0RknhpDIbjvSvOzgQKfJBAIRAoSqfTheAnfcxpAsjUYX+ozDjQ32jZPxJ3cYnRqI+UBfUu+aW4bmoUQaV70owrpjJh8qq569z+0u1iJfaKhLpEd85DmU8zjA93OIGQHZPmDoDs7hSYWIIVSscO2RGOC2SX5NsCOZRTJ/zyY0PGD/KbOY7JN9JKcZHbT8cRzrQbpv+35EWjCCrhl8s5jp5Djhh6wjUfMeq4w4FTZ/7y9DGnHein4wgHTv1r9+MWyI5wBo8feuh5Y3HR3WiPY/INp4457VhsAPxEUO+SxMOp6/9+g0Un7M7EaA8rSSAvCfATgLwMK50KIBAt+4corrg31mf2zMVdi7zHELm4eBZZAvoYs6i31r8FHaMIhqjXHfHSkm3MWv00OsTXedpfx/0SHXLKRODAI7uOJGyHk5ROuj5jjxGye8RhTFI6HQzHnl827GjwsycUHEuw5OmAPoHJd2N9oyVY7jNn94aq3oN7+wVd6tjh2J1Cq9QJTL4tkIWICxy7PdIYdLO856AVDz975JV47AQsybf4jGXL0i0DDxnkhez+niOMqfqgqtcQQ7CkMejmuDMRgnwmgUIgwE8ACiHKOe8j8vW3a5ZNOGRCUp78711TfvOlaRHU3lz75r9WPCUGFndt/g59l65FsuxdzDKX+tIpJArq4ZZULPn3qn+F1Rk/5AjtA7tp838rZaUNgfZAR44Shd88N1XWCJ3ibpkdTnPZs9sRHwscMWS8HIVCujE97QVdB8ZYdIxwVMhybASnVJ04cMIGK+NUKuWFPNUaLMeZA2WvTiBkrzHRguXVWbRs0dOb/wOrxENwtgTLD86P/3TVwEMGqiIo23W8xmDILx+7pufAnn46RshenQWvvPHUhic0nQiQv/fby0YcP0IYg2cJR5Y1e/zgfOea75ScNMqrI2e1VwdOae8Vi99d/Mf77pA6cmwgZE3nst9c1mtw74Hj9GDhHUNoasbA7MxmoO17BYz58yN/DqUj3nO8Ov/3k18dccl4LViWt6+MMfy2gJxMLBQwAW4ACjj4ueP6vNfn3frejGywt74G1xcbAy3xLK76nXb1Nc3XTe1SQkdmHo1pbCXaPOqr6tq8Nr3wGINOuj01uzJ3YNsfUqd1pU+1QYGLgvDLLoJWqdOSeejGhIIs4XjYpKLpeOG4BMvjFCKlxSpVu7s+PhwoRNDxGhMqWBKyF87uD6q79+3u6FdLxA1wdn9Q1b1vD7uOB7I+czB85+rdMhf0U9N0vHBC6VjgbH5za78D+/mZIeuFPVLHa080yA36BExtfmvLgCB7NDh4z2lzkjcZvbFsk9wASC+0gtRpfrvw3G285c0tDXWNjjoyoffIpKDTo19Px6DL9y5Yi40KNgMuNxpprvElCeQHAd4ClB9xzHcvGlN1VcGZZfZQkJuExkzK11BUpN8v5F3GjMYLnSYRs45xlFapGYNWrz3aEONLr06X5o9AjN19K706ceyJCQdWBkJ2CVayTjVZhafMnI8DR+pEE2kankn/LJDFrSDoY38okM1Ouei0E+T2g9Ojf/NnEc5w0NHwduECByMDIafrvMm8bpoHclFjSn/70seYXus6nvfAHv17VW+uMg1tU6c4hfoGnA9tmlFV59noaD2aXio6rUvJE9uefOrdzCexp40+dXz/8SeWnmgayjoSyE8C3ADkZ1zpFQmQAAmQAAmQgJHA3h1791TWoOmiYy84cuSRBw87uGRkibEnK0kgXwlwA5Cvkc0rvxp2Niy5653Lz7s0sle3PnQ7xsZREIfufkD3Z7a03vHsZ0/T6rIXrdWbqnes2Y3Cpad/S+389N5/9+gXcMMDRDBkT6WqU3Tp6d9UdZ7tOVd9aSxLY9Aq7NGMueWh24+4+FDjWLVSLpn4KcOdTU59t60xXfp1mbN3ljrEWJb2+MF5ZM3DA8cOMI5VKz06OhyXYEkRKBvhYOaMO3O0S7BEpPx0UB8qWEY4YhofeckhKgdjWfrVoqPDiRYsbebAnu9/7bK5dZkf6bI8pDHoY4SM+ke3PtJzQMD1cqnT4lSb00rAGfvZ4DRO09GcgjG3zPzduP9v7zzg7KjK/713dwMhBBAEQQjZiEmQPwLJYqEqJQkqVjAaQdpPOlINHQREhSQqHQKhCdKboCAmoSMCQgJITSgJoUkJIRBI293/9+7ZPUzmzpw7be/O7D73k8/mzCnvec/znrnzvmfOzP3+FxwjMkVuOdKnraV14z03SClHzf/83ysGfuPTZwkCBVplVFoJ2cBZeZ0VVhta5cyyciqFmH7PvPbcdTZfK1AHb2a7nLKHbb4ufN8Vyj/ztgzknHPzBYs/XPSlHw/1dh2Y9ulz8bEXqNqIbUYEViYTAr2BAAFAb7ByTxjjpSdelPg1oHqG+Jc77n/00UenB3HvM/f6AgB7vZRw65eYjuRYDB81fMgXh3jXlvT+u0GDBm1z2jd8yjjkTDp2oioHXqvumeQPAKwcnzKSEChHcC478aI/vvKnIH0+vX57S8OunXPenTP1Fn8AEKaPA84ZN5wx+f07vT1aIcr0jStwUKZtLGMFyhEcTbwX6p63T2wbyVYfnzIqDZRjWkU3ViAcKfPaA/oltFkHTN7PCLR/w/RxKBPLWIFy9INWgtOwcsNdTy0TAFhlpJ6XT3lQG/lPBzuEm8beYNMmYeV4hajIAWfylMmnPf67iHICB2XaDvt/w057LJUcA2eXw3f1KaPDwHE54Ogb4/KHLvPJsUKU7+UTKMfMHO22VwAQJscrRHUccMZNnOATosN2fQK+LsK+K6bcNWXRvE8iylHwEDZzWhe16TWg6eVUSiAHAj2eAAFAjzdxbx+gLn4Jfu3LQW3eK/NV6rteeus7rp3G+588efKzHz173X+uSyzHdmf9gDB9Ah0C21xwlFZk9fsJp5kb4nZ139YxibALua+agaPMMH2qwpGD+8pHr1x/1fVGcgI5XpXcxooI59lbnnXLcQzKq0xVYznkyFKjRo0yP4ScRo5XH7ex3HDsz9ne/cjdbjmOQXmVWXGtFRNDtnAk8JMpCxd+sFiJwJnjHpRXH50OieVYOBLoNlZEOJKTGLKFozdvHnbxoQ450eG06/OB/gZ+XTj8dTUxn6GDy2v2pfr6ea+EyonyndM8fHjdZbpNKmO13yntvDnZ2U/5/yhyvPVJQ6CXECAA6CWG7qXD1MUvW+9/6TtL33z87UqaUa6d1vuXw126txQoJ7pDYHT41vLfOf/xCyv1iSJHcNTQ3Fd5ZeqcSiHKiXXtXHf1dQMHFR2OcXDr5tQFyokyKO8owowVRY4XzoarbpiJPoHGigLH+nDmh5BfnhJgrCiD8sJp/aQ18aC8Dm7rggA5UQblVUbpHfp854KKmRxFjheOTrE3/vO/+j4NPuFx4aj5W0+86xOiwyhyvHDG7jl24pSLfHKiDMrbREafO3Pex3PLUY33E0WOF44CgA9e/ahSTpRBefs9cq+x590+sX45P+RY3xVmJr8pYy0rJ0rw4FXGpP/3pN9YyeRUSiYHAj2YAAFADzZubx+aLn7Zev8CWt6Hc9qnYKNfO73ev9prX9CnUqI5Ft76Nq0743V/7ziK4hDYhoKjtN1VpYv33qcdYEpjXcitwMpEXDgd3n9dnXfHlMRGl1Opg81JA8cKyUqZWHK8PpxXE5OuPRyvg1vWwfMmqDTKlBLJ8cExbqUhE8vipkng31hyfHA2bW6uK59n5U8aOA3Lf3qlji7HB0eL7g3Ld3jtsQZl9Ld/teheP6VDTho/+6i9x55/5yQjNvF3zsjtRzau0MfqlliOlUACAr2HAL8D0HtsXeCR+rzVKCNRk8y9f9Pv1Hun/nzsHo/c8pDPT3Vo5fP+rRwlAnf2O0T5imbPmX3dTeWtREcddpSvyHFYyVODMvVT6pMYjvX+jRpGn5TK9AA4Ph8uWzgzX5o57YlpsWaOz8GVPsZSvgddjJ6x/iaYOV0KJ8FpFQDn7qkKkHoYnKl3T5321DQZN9bMqZwMkpMJnPFnTWjeJPTZksp+yYEABAwBAgBmQgEIVDqsbqVVv4u8/47TphTjxAn0/t36xypNAEfy7dp/rL6iVNZb1aO8ON+IMnB83n+UXiLWKTQcKW/3/Uccb9xq6iL6TKh0cON2564fa+Z0NZy4Mwc4buNSCgEI5I2A57Zr3lRDHwgkIqArd5d6/7GU6mrvP5YyqhzXrYkrP1b9rvb+YymTNzhd7eDGhdPVDm4sfYDjwJU3OA5VKYIABLqRAAFAN8Kn6+wJ6OKH9x+GVXBUFH3FN0xOJvl4/w6MefPh8P4dxgKOAw5FEIBAbgkQAOTWNCgWmwDevwMZ3n9R4OD9uy3V1duiHL1XFuH9VzIhBwIQKAQBAoBCmAklqxPA+3cwwvsvChy8f7el8P7D+ORt5oTpST4EIJATAgQAOTEEaqQigPfvwIf3XxQ4efPhWN52zBzgOOBQBAEI5J8AAUD+bYSGVQjg/TsA4f0XBQ7ev9tSrP2H8cnbzAnTk3wIQCBXBAgAcmUOlIlNAO/fgQzvvyhw8ubDsbztmDnAccChCAIQKAoBAoCiWAo9Awjg/QdA6czC++8kEfB/ruDg/QdYqDMLOJ0kAv7PG5wAFcmCAATySoAAIK+WQa9qBHTx442fYZAER0W88TOQT67g5M2HY3k7cM6YTOA44FAEAQgUiwABQLHshbYdBGrj/c9+53Xzz8296q99Tf3vvyTHLSRK6YQ7L40ix+3gRhxUVX0iyqn6vv+s4ESUU0s4VRlW9f4jDqpqRxHluB3ciBavqoyRU7Va74Qz9eH7xCcncHTyRjSWW+GsZk5EOG5lKIUABAyBRkBAoHAE5BnUZu3/+sf/OemVh8Rnny9sob8/2XSHpjXW8eGq6v2r/vTXXzjwwcuMHAlRolKOT2zloS6iUsbqEybH7eAasSNvPEkJx6Aqe6/MiQ5n1qxZTU1NlRJMTiZwJMoQVkLjCrSUimoGZ+Zbs6zFh6+z/pC1BlVavKqDK4VrCcft/UsZfTKZObmCo/M3ysypCmfmSy8eOP1KIUp5Wk2f85yVk2bm7HXp71cY+nmjT9h3Rdmi1T7bThrbuOqKKQd17eVXXdJ/hrpKKWev68ZnMqhqg6YcAr2CAAFArzBzTxpkzbx/QTPetk1Y53v1H35V7rhcuijev3HcjQm8HrxywvxUU9nx1yvn/McnT9p+f1M5ioMr98tUNsOxg0rsJfjk+OC4vX9pYpqbhFVGh7HgCLIZlF/O/EXDB25giqLA8QoxovTXRBRKVDrxtn5Yojyi9hjSyBEcUzOK9++VKTmJ4YTJkX9ZWqmPKa3q4PqE6NDqE3fmTH/+v0ZaSjhn//Mm4w6mhLP0/QXycc2I7KDqPDMnCpzHH3ikrn95WEaClRMXzoQbrvjMtv+vQ07SmaPvpbIq7Z80cK69/rol78wXHN+g2ubMb95oWEcHEf47ZdLZAw7/lir65MSCo0G9d/uTA9qjmjSDiqAvVSDQKwiU2traesVAGWSRCVjXTYnarP2LlnxKs94ZRk5+oZzvAz632VH7HBZWJ6KcKBdC7eKwS5WB3UkfXZh/+sPRbj9V+4jMZThMiPKlj1uI6gy9YO9ACSbTwFFkMmKzbRzVVFRVThQ4UYwlOG5LSRk3ZA1KdaLAqQr5rDtuuHyXo6vCqSonCpyqkJfM/ajqNJYQN+QYcG6YOOndxyQw8CM5EeGse/iOJgAIkxMFjtzKba86xgQAgXIiwhk3YbxZ5A4UEh1Ov6EDjK8cJicKnClTp+560a9NIBEmJwocDercN+4LgxxrUJ/dcZOUcjSoHxy451p7bh1mLOkTZVCBQMiEQC8kQADQC41evCHL73/i/ReHb7DxnpN+e/k+J9RoAK1t+955Yamx4zmZUkM5UWoslf+2p71q6Nqj9VRvjk1Pn/XcBc/e55VjhFTKMRfULpfz0rMXvHB/RH3ClJHy+94xsTyEdj6J4dS1Q44ixw3HyEk/qFjGcsCZnhFkrxwH5CpwIhvLMY1lo6wgT3vmyYmz/53eWLufe0rf9dasKqcqnP+7+k+Nn+lXKcd3mrvhTHvksXNfut/KcRvLMXN2+c3Y/l8Z7D0jHF8XYXKmP/fUuKsuW3mL9SsHVZbs+fpyw5GcM+66JSLkMGXUowbVuNpKgXK8yqimA7KU0e2RvoPXrgrZDErBQNVVDPXIBwK9lgABQK81fZEGPvXhew/4zxU11ritpbV1UYujU//FNeReWuvilralrTWT0+F5NJQDlcCPBqWhBRaZTDOuqnJaPl5SVYgqSE7ZgwmBkxXkeHIccKIZqyqcrCC75UScgbJCLY1VFc6Sdz6sX7Fv1clTVc7it+c39F8hTE50OIve+EA+ZUo5S+d+1LKwJaqc8Bn4yQtvLrfu6mHKKD/i6RkdsuP0VHcLnn5NjnuYPtEhx5DjhFO/Ur+qkDtmTvtizb6Dt+K2QJj5yO/lBHgGoJdPgIIMv7Wu9ZOledPVuvXlxKK6UinU53Zrnq0cKy1Mn6q7/owE8zdMiHtEKrVqlBO5gWMVSzmuqnCyguyWk0/IVqswyLZC2CwyFczfMCFlU7aEhJXtcm0v5UTXz0D3YoGdeDYRNq7WJa7g3DavDse56LCMHCecxs+upMphny6BrCAn5Lu0YeV+7j3LRp8OrRaVtb7gyXv0r/WTRRfvcOCQ9QY3rTkgbCzkQ6C3ESAA6G0WL+R42z5ZumjOezVWvWGVfg0rudYprT4t8z9Z+sHHYZetuHJCL34x9QmTs9yA1azmjoR7UGqYiZy8wYmpzychjko2cLKCHFdO2MyJCefjMDm6XSNRjrlniqrOwPosTk/1Vd8/xmmeclDqzowrTM6Sdz/su97nqsJRhfavxDAxda2Ll9Yecpg27luO3sG64UScORayEn/e9ai2hS0jt93e2wtpCEBABAgAmAZFINDadnDTN8f8ZEwtdZ35+sv73n9JZY+dfkndkvcWLH5jniocu9PuzSOGDf3ikMrKypn53qv7Tr6wsqjr5Nxw8p/UXZg+10/7p54B8OljlVG+HZdbzrbXHO8TokMrxwqpAicryJHluAcVaCwNSkNrj/GiwokI2Q1HnbrlRIQsORGNVQVORpCv+8fNE+c9Lq28HztzlGnGVRXO5r/bu7EikLByLBz3oGa8OOMXUy7wamLSceVce8N15737cHo5G4zYYqWvfbGqnDKcnUO/czSon511XGUgYQcl+YaPG44GddaMKekhb/jdbVbefHDVQamCQx8N6gf777n6zl+vKqcM52tlOE0DB1ZWJgcCEDAECACYCcUg0LzJ8Fp/my9fX3d/gEdreZlrVdW1JfmUamIvvdYvSSDHClFbnxzrEFSnNG0ZZSTKhDFGnxhyshhUXUaQ3XKiD0rGyhxypbEizpyyRZY1ltdSKowhJ9xY0eFkBbn8BskHHrecfTM52aCSQ9aekinLnBFeyNHh6Auq7q6HMxmUxpJWTudGmZRyyoOaMUX62BuwXmNFh9O6cHH6Qc2YMUNC0ssxQvgLAQgQADAHIBBMQLtF597xlK+sfM3beNj3f/HzT15+01cUdtg2b1GYnFhrVJLzwYMzfb3IW5o2fXrzRpuMHDnSVxR2OGyV9QLlqH7VYMYrM2xQseA4IMeCU7eotVKfBHDCIMeFUwk5wcxRp62z5/uMZeTEg1NXFwinbM2lrdFnThjkuHDaFi716ZMMzoePz25Y9mHiWMFDefjtnw/ue77UZ5lLYYKZI0nzH3qxQ2Lnfwn0OWm/Q0+77S+dAsr/J4Cj391b+Mq7S+e174LvlJVAGTUV5I+f/1+njPL/CeCctM8hv7/lz6U+fjmSFv07Z+SIEarvM1ay06E8DD4Q6PUElvnW6/U0AACBZQjoUjf65COUtfT9j2456yJ7rVr4ylvL1HMelFud3FEj2TXYNJbPZxJaTrvp9HM/dQGrPe3X0XfFfymvnZnA8SqVBo6975ESjoWcEo4dV5qZY4UokQaOleOH0/nTyLZCxERaOJ1PTqSEc8Ju+5528xUp4djfqPbDiXta1XfAy8RSkpUSjn0/Uhp9hg4ZUr9c2UlICad5eHPp71eltJSa2+gozaAkhw8EICACvAaUaVAAAvaHwGqs6+xXX50xc8aoESMnT57sXSjVs27u17P49JQc5Vgn1Vca/XDKPXdpyVb1vcokgCM5NpiJ3ruvpoXj+61f4AiU4Fx7/bXHHHl0fuBMe/Sx5uZm78yRnpo8vhyflX2HWc2crOCkP6fKEO65qxJON55WPQ+Ofm1txssvZvKdI3tlYnTfxOYQAr2QAHcAeqHRGXJkAm1tld5/5MafVszsilXh/X/aR5xU+itxubd2OD4HN44WHXV7JJwZL7xQ6f13I5xKBzeBMmqSycwBjgN+j4Sj2yz2Totj7FWLMvuuqNoTFSDQCwh03rbsBUNliBCIRUCrVoMGDfKt/ceSkG3lBEuS2SrglWbgpPf+vTLTpHMFR8qMGjUqP3DGjRtXufafhnaatsBx0AOOAw5FEIBAtgQIALLlibQeQgDv32FIvH8HHHw44DgIOIqYOQ44FEEAApkTIADIHCkCC08A799hQrx/Bxx8OOA4CDiKmDkOOBRBAAJdQYAAoCuoIrPABPD+HcbD+3fAwYcDjoOAo4iZ44BDEQQg0EUECAC6CCxiC0kA799hNrx/Bxx8OOA4CDiKmDkOOBRBAAJdR4AAoOvYIrlgBPD+HQbD+3fAwYcDjoOAo4iZ44BDEQQg0KUECAC6FC/CC0MA799hKrx/Bxx8OOA4CDiKmDkOOBRBAAJdTYAAoKsJI78ABPD+HUbC+3fAwYcDjoOAo4iZ44BDEQQgUAMCBAA1gEwXuSaA9+8wD96/Aw4+HHAcBBxFzBwHHIogAIHaECAAqA1neskpAbx/h2Hw/h1w8OGA4yDgKGLmOOBQBAEI1IwAAUDNUNNR7gjg/TtMgvfvgIMPBxwHAUcRM8cBhyIIQKCWBAgAakmbvnJEwOv9z37rDfMvpX5TH3tYcpIJkWeghiNHjtTf8ddfmViO7T3NoLzefxo5Vhklegwcrw+XBzjjxo1rbm7OycyphOOdA8nSaWaOF04aOVbzNBb3wpny4P0SZcUmTqQZlIWj8z2NHKt8GjhWiBJZwfHKJA0BCPgINPqOOYRAbyDg9f413uvuv+vs/z6uxCEbbaq/P/3G9k1rrZ2Aw563XmtaSY6EKB1Rjtf710VUylh9Ysnx6bzleeOVE3dQXu9fzbOCM+3lmYZPGjjSp3vheH04KTPztVftoHSYeOYkhmN9OPWuT27hNK83ZMiAgRFPBzMW+zcTOJrVvtMzmTIzXnxxr3/eLN3inla+mTP9xRlWTho4PzvrD8sPGmD0ifVd4Zs5mcC59sq/nDO/HNXEhWNtbRK7XHi2HVQaOD6xHEIAAl4Cpba2Nu8xaQjkkIDXP06vns/7l8ABJx5WKdbhp5ZKASeOHHfjcHtFRbkQ+kYXV46vue1dtxFMFGFzlHAMylTzef/KjCsnEI7kVELuRjha77Qejxm4/laF4/PhMoRTCTkKHJ8PlwCyRmRuHVgISoTNQLd/WQnHATnQ+Q6bOZ8/9BcNK6/k1TABHE3sLS8+wytEackJ8y/DTqspU6fudd/fK+XEhfOZHbbp/7VhgXKiw9GgvnLCr4yvbEUlgKNB7f63ayohx4XTd1DT6rv9yGpiEtLHDcdXX4Na/5vfCJMTCMcngUMIQCAKAe4ARKFEnRwQ6Lv87DczuGOuBbwfn3zc6eeeNfTLGxqBM+fMbv1ksUZYaqiv07/2j9LexVTlla9hncHyytttWamMkVMWok+nHOOCm78dF8JOIe391EmfaTOeG7PTj63A6+6bKn28cowyqh8oR82bNx5mmxux5b9LWzvkdCrjHpRaGDiT77+vbrk+VuCZj/5bRWV9oskJhCMJlZATwIkLOQzOtBdnBEK2hKWw1+IdcE4/xQcnLuQwOJVyqsK59uYb6/qvYKexNNQnNuSg06oScqSZUwGnKuSyf7nOQKO5/obBWfL23FKf5b0zMAGcGXNmL3nn/Yb+K/rltN/6U+++0zN05sx4LhBy3JnTuNqq7hkYBY4G1ba0xScnARwNNhhyTDh91/9CIGQHHGt9m9CgJMcNOSwysUJIQAACVQkELGRWbUMFCNSYwJT779vz9hu6rtPWxUsDhZd9hfaPTQRWs5luORGFtLW06p+VaRO2uU3YosBEVnLcg1LXEfVxy4koRN1lIicrOHmTkwmcMMjWRjYROPFsZlZwls6bX9+vnxVrE1YNm7BFgYkl781rWKl/ZZFpHlFIy0cLSsstXylEObHkLP3gw/oVVqiUY9Wwico63pys4Cx8+dXlBgTse4w1KMFpXbQkPeRFr77eZ601vcM0acuknGj/cj5046/8dJsR3BaoZEUOBKoS4A5AVURUyAWB1iUttddDHozptJwolRIrYOR0SEsqZxllpEpVOSG7+5aRU1VI+JizlZMSjtQ0ElLKiT2orCBnJSfEXt0Dx6lMh8kizMC2lmXvmnWKjW2szoa+/2PBUYjVEBIAxJJjlQ9URpnlCgWE4xuOPcweTrvo8bfe2jxo8MxZs0ZstoXtiwQEIBCFAAFAFErU6W4CixbPn/qvX++5Zxo9fnP55cES+i535synKyW3Lvi45cMFJr9l3ofHjPyWrRMsqpocr5BgCe0dlFbpf8bT02xfNmH18coxpYHS/vT8E/UrBqybBsoJlGCEnzlnhtXBJqwQ5fj0CRPlluMVEiah3HscyEbbQGnRIau55ATPnLq6WJAlJ1AZ5QfK8UI+cutt6xYudkhQkT7RIZv6wfpEhuyGEx2ySxk9hfLIAw0rrWjqeP8ueesdcxgRzh+fzeC0qmtrO/O1mV41TNoay85kN5zf33Fbv42+FEWOqRNsqXA4Vp+IcMbPeT26MqoZqM8pl1zSf/PhseRUVlbOyX+/a7l1Pl9ZZAclyNcfeYwqjNxuu8pq5EAAAlEIsAUoCiXqdDOBsAfyIqplHmydPHly5fOOkjD7jdc3m3CqvbQoR1eXJe/MVeLEXXZpHjZs6ODBTQMHevsKfFrRJ8cKUcNbxo/XX3utcg9n6sMP7XbdFVYfhxyjUpi08X+5/IzHH66U4xuUgTNr1qympibvGG3684fvr3RVObZ+IByVSo4VokM7rlhwokM2+oTBCYPsg6Pmo0aNcsCJCLkqnDA5PjiVT/1aySbhg7xw5myT75NjW2mAlSdFGOS4cMIghykTNnM+O/r72p1iJ0/YzHHD0Tz/6qnHa3dKVTkGTtjMKT8ve/uNlULiwlll2637DduwUk4sOBpU89iD08PRoMZceHYUOW444yaM/+MLTwmyjc2MsXxw7PQLTGhQegh41R99OzqcQDlkQgACbgLcAXDzobTwBIyDG+b9a3hNa6/z4QOPeccZdg321glIL23xygm75oU5FlZg28cLo8ix9cMSw9ce+OGZ59rSwEEZOA4HV80PW3foqVdf7ZZjSx2JKIOqCqcuGmSHGqbIBzkQjpRxe/8SFQVyVWVUoe3tuZZP2MxxO7imFytEh2U5+xxUGb5W12dZyInhRIFcXZm6uqM238bOwDRwFjz2dKmx45IXOKgoyqiOF3KgnCgz57gdf3DqtdfaHgPl2NKwhIL2T559adErHW9HSANn4cxXrZxkykjJ5uHNC666OiVkDUpPWVSFHMaEfAhAICIBAoCIoKhWSAJVvX8zKl3wpj3xROBif/Rhm7sE7mtndQe380aBW05ErcIcAtM8ivevmsJyYvvfJK6kR1GjjDLsnRBPYTkZBU4UyD6xgYcaixtOFB/OSHbLCew9MNNt8SjevxHrlhPYdWWme1DR4WSijNRzy4kCp+xWNja65VRyCMgplTKBo99uu6W5WfLDToeAroOySn36uAcVBc7QIUOygvPr3XdP+UWqUZ68777ikx5OEDDyIACBDgJsAWIqFIBAFNewchgRvf/KhlVzwvYquBsmG4VbpkqTiY3o/VftvbJCD4AT3cGtHL47JxmcKD6cu9+wUo20cgtQWGWT30vgJDutgOOePJRCAAL5IdDxlsP8KIQmEMiEQNd5/8nUS+ZPJOuraquu8/6rdh1YIVdwus6HCxx71cyu8/6rdl1ZATiVTGwOcCwKEhCAQP4JEADk30ZoGJsA3r8DGd6/Aw4+HHAcBBxFzBwHHIogAIEcEiAAyKFRUCkVAbx/Bz68fwccfDjgOAg4ipg5DjgUQQAC+SRAAJBPu6BVQgJ4/w5weP8OOPhwwHEQcBQxcxxwKIIABHJLgAAgt6ZBsdgE8P4dyPD+HXDw4YDjIOAoYuY44FAEAQjkmQABQJ6tg24xCOD9O2Dh/Tvg4MMBx0HAUcTMccChCAIQyDkBAoCcGwj1IhHA+3dgwvt3wMGHA46DgKOImeOAQxEEIJB/AgQA+bcRGlYhgPfvAIT374CDDwccBwFHETPHAYciCECgEAQIAAphJpQMJYD3H4qmrg7v3wEHHw44DgKOImaOAw5FEIBAUQgQABTFUugZQADvPwBKZxbefyeJgP/x4QKgdGYBp5NEwP/ACYBCFgQgUEACBAAFNBoqtxPA+3dMBLx/Bxx8OOA4CDiKmDkOOBRBAALFIkAAUCx7oW0HAbx/x1TA+3fAwYcDjoOAo4iZ44BDEQQgUDgCBACFMxkKd2xtnzx58siRI/OAQ56B1MiJMnj/jimBDwccBwFHETPHAYciCECgiAQIAIpotV6tM2v/DvPj/Tvg4MMBCgxEtgAALP5JREFUx0HAUcTMccChCAIQKCgBAoCCGq6Xqp3G+5/92hv6lx6chKzRvJWRI89AiQRr/xkqM/3p540yabz/DPWxhHMFJ40P1xVwxo0b19zc3L0zR+Oy03jUqFGzZs1qamqy5ouY6Klw7GnFzPHNBH3PWDi+oliHWc2cWJ1SGQIQsAQabYoEBHJOII33r6HtcNwf9HfvrZv1d/S3t2sasHaC8eqiJTmrbfjVP0z6i5q3fvT+UYcfnECOmlh9pIwOk+lzwz/uvnT6K3XTX9l71v/GT7xwyj33JfDh1LvkXPzAtJRwzKDW3+1wwRm2wRB5Cd0LZ+asOV44yRzcroDTtnhhabl+Cbx/KaNPJjNHcH550XWSZmYOcNrRdvy5/rY7Mpk52x16Up8VV0p5Wul7b4cTzzKnlb5wEs+c6268+dJpL5ctvnVzmu+c62+fIjh791/1yUl/Sf5FOnv21vuM7bfWuinheK1GGgIQiEWg1NbWFqsBlSFQewJahJs2bdoxxxyTeN//7NdeH3XMBKN5qb7jxleCC6ECgFHHjJccK0TpBHKmPvjIQROv8cpJdiH8w0VXTrr/8fRy1v/5YRKijx1XgkFZyFaIBBo5scKbLoWjyGTIoHVj6RMIOYELFQY5ljKVkJPNnEDI3QVHPu6o489on4D+GRgLztR77jvoklt801iHcf3UCedNuvjfz/jkJIAzcNToFT63jk9O3JkjONsedkqfFVe2cpJZfNz48Zc+1XHPx5yhyeSsMXzr1Tbc1CqjhDnHlYhuLA1KAUB6OOqUDwQgkIwAAUAybrSqKQEFAAdd9rdUXba1tS5d6pVgndRSQ4M3351ua2lpa221dZIJUfO8yWldssQOSomE4wqBHItwj4Wj+0VBkOPCqVsWckJLFWQGdhecJR/Nb1h+BXtGJIaclZzFH7zf2K+/T5+4cJZ+/FF9n+WtECXMuOLKyWpQDjn7bvNVqTf6O7pPWw6f+EAAAl1BgC1AXUEVmdkT+PjtN9MIbVxhxca+n17RJcr48S0LP17y8YK6Uimi8MYV+jX27Wcr22Bg4bv/K99KSydHyiz9eEFbZCHqsO+qq1tllEg2qKzkhEGW55EectHhhEGOD2eZmWwtHnfmBM7kuKdD2KCyktNdcOpaW7wBgIUcaxoLTmPfvvprP8nlLB8gJy4cDarvZ9e0yighfTpOKx1E/9rpYjiaycO+9MW6lqV4/15jkYZA5gQIADJHisAuIXDZ0fsm3jMthbRxYvvDf2uudjpc8tGHi+bNvf68cUqPHFHegh/xM/6cCy+6/wmvnMNH79A8bNjQIYObmgZGFKJqU+9/aJ8JF+pSZ5pInyt/d7TSsZTRbfRvHnh8qb7ByEk8KPU7ePQB3kElg6MNGPuff61XTmI4+59z5aK576SBo7tG+5z5566AU6ovXXHqUaXGPiO22dpoGOWvnvqd9Nis9HAqZ3KCmSM4e556tqJeOwM/em12gtNBA58w8fLzb7/HzsBkFs8KTuUMTAbnZ2NPkq+ccgYKzjrb/KBUqk8P54L7n04/c6ZMnXrAhTd55aSBk1KOvru22OOQxhX6W8i//PYWCb5Io5x61IEABAIJEAAEYiGzpxHQYtJ7Tz2mUSXzcgwOuU1tn8xPL0fS9BjovBnPptFHV9BBgwadPn7C6Rdf17pk8Y0XnRE3CDGDMn/TD0pwJCq9HAkRnJRypIxea5MVnH2+PuT0SdekmTnmnT/vXXqjRpdGTtlYLS2Cc8w+P0vsLWULp/WjuZrJaQaVIZy2lqW5grPgtVc/bngjJRzZfN4LT5caGtPIKc+culImcFb8/HrvLXws5XeO3lVQhvNmKjjtg+IPBCCQkADPACQER7NaEjDOZZo7ANJ29uxXYy3S+wZodZCcQYOauvfpeeP9680tuqjPmPGCVAWOtZdxcPMDxzi4MlAeZo4Xjk4HHXbvzMktnDycVtnC0ZdGsleEmTPLO3PyAMee7yQgAIFkBDpeh5KsMa0gUCACmXj/Gm8aOZngst6/LudZKZNGjjwDjcv4kWnkZALHuik5gWN9uDzMHOA45liPh6MzwjF8d1He4Li1pRQCEIhCgAAgCiXq9GoCuvhp/CkXSrMi6PX+s5KZRk6u4HjdlDSDyqqt1/vPSmZiOcBxoANOgeA4VKUIAhCIToAAIDoravZGArlycPH+HVMQHw44DgKOImZOgeA4VKUIAhCIRYAAIBYuKvcuAnj/DnvnCg4+nNtSeiQ68W/9OiQnK+LGiIMbcBxwKIIABDIkQACQIUxE9SgCuXJwWft3zC28f+A4CDiKmDkFguNQlSIIQCABAQKABNBo0vMJ4P07bJwrOPhwbkux9h/Gh5kTRkb5eYPjUJUiCEAgGQECgGTcaNWTCeTKwWXt3zHV8uamsH/DYSzgAMdBgCIIQKDGBAgAagyc7vJOAO/fYaFcwcH7d1uKtf8wPsycMDLKzxsch6oUQQACaQgQAKShR9ueRiBXDi5r/47plTc3heVth7GAAxwHAYogAIFuIUAA0C3Y6TSPBPD+HVbJFRy8f7elWPsP48PMCSOj/LzBcahKEQQgkJ4AAUB6hkjoCQRy5eCy9u+YUnlzU1jedhgLOMBxEKAIAhDoRgIEAN0In67zQgDv32GJXMHB+3dbirX/MD7MnDAyys8bHIeqFEEAAlkRIADIiiRyikogVw4ua/+OaZQ3N4XlbYexgAMcBwGKIACBbidAANDtJkCB7iSA9++gnys4eP9uS7H2H8aHmRNGRvl5g+NQlSIIQCBbAgQA2fJEWpEI5MrBZe3fMXXy5qawvO0wFnCA4yBAEQQgkBMCBAA5MQRq1JoA3r+DeK7g4P27LcXafxgfZk4YGeXnDY5DVYogAIGuIEAA0BVUkZl3ArlycFn7d0yXvLkpLG87jAUc4DgIUAQBCOSKAAFArsyBMrUgUBvv/9VX34gyGLx/ByW8f+A4CDiKmDkFguNQlSIIQKDrCDR2nWgkQ6CWBORwjxn9u9FjvrbzziPV78CBawf2XtX7P+OMP5uGkhMmJFCyL/Omm6ZUlRPF+9/i6wdVHZSv68rDrODcffe/n3xyhuSnhGMgb7LJ0MGDm8IgR/HhMocTpoyGXHV5GzgjR5ZPvcBPruDovPvZT8Zne1qlmTl//ONF9fXLi1vK02rT4Xv8fPftqn4BuveMZQXnrrvue+qpWekHFTidyIQABNITKLW1taWXggQIdCkB+YInHneju4tWfdpa60sdN7V+tusWbW1Lj/jVPt5WU6fee8Kx13hzKtOVcg4/Yi9ftQ3W33GVlQf4Mn2HS1uWWmVK9fVjfraZT44utD/43rF9l1/J19B7qJOzxSNHg2ptW/KrX+3rrZMMzibDvrTddpt75dQSjiDbrgXnJ2M2rRzUkb+6zA1HEryQE8OphLzzj3fw+XMTxp950w3PWZ0DE1nNnJrB0Sg2++p+gWOxmb0WTpTTKs9wwk6HbjytfF+Ado6RgAAEuoUAAUC3YKfTeAR0MZ42bfqYMWMczV56cc5BB45XhXPPO0Ku/4iR2/sqS4hyhg5d35fvO7zxhjsunvQPZYbJUdFKK63z9NP/9jX0HX7/u8csXrwgTI5Z+588ecrQoUN9Db2HL8585ZcH/Uk5e+/z7WHDNhg85AtNTQO9FZSuJZyqkKVPFDgGctigNCItUlaFo76+Nepg/Q2TExGOhRxmcbP2X3Xm5A2OmYEOOOIzbtx492nVs+Gcd/5R+q7YfsQ3hcL3iXJaZQXnhhtuv2TSnVIgbAaqKMpptcOog0p19WEWj3hazZgxc+wRl+i7q6vh+IBzCAEI1JqA7gDwgUDOCUxu/1RVcsrkqWF1IkpQ81mzZutfmByTr7PUXcHICasza9YsSdDfsArefMegTLWIQ3MMKqIEdVcDOFImV3BOP/10qeS1SFi6cHA0kChDc8ycHgwn4kmRFZywSWXzU37n1P600vebA44dFwkIQKC7CHAHQN+rfPJOQGtXUtGxw9g9gJTNK4WXSslPHLP2r2tjU1NTpeQEOSlHl7J5pcJp4EgZ9wblyu7cOSlHV3Xfv7v3ytJcwZF64pP4tOrZcJg5lbPX5qSEY+WQgAAEupEAbwHqRvh0XQsCubpWZe79pySYKzhSJlvvPyWczB3cNPoAx0EPOAWC41CVIghAoJYECABqSZu+ak0gVw4u3r/D/PhwwHEQcBQxcwoEx6EqRRCAQI0JEADUGDjd1Y4A3r+Dda7g4MO5LcWNkTA+zJwwMsrPGxyHqhRBAAK1J0AAUHvm9FgLArlycFn7d5g8b24KO38cxgIOcBwEKIIABApEgACgQMZC1agE8P4dpHIFB+/fbSnW/sP4MHPCyCg/b3AcqlIEAQh0FwECgO4iT79dRSBXDi5r/w4z581NYXnbYSzgAMdBgCIIQKBwBAgACmcyFHYRwPt30MkVHLx/t6VY+w/jw8wJI6P8vMFxqEoRBCDQvQQIALqXP71nSSBXDi5r/w7T5s1NYXnbYSzgAMdBgCIIQKCgBAgACmo41PYTwPv3E/Ec5woO3r/HMv4kcPxEPMfA8cDwJ/MGx68fxxCAQM4IEADkzCCok4iALn5ql/g3TRP1GdqItf9QNPnbosDytsNYwAGOgwBFEIBAoQkQABTafChfJoD375gHuYKTt0VKHFzHzAEOcBwEKIIABIpOgACg6Bbs7frnysFl7d8xHfH+geMg4Chi5hQIjkNViiAAgVwRIADIlTlQJh4BvH8Hr1zBwYdzW4p3/oTxYeaEkVF+3uA4VKUIAhDIGwECgLxZBH2iEsiVg8vav8NseXNT2NziMBZwgOMgQBEEINBjCBAA9BhT9q6B4P077J0rOHj/bkux9h/Gh5kTRkb5eYPjUJUiCEAgnwQIAPJpF7RyEciVg8vav8NUeXNTWN52GAs4wHEQoAgCEOhhBAgAephBe/5w8P4dNs4VHLx/t6VY+w/jw8wJI6P8vMFxqEoRBCCQZwIEAHm2Drr5CeTKwWXt328ez3He3BSWtz3G8SeB4yfiOQaOBwZJCECg5xAgAOg5tuzxI8H7d5g4V3Dw/t2WYu0/jA8zJ4yM8vMGx6EqRRCAQP4JEADk30ZoWCYwbdo0/c3Jb/1Kk0GDBs2aNaupqamsXHd/8gYnVw6ulGlubs7PzAGO43QBTlHgOPSkCAIQKASBUltbWyEURcneTMBstunNBBg7BCAAgfwQyM/yR36YoAkEikWAAKBY9kJbCEAAAhCAAAQgAAEIpCLAFqBU+GgMAQhAAAIQgAAEIACBYhEgACiWvdAWAhCAAAQgAAEIQAACqQgQAKTCR2MIQAACEIAABCAAAQgUiwABQLHshbYQgAAEIAABCEAAAhBIRYAAIBU+GkMAAhCAAAQgAAEIQKBYBAgAimUvtIUABCAAAQhAAAIQgEAqAgQAqfDRGAIQgAAEIAABCEAAAsUiQABQLHuhLQQgAAEIQAACEIAABFIRIABIhY/GEIAABCAAAQhAAAIQKBYBAoBi2QttIQABCEAAAhCAAAQgkIoAAUAqfDSGAAQgAAEIQAACEIBAsQgQABTLXmgLAQhAAAIQgAAEIACBVAQIAFLhozEEIAABCEAAAhCAAASKRYAAoFj2QlsIQAACEIAABCAAAQikIkAAkAofjSEAAQhAAAIQgAAEIFAsAgQAxbIX2kIAAhCAAAQgAAEIQCAVAQKAVPhoDAEIQAACEIAABCAAgWIRIAAolr3QFgIQgAAEIAABCEAAAqkIEACkwkdjCEAAAhCAAAQgAAEIFIsAAUCx7IW2EIAABCAAAQhAAAIQSEWAACAVPhpDAAIQgAAEIAABCECgWAQIAIplL7SFAAQgAAEIQAACEIBAKgIEAKnw0RgCEIAABCAAAQhAAALFIkAAUCx7oS0EIAABCEAAAhCAAARSESAASIWPxhCAAAQgAAEIQAACECgWAQKAYtkLbSEAAQhAAAIQgAAEIJCKAAFAKnw0hgAEIAABCEAAAhCAQLEIEAAUy15oCwEIQAACEIAABCAAgVQECABS4aMxBCAAAQhAAAIQgAAEikWAAKBY9kJbCEAAAhCAAAQgAAEIpCJAAJAKH40hAAEIQAACEIAABCBQLAIEAMWyF9pCAAIQgAAEIAABCEAgFQECgFT4aAwBCEAAAhCAAAQgAIFiESAAKJa90BYCEIAABCAAAQhAAAKpCBAApMJHYwhAAAIQgAAEIAABCBSLAAFAseyFthCAAAQgAAEIQAACEEhFgAAgFT4aQwACEIAABCAAAQhAoFgECACKZS+0hQAEIAABCEAAAhCAQCoCBACp8NEYAhCAAAQgAAEIQAACxSJAAFAse6EtBCAAAQhAAAIQgAAEUhEgAEiFj8YQgAAEIAABCEAAAhAoFgECgGLZC20hAAEIQAACEIAABCCQigABQCp8NIYABCAAAQhAAAIQgECxCBAAFMteaAsBCEAAAhCAAAQgAIFUBAgAUuGjMQQgAAEIQAACEIAABIpFgACgWPZCWwhAAAIQgAAEIAABCKQiQACQCh+NIQABCEAAAhCAAAQgUCwCBADFshfaQgACEIAABCAAAQhAIBUBAoBU+GgMAQhAAAIQgAAEIACBYhEgACiWvdAWAhCAAARyQeDVV189+OCD119//X79+q211lpbbrnluHHj5s6d61PuC1/4wh//+EdfZuLDKNIuu+yy4cOH9+/ff6ONNjrvvPNaW1sTdxfYMIoOgQ3JhAAE8kOAACA/tkATCEAAAhAoBoHLL79c7vV999230047XXnllZMmTfrud797ySWXDBo06B//+Ec3jkHBxgEHHPCjH/3oxhtv1N8jjjjiN7/5TTfqQ9cQgEA+CTTmUy20ggAEIAABCOSTgJzsY4455vjjjz/hhBMaGzsuo9/73veOPPLIsWPHKnH77bfvsMMOtVe+ra1N7v4pp5xy9NFHq/dvfetbUu/3v//9cccdt9xyy9VeH3qEAARyS4AAILemQTEIQAACEMgdgRdffPHEE0+Un33sscf6lJO3feaZZ7711lsq2n777W1s4KvWdYfalTR//vxtttnGdrHLLrs899xzb7/99oABA2wmCQhAAAJsAWIOQAACEIAABKIS0Br/kCFDtNgf1uDaa6+dNm1apfe/6667Njc3+1q98MIL9fX1U6dOVf7o0aPV9rXXXtt///2HDRu2yiqrbLHFFoo0Fi5c6Gv1l7/85Rvf+IYqaK+/9Pnkk09MhTXXXLOhoeGJJ56w9QcPHnzNNdd4vf+//vWv2q20zjrrrLbaaltvvbX2L1U+JCD5uoPxuc99rqmpaeedd/7nP//5zDPPlEolaWsl24RuO1x00UXbbbfdZz/7WSmgGyB33XWXLSUBAQjkkwABQD7tglYQgAAEIJA7AnK15Q1rWb3Sv6+q67777jt9+vTHH3/cW/P888/XY8S6XaDMxx577I477thss83efPPNQw89VI7797///YkTJyoYUFRgW+l5A7PRSBXGjBmjR34333zzDz/8UBX69u37i1/84qijjjr77LPfffdd28Qk5KkrCPnJT37yxS9+8ayzzjrnnHO+9KUvSSu5+DbGaGlp+cEPfiAhKrrgggsmTJhgfPrTTjvNJ80cLlq0aNttt9UtEQUAiiX0zPG6666rAEObowLrkwkBCOSFgL4R+EAAAhCAAAQgUJWAWQK/8847q9a0FfRY8B/+8AdzKF9/v/32s0Xy2ldeeeVzzz3X5KimPAP55baCEu+//76W+UeOHKl1eh2qzqqrrjpr1ixb56WXXlphhRVsFwpR9ODviiuuqFsBegbg1ltvtTXlzeuFRbo7YXOUUDyjsEHPM5jM3/3ud2qrQMVb51//+pd5hOD5559XvndEhxxyiO6H/O9///PWf+CBB6TS9ddf780kDQEI5IoAdwDyEomhBwQgAAEI5JzAxx9/LA1XX311o+fSpUu1oh/48e7DsYPaZ599rr766gULFpgcLZkrsfvuu9sKuhXwy1/+0h4q8ZnPfEZL/lOmTFEvJl+r/tqZY+ust956etvPvffea3LkzesZ5XfeeUf3B+RtaDnfPBCstJx7LdUrnLBtlRg1apRCiP/7v/9TWnXGjx9/8skn656Dt452Ih1++OHeHJNesmSJNv/o5afaLOQt3WqrrTTSM844w5tJGgIQyBUBHgLOlTlQBgIQgAAE8kvAbKbXAvmmm24qLT/44IOvfOUrgepqJ8+///1vX9Eee+yhF/Joo7/22KhIa/977rnnSiutZKuNGDHCpm1CfWnVXwGA6Ut7bGyRSejF/HrvkDdTC/B6okAfbeM58MADtclHgcS8efMC30209tprm7Z6vlkj0t0GryiTlmJy9H35zz77rPYO6UWovnxzqGcMAvPJhAAE8kCAACAPVkAHCEAAAhAoAAGt/X/1q1/VFqC9995b6uqxV62a+/RWjjbQ6/laX74O1Vzuslb0FQDcc889ej/PLbfc4q1WKc2Uaj+PduebdOULPeXum038ZpuQKluZ+k0APUasPTm6FWAzwxLmaWDd1qisUPmgsOqsscYa+qsnhvWocWUTciAAgTwTYAtQnq2DbhCAAAQgkC8C2kkvr10/sxWmlhbd9SZQbY4PrKCHbh955JGnnnpKy/9ajx86dKi3WuD7c5588kk90avAw1szMH3qqafa5XxbQXv6tVdHPrpuI0yePNnm24Qe5DW7kqSMnknQdiNbZBOBiqkv/QSyHgD4esVHTxroUWbbnAQEIJA3AgQAebMI+kAAAhCAQH4JfPOb39Suet0B+POf/+zTUov02n+vF/j86U9/8r5501tNL+nXU7O//vWv9XjuwQcf7C1SWn62dtV7M/WgsPbT6x07YXuNvJWlm175f9ttt9nMRx999OWXX9YmfuVo95HuBsg1t6VK6C6EVNWLg5TWiz71ALGiCO1x8tZRxKLfN/Dm2LQEnnTSSf/9739tjhJ6/FdPMpj7A9580hCAQH4IsAUoP7ZAEwhAAAIQKAABucjybuXjajOP3rSzySabaIeMnGDdFpA/rYdfzRb/wJHIyZZDL4db7+JUW18dvaZTz+BqnV47drS4LpnyvLXD5+abb1ZDX+XKQ0UXesunPvqh4i233FIv7ZGD/uMf/1g/GqDKv/rVr3QzQQ8naF+QQgUJfPDBBzUEhRZ69tdI0+uA9LCB6ujJAbXSbiI9XqybFbvtttull15a2aPG8tBDD33ta18TDcnUFibdHtGmIEGQApX1yYEABPJCQKcrHwhAAAIQgAAEYhHQz+5qCX+DDTbQHht9tO9fa/96o45PiPelmaZIdeQB6C5BYE2J1e2FL3/5y3o4WC/4lwev/f22ZqU0Ff32t79V76aOdvvoad2NNtpIKkmI3t+vHNtcCd0f+M53vqNVfz0WrDsDl19+uW5ceCsofdVVV+ntQIpA9NFvESj8kM6KCszrRyt1uOmmmxTM6F1An//853fccUfddvAJ5BACEMgbgZIUykssgh4QgAAEIACBnk5Av5alTUT6bS+54N6x6mU+WkfXOr03kzQEIACBriDAMwBdQRWZEOgGAtozoHv63k/lHmWrljYK642EWq7TRzf39RifLVJCTwHq1z3lneiFg9pOYBYsvRUSpKdOnaqlQXU3cODAn/70p9o24BXi1sdbk7QIuGH6ELmt6Z42sTry9cthGAH9+q9OOp1fPrx6GDesifLTWMrXke/sc3RKUUQC0QnrCRDvt7RJe3+cIY2hI2pLtaoE9NyLNZNuiLnru63vLnVL7tJSAoAuxYtwCNSOwDPPPHPsscc+7PnI4Q7sfvHixXqmUL9pqteVaDFSDfWSb+0TMJW1j1l38/V+j0suuUS7FObOnbvxxhvrhd+BoiJmTpw4US880XvBtaFZMhsbG6WAfY+KW5+IXfSeam6YPg5VremYNrE68vXLYRiBu+++W2eTVvor8erdQXo7UFjDxJaq7Mh79oV1R350ArEI33DDDZ4v6XJSG71088d2l9jQVgKJ9AQ23HBDYyY9geOW5ra+u9QtuctL87YnCX0gAIEEBPQDpfX19XqzeJS2+h0i7Q+WZ28qv/HGG/LI9eieDuWLr7POOnpToZWjpxvlLugHSm1O3MT777+/yiqrnHDCCd6G2gKhFVC94USZDn28TUiLQFWYXkpVremYNrE68nZK2k3gP//5j6KyQLw//OEPte/fnBQ+IYktFdiR9+zzdcRhXAIpCc+ZM0dfv1okNv0mNnRctakfkUD//v31UHtYZbf13aVhMmuWX/7pbz4QgEDRCejFHVot0Iu3owxEr+3T04HemnqqTw8OKsf8dql+ENRbes011/Tt21c/D+TNjJ7+29/+piucfmHU2+S9996TwipSpkMfbxPSIlAVppdSVWs6pk2sjrydko5CIC7exJaK21EU5anjJZCSsG7b6jlyKzCxoa0EEtkScAcAbuu7S7PVM4E0tgB1+T0WOoBADQjorrFW2ddcc029QkRLSu4em5qa5OJrv4Gp9vrrr+t5RN3x1GGfPn20DKmt/14J8v71HhItTJpMfdHoVeW6LaCfQVWP3/ve9wJ/JMhKkD56PYh+YMjmKKHtQFLYPHvg0MfbhLQIVIXppVTVmo5pE6sjb6ekoxCIizexpeJ2FEV56ngJpCGs71V9l2o/mBWY2NBWAolaEnBb311aSz0D+yIACMRCJgQKRkCXDT2xtP7668uZ1lO2etbW8QSwnsFVHW3Kv+6667QbQe8E1IvA9Q5vjXnTTTfVXqDlllvOO34tY2iLqnljiZ5T1PPBJ554ogKAK6+8Uo8QKFr47ne/qx0+3ibe9Pz587WxwZtj0goAPvroI6Ud+lS26uU5VWF6+VS1pmPaxOrI2ynpKATi4k1sqbgdRVGeOl4CaQhfffXVevhq9913twITG9pKIFFLAm7ru0trqWdgX/wQWCAWMiFQMAJ6rHDBggXywkePHq3f7tFbC/bbb79333038JWC/fr1O+yww/RDP2PGjNE4FTlcccUVutEZOGY9s3jZZZfZ3wDSDxjpmQH9PpEW9U19/czQLrvsoreG6+eQ1HugEHVRma+HFkxmLH0q5fS2HDdMNw2fNd3TJk1HbjUoFYFYeNNYKlZHmCYBgcSEzz777L322sv73ZvG0Ak0p0l6Am7ru0vT955GAgFAGnq0hUBeCOjXQ/Vgn/3pTbnp8qr1V6657gb4tDznnHNUpGuPXvGpIj3hpB8u1VqFQgJfTW1I3Xnnnfds/6hIi1W6Ya1VK+v9m/pbbbWVfhBUv/0ZFgD4xPoOo+vja8hhLAI+a6qtY9rEkkzlriaApbqacO3l33///Xrpk14K5O0aQ3tpkO5SAgQAXYoX4RCoEYHm5mZfT7oDoOX/f/3rX1qh9xbpLRO6UaCfF9WPmJp8VZP3r0yFAcsvv7ytLH9RrwfVVp9JkyaZTK1OadPqTjvtZOt4E9rWr0OJ0qsPbL7J1KuEbI5NmMzo+tiGvTzhgOkgU2lNVXZMG5Um68ihA0VeArHwprFUrI68GpKOSCAZYS186IXL+lkAby9pDO2VQ7pmBNzWd5fWTMnAjggAArGQCYEiEXjyySe1Lefb3/62V2k9AKq1/9mzZ3szlX7uuefko+u3Zrz5OlRIoCeDzaPAKpo2bdrIkSPl/esdndpTZCqvscYaSuiOweDBg73NvWlFC2PHjrU5evG/Hv+dN2+ezbEJqaHnCiLqY1v18oQbZhicQGu6p02yjsIUIN9HIBbeNJZSgO04+3xacZiAQCxTWvl6PFRPW+nxKpujRBpDe+WQrhkBt/VzfvZ17MGtGSw6ggAEMifwxBNPaKOO1ua9kvXaTV1jrENvi8ySvL6YbI4Sen5Af1dffXWTOX36dK3962FfPSWsQMLW1K+DrbXWWnp1z9crPnIx9RJS1dT9BO/7yA499NABAwboaQTvbQFV068QSEMJjKKPVYCEG2YgnzBruqdNgo4CeyczkEAsvGksFaujQFXJdBNIRli/Bq03K+gOgFd4GkN75ZCuGQG39d2lNVMytCPvpZo0BCBQRAJypvVGTj0D4FX+kEMOkXutVXZl6g2e+qEZOf2mgt4UdNBBB3kr77HHHroTbXLkL8opV0ShHf/eOiatZwD0yJq2rnqLFCfoid4HH3zQm2nTetWPmhx//PE2Rwm9+19rJypS2q2PtxXpqjB9tnZY0z1tqnaELdIQqIrXa8c0lqraUZpR0FYEqhL2mtIQ01exvrF1d9QHMI2hfaI4zIqALl6+HwLzGtRtfXdpVhomlsMPgSVGR0MI5IjAX//6V727c9ddd9U95VtvvVX7/rWb//bbbzcqamFJawD257302n6t6++2226q8Pe//10PCuuHupSpynoJna5Mep+PfkPqsWU/2stopOmRYP0ygPb5qK/bbrtNb7GQtLPOOsuB4+abb5Z6aqi73vro+QS9G8E2cejjkNlri9wwvbauak33tHF31Gv5ZzVwN16vHdVjGku5O8pqOL1Zjpuwz5QCdfHFF8ut1NasSmhpDF0pjZz0BCoDAJ9B3dZ3l6ZXL40EAoA09GgLgRwRePTRR/U+fi3ea5eO9vR7F+l9X1hSWptN9QNeqqlt/Xp4QE+ImpFMnDgx7HahthjZ0d500026ea13Aekxgx133FFd26KwhLx8vXRIPzmsjUZ6Z6i+Fr01w/Tx1iFtCThgem0dxZqOaaPuHB1ZZUgkJuDA67WjkZ/GUo6OEitPQy8BB+FKU2688cZ65Zq3uTedxtBeOaQzIVA1AFAvDutXLc1EyWRCSmoWdr0nHwIQgAAEIAABCEAAAhDoYQR4CLiHGZThQAACEIAABCAAAQhAwEWAAMBFhzIIQAACEIAABCAAAQj0MAIEAD3MoAwHAhCAAAQgAAEIQAACLgIEAC46lEEAAhCAAAQgAAEIQKCHEeCXgHuYQRkOBLqWwMj60eUOSqX2bkomUapvPyxntifaD/Wiz46aNmEath92lJqGamXqfCqnXNWb2VHfSNDf+s7FC79wlXWqZ4o6D9uWEb5sHdVsV7ajx86GbSbR2VW76I6uO4o6R9xRVJZTFtRmpHWMrqPQp0BHHVOomu1NPhXb0aj8X2fDuo43NnjFltSXp0fTb2db29BktHkH0tmwc+CdwjvU6BRhCJijcpNyqkNz05cyO0vL/5dKyxx2FgU0rJBj6i6DpbPHTiVdwjvqGClWuBmyT8lltQpsuAwr1feC9WkV2KNVoFPlci13Q3Vh8BqB3h4lrWMgy760w9SxYtsbfqq56bqzjpHa0YW3qKPAM8Zlde4Yu6+JR73yHOkobVevvcjMyrLsTw/be/IIV50Oy/gy2w/N1LNy7MwqiyyfZ+W+Ov4awfbw0+blOsucLiUdttqG7e3Kfxram9SbhsvKMXXUY0N7w/r2+W61Mk0C65hM/W2sb9Ffb81yZrs0U0ej6BBeWmb6mzoqNRY2EowCpmFZjhFePik/nRuN9eUxqqYv03vYp1TWqmy6ZRq26FBzzWQaVu1ybIfSvFynbAJPQ0krZ5Yblrs2H1Ft8BxqOKqjUXgbauD1dcova6tW7X/9dUzD9jrLCFdDNWnwqKE6XrAqMsp74etn7U1fDapdTpc/7cLbU+1/Gkolk99QLun4aMSN7Yav72hUzm/PNHXLhw0lXZnKTerXmlk+zvfnU73zrSfaQQACEIAABCAAAQhAAAIZECAAyAAiIiAAAQhAAAIQgAAEIFAUAgQARbEUekIAAhCAAAQgAAEIQCADAgQAGUBEBAQgAAEIQAACEIAABIpCgACgKJZCTwhAAAIQgAAEIAABCGRAgAAgA4iIgAAEIAABCEAAAhCAQFEIEAAUxVLoCQEIQAACEIAABCAAgQwIEABkABEREIAABCAAAQhAAAIQKAoBAoCiWAo9IQABCEAAAhCAAAQgkAEBAoAMICICAhCAAAQgAAEIQAACRSFAAFAUS6EnBCAAAQhAAAIQgAAEMiBAAJABRERAAAIQgAAEIAABCECgKAQIAIpiKfSEAAQgAAEIQAACEIBABgQIADKAiAgIQAACEIAABCAAAQgUhQABQFEshZ4QgAAEIAABCEAAAhDIgAABQAYQEQEBCEAAAhCAAAQgAIGiECAAKIql0BMCEIAABCAAAQhAAAIZECAAyAAiIiAAAQhAAAIQgAAEIFAUAgQARbEUekIAAhCAAAQgAAEIQCADAgQAGUBEBAQgAAEIQAACEIAABIpCgACgKJZCTwhAAAIQgAAEIAABCGRAgAAgA4iIgAAEIAABCEAAAhCAQFEIlNra2oqiK3pCAAIQgAAEIAABCEAAAikJcAcgJUCaQwACEIAABCAAAQhAoEgECACKZC10hQAEIAABCEAAAhCAQEoCBAApAdIcAhCAAAQgAAEIQAACRSJAAFAka6ErBCAAAQhAAAIQgAAEUhIgAEgJkOYQgAAEIAABCEAAAhAoEgECgCJZC10hAAEIQAACEIAABCCQkgABQEqANIcABCAAAQhAAAIQgECRCBAAFMla6AoBCEAAAhCAAAQgAIGUBAgAUgKkOQQgAAEIQAACEIAABIpEgACgSNZCVwhAAAIQgAAEIAABCKQkQACQEiDNIQABCEAAAhCAAAQgUCQCBABFsha6QgACEIAABCAAAQhAICUBAoCUAGkOAQhAAAIQgAAEIACBIhEgACiStdAVAhCAAAQgAAEIQAACKQkQAKQESHMIQAACEIAABCAAAQgUiQABQJGsha4QgAAEIAABCEAAAhBISYAAICVAmkMAAhCAAAQgAAEIQKBIBAgAimQtdIUABCAAAQhAAAIQgEBKAgQAKQHSHAIQgAAEIAABCEAAAkUiQABQJGuhKwQgAAEIQAACEIAABFISIABICZDmEIAABCAAAQhAAAIQKBIBAoAiWQtdIQABCEAAAhCAAAQgkJIAAUBKgDSHAAQgAAEIQAACEIBAkQgQABTJWugKAQhAAAIQgAAEIACBlAQIAFICpDkEIAABCEAAAhCAAASKRIAAoEjWQlcIQAACEIAABCAAAQikJEAAkBIgzSEAAQhAAAIQgAAEIFAkAgQARbIWukIAAhCAAAQgAAEIQCAlAQKAlABpDgEIQAACEIAABCAAgSIRIAAokrXQFQIQgAAEIAABCEAAAikJEACkBEhzCEAAAhCAAAQgAAEIFIkAAUCRrIWuEIAABCAAAQhAAAIQSEmAACAlQJpDAAIQgAAEIAABCECgSAQIAIpkLXSFAAQgAAEIQAACEIBASgIEACkB0hwCEIAABCAAAQhAAAJFIkAAUCRroSsEIAABCEAAAhCAAARSEiAASAmQ5hCAAAQgAAEIQAACECgSAQKAIlkLXSEAAQhAAAIQgAAEIJCSwP8H09fvxogI4scAAAAASUVORK5CYII=\n",
"text/plain": [
- "VTKRenderWindowSynchronized(vtkXOpenGLRenderWindow, color_mappers=[LinearColorMapper(id='e7e...], sizing_mode='stretch_width')"
+ ""
]
},
- "metadata": {
- "application/vnd.holoviews_exec.v0+json": {
- "id": "36c28f28-94b0-4918-8f3c-b2174f88fedf"
- }
- },
+ "metadata": {},
"output_type": "display_data"
}
],
@@ -1329,7 +622,7 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.10.6"
+ "version": "3.10.12"
}
},
"nbformat": 4,
diff --git a/chapter2/ns_code1.py b/chapter2/ns_code1.py
index 0b33c6ba..c2437457 100644
--- a/chapter2/ns_code1.py
+++ b/chapter2/ns_code1.py
@@ -6,7 +6,7 @@
# extension: .py
# format_name: light
# format_version: '1.5'
-# jupytext_version: 1.14.7
+# jupytext_version: 1.15.2
# kernelspec:
# display_name: Python 3 (ipykernel)
# language: python
@@ -66,12 +66,13 @@
import numpy as np
import pyvista
-from dolfinx.fem import Constant, Function, FunctionSpace, assemble_scalar, dirichletbc, form, locate_dofs_geometrical
+from dolfinx.fem import Constant, Function, functionspace, assemble_scalar, dirichletbc, form, locate_dofs_geometrical
from dolfinx.fem.petsc import assemble_matrix, assemble_vector, apply_lifting, create_vector, set_bc
from dolfinx.io import VTXWriter
from dolfinx.mesh import create_unit_square
from dolfinx.plot import vtk_mesh
-from ufl import (FacetNormal, FiniteElement, Identity, TestFunction, TrialFunction, VectorElement,
+from basix.ufl import element
+from ufl import (FacetNormal, Identity, TestFunction, TrialFunction,
div, dot, ds, dx, inner, lhs, nabla_grad, rhs, sym)
mesh = create_unit_square(MPI.COMM_WORLD, 10, 10)
@@ -83,13 +84,24 @@
# As opposed to the previous demos, we will create our two function spaces using the `ufl` element definitions as input
-v_cg2 = VectorElement("Lagrange", mesh.ufl_cell(), 2)
-s_cg1 = FiniteElement("Lagrange", mesh.ufl_cell(), 1)
-V = FunctionSpace(mesh, v_cg2)
-Q = FunctionSpace(mesh, s_cg1)
+v_cg2 = element("Lagrange", mesh.topology.cell_name(), 2, shape=(mesh.geometry.dim, ))
+s_cg1 = element("Lagrange", mesh.topology.cell_name(), 1)
+V = functionspace(mesh, v_cg2)
+Q = functionspace(mesh, s_cg1)
-# The first space `V` is a vector valued function space for the velocity, while `Q` is a scalar valued function space for pressure. We use piecewise quadratic elements for the velocity and piecewise linear elements for the pressure. When creating the vector finite element, the dimension of the vector element will be set to the geometric dimension of the mesh. One can easily create vector-valued function spaces with other dimensions by adding the keyword argument dim, i.e.
-# `v_cg = ufl.VectorElement("Lagrange", mesh.ufl_cell(), 2, dim=10)`.
+# The first space `V` is a vector valued function space for the velocity, while `Q` is a scalar valued function space for pressure. We use piecewise quadratic elements for the velocity and piecewise linear elements for the pressure. When creating the vector finite element, the dimension of the vector element will be set to the geometric dimension of the mesh. One can easily create vector-valued function spaces with other dimensions by replacing `(mesh.geometry.dim, )` with something else, like
+# ```
+# v_cg basix.ufl.element("Lagrange", mesh.topology.cell_name(), 2, shape=(10,))
+# ```
+# or
+# ```
+# tensor_element = basix.ufl.element("Lagrange", mesh.topology.cell_name(), 2, shape=(3, 3))
+# ```
+# or
+# ```
+# tensor_element = basix.ufl.element("Lagrange", mesh.topology.cell_name(), 2, shape=(3, 2, 4))
+# ```
+#
#
# ```{admonition} Stable finite element spaces for the Navier-Stokes equation
# It is well-known that certain finite element spaces are not *stable* for the Navier-Stokes equations, or even for the simpler Stokes equation. The prime example of an unstable pair of finite element spaces is to use first order degree continuous piecewise polynomials for both the velocity and the pressure.
diff --git a/chapter2/ns_code2.ipynb b/chapter2/ns_code2.ipynb
index 8bfcb224..7d8d5d46 100644
--- a/chapter2/ns_code2.ipynb
+++ b/chapter2/ns_code2.ipynb
@@ -5,9 +5,10 @@
"metadata": {},
"source": [
"# Test problem 2: Flow past a cylinder (DFG 2D-3 benchmark)\n",
+ "\n",
"Author: Jørgen S. Dokken\n",
"\n",
- "In this section, we will turn our attention to a slightly more challenging problem: flow past a cylinder. The geometry and parameters are taken from the [DFG 2D-3 benchmark](http://www.featflow.de/en/benchmarks/cfdbenchmarking/flow/dfg_benchmark3_re100.html) in FeatFlow.\n",
+ "In this section, we will turn our attention to a slightly more challenging problem: flow past a cylinder. The geometry and parameters are taken from the [DFG 2D-3 benchmark](https://www.featflow.de/en/benchmarks/cfdbenchmarking/flow/dfg_benchmark3_re100.html) in FeatFlow.\n",
"\n",
"To be able to solve this problem efficiently and ensure numerical stability, we will substitute our first order backward difference scheme with a Crank-Nicholson discretization in time, and a semi-implicit Adams-Bashforth approximation of the non-linear term.\n",
"\n",
@@ -23,13 +24,16 @@
"$$\n",
" u(x,y,t) = \\left( \\frac{4Uy(0.41-y)}{0.41^2}, 0 \\right)\n",
"$$\n",
+ "\n",
"$$\n",
" U=U(t) = 1.5\\sin(\\pi t/8)\n",
"$$\n",
"\n",
"which has a maximum magnitude of $1.5$ at $y=0.41/2$. We do not use any scaling for this problem since all exact parameters are known.\n",
+ "\n",
"## Mesh generation\n",
- "As in the [Deflection of a membrane](./../chapter1/membrane_code.ipynb) we use GMSH to generate the mesh. We fist create the rectangle and obstacle."
+ "\n",
+ "As in the [Deflection of a membrane](./../chapter1/membrane_code.ipynb) we use GMSH to generate the mesh. We fist create the rectangle and obstacle.\n"
]
},
{
@@ -43,7 +47,7 @@
"name": "stderr",
"output_type": "stream",
"text": [
- "/tmp/ipykernel_989/2378587608.py:5: TqdmExperimentalWarning: Using `tqdm.autonotebook.tqdm` in notebook mode. Use `tqdm.tqdm` instead to force console mode (e.g. in jupyter console)\n",
+ "/tmp/ipykernel_2667/3291473246.py:5: TqdmExperimentalWarning: Using `tqdm.autonotebook.tqdm` in notebook mode. Use `tqdm.tqdm` instead to force console mode (e.g. in jupyter console)\n",
" import tqdm.autonotebook\n"
]
}
@@ -58,8 +62,10 @@
"from mpi4py import MPI\n",
"from petsc4py import PETSc\n",
"\n",
+ "from basix.ufl import element\n",
+ "\n",
"from dolfinx.cpp.mesh import to_type, cell_entity_type\n",
- "from dolfinx.fem import (Constant, Function, FunctionSpace,\n",
+ "from dolfinx.fem import (Constant, Function, functionspace,\n",
" assemble_scalar, dirichletbc, form, locate_dofs_topological, set_bc)\n",
"from dolfinx.fem.petsc import (apply_lifting, assemble_matrix, assemble_vector,\n",
" create_vector, create_matrix, set_bc)\n",
@@ -67,9 +73,8 @@
"from dolfinx.geometry import bb_tree, compute_collisions_points, compute_colliding_cells\n",
"from dolfinx.io import (VTXWriter, distribute_entity_data, gmshio)\n",
"from dolfinx.mesh import create_mesh, meshtags_from_entities\n",
- "\n",
- "from ufl import (FacetNormal, FiniteElement, Identity, Measure, TestFunction, TrialFunction, VectorElement,\n",
- " as_vector, div, dot, ds, dx, inner, lhs, grad, nabla_grad, rhs, sym)\n",
+ "from ufl import (FacetNormal, Identity, Measure, TestFunction, TrialFunction,\n",
+ " as_vector, div, dot, ds, dx, inner, lhs, grad, nabla_grad, rhs, sym, system)\n",
"\n",
"gmsh.initialize()\n",
"\n",
@@ -89,7 +94,7 @@
"cell_type": "markdown",
"metadata": {},
"source": [
- "The next step is to subtract the obstacle from the channel, such that we do not mesh the interior of the circle."
+ "The next step is to subtract the obstacle from the channel, such that we do not mesh the interior of the circle.\n"
]
},
{
@@ -107,7 +112,7 @@
"cell_type": "markdown",
"metadata": {},
"source": [
- "To get GMSH to mesh the fluid, we add a physical volume marker"
+ "To get GMSH to mesh the fluid, we add a physical volume marker\n"
]
},
{
@@ -128,7 +133,7 @@
"cell_type": "markdown",
"metadata": {},
"source": [
- "To tag the different surfaces of the mesh, we tag the inflow (left hand side) with marker 2, the outflow (right hand side) with marker 3 and the fluid walls with 4 and obstacle with 5. We will do this by compute the center of mass for each geometrical entitiy."
+ "To tag the different surfaces of the mesh, we tag the inflow (left hand side) with marker 2, the outflow (right hand side) with marker 3 and the fluid walls with 4 and obstacle with 5. We will do this by compute the center of mass for each geometrical entitiy.\n"
]
},
{
@@ -165,7 +170,7 @@
"cell_type": "markdown",
"metadata": {},
"source": [
- "In our previous meshes, we have used uniform mesh sizes. In this example, we will have variable mesh sizes to resolve the flow solution in the area of interest; close to the circular obstacle. To do this, we use GMSH Fields."
+ "In our previous meshes, we have used uniform mesh sizes. In this example, we will have variable mesh sizes to resolve the flow solution in the area of interest; close to the circular obstacle. To do this, we use GMSH Fields.\n"
]
},
{
@@ -201,7 +206,8 @@
"metadata": {},
"source": [
"## Generating the mesh\n",
- "We are now ready to generate the mesh. However, we have to decide if our mesh should consist of triangles or quadrilaterals. In this demo, to match the DFG 2D-3 benchmark, we use second order quadrilateral elements."
+ "\n",
+ "We are now ready to generate the mesh. However, we have to decide if our mesh should consist of triangles or quadrilaterals. In this demo, to match the DFG 2D-3 benchmark, we use second order quadrilateral elements.\n"
]
},
{
@@ -219,12 +225,12 @@
"Info : [ 40%] Meshing curve 3 (Line)\n",
"Info : [ 60%] Meshing curve 4 (Line)\n",
"Info : [ 80%] Meshing curve 5 (Ellipse)\n",
- "Info : Done meshing 1D (Wall 0.0130337s, CPU 0.011467s)\n",
+ "Info : Done meshing 1D (Wall 0.0147458s, CPU 0.016246s)\n",
"Info : Meshing 2D...\n",
"Info : Meshing surface 1 (Plane, Frontal-Delaunay for Quads)\n",
- "Info : Simple recombination completed (Wall 0.00374581s, CPU 0.003689s): 103 quads, 16 triangles, 0 invalid quads, 0 quads with Q < 0.1, avg Q = 0.82361, min Q = 0.425555\n",
- "Info : Simple recombination completed (Wall 0.00568059s, CPU 0.00537s): 460 quads, 0 triangles, 0 invalid quads, 0 quads with Q < 0.1, avg Q = 0.865979, min Q = 0.499255\n",
- "Info : Done meshing 2D (Wall 0.0152692s, CPU 0.014764s)\n",
+ "Info : Simple recombination completed (Wall 0.00572678s, CPU 0.005512s): 103 quads, 16 triangles, 0 invalid quads, 0 quads with Q < 0.1, avg Q = 0.82361, min Q = 0.425555\n",
+ "Info : Simple recombination completed (Wall 0.00649741s, CPU 0.006495s): 460 quads, 0 triangles, 0 invalid quads, 0 quads with Q < 0.1, avg Q = 0.865979, min Q = 0.499255\n",
+ "Info : Done meshing 2D (Wall 0.0180617s, CPU 0.017818s)\n",
"Info : Refining mesh...\n",
"Info : Meshing order 2 (curvilinear on)...\n",
"Info : [ 0%] Meshing curve 1 order 2\n",
@@ -233,8 +239,8 @@
"Info : [ 50%] Meshing curve 4 order 2\n",
"Info : [ 70%] Meshing curve 5 order 2\n",
"Info : [ 90%] Meshing surface 1 order 2\n",
- "Info : Done meshing order 2 (Wall 0.00614533s, CPU 0.006301s)\n",
- "Info : Done refining mesh (Wall 0.00671162s, CPU 0.006909s)\n",
+ "Info : Done meshing order 2 (Wall 0.00522565s, CPU 0.005438s)\n",
+ "Info : Done refining mesh (Wall 0.005923s, CPU 0.006185s)\n",
"Info : 1952 nodes 2069 elements\n",
"Info : Meshing order 2 (curvilinear on)...\n",
"Info : [ 0%] Meshing curve 1 order 2\n",
@@ -243,9 +249,9 @@
"Info : [ 50%] Meshing curve 4 order 2\n",
"Info : [ 70%] Meshing curve 5 order 2\n",
"Info : [ 90%] Meshing surface 1 order 2\n",
- "Info : Done meshing order 2 (Wall 0.019159s, CPU 0.019313s)\n",
+ "Info : Done meshing order 2 (Wall 0.0184116s, CPU 0.018542s)\n",
"Info : Optimizing mesh (Netgen)...\n",
- "Info : Done optimizing mesh (Wall 1.41e-06s, CPU 4e-06s)\n"
+ "Info : Done optimizing mesh (Wall 1.909e-06s, CPU 2.9e-05s)\n"
]
}
],
@@ -265,8 +271,9 @@
"metadata": {},
"source": [
"## Loading mesh and boundary markers\n",
+ "\n",
"As we have generated the mesh, we now need to load the mesh and corresponding facet markers into DOLFINx.\n",
- "To load the mesh, we follow the same structure as in [Deflection of a membrane](./../chapter1/membrane_code.ipynb), with the difference being that we will load in facet markers as well. To learn more about the specifics of the function below, see [A GMSH tutorial for DOLFINx](https://jsdokken.com/src/tutorial_gmsh.html)."
+ "To load the mesh, we follow the same structure as in [Deflection of a membrane](./../chapter1/membrane_code.ipynb), with the difference being that we will load in facet markers as well. To learn more about the specifics of the function below, see [A GMSH tutorial for DOLFINx](https://jsdokken.com/src/tutorial_gmsh.html).\n"
]
},
{
@@ -284,7 +291,8 @@
"metadata": {},
"source": [
"## Physical and discretization parameters\n",
- "Following the DGF-2 benchmark, we define our problem specific parameters"
+ "\n",
+ "Following the DGF-2 benchmark, we define our problem specific parameters\n"
]
},
{
@@ -311,19 +319,22 @@
"```\n",
"\n",
"## Boundary conditions\n",
- "As we have created the mesh and relevant mesh tags, we can now specify the function spaces `V` and `Q` along with the boundary conditions. As the `ft` contains markers for facets, we use this class to find the facets for the inlet and walls."
+ "\n",
+ "As we have created the mesh and relevant mesh tags, we can now specify the function spaces `V` and `Q` along with the boundary conditions. As the `ft` contains markers for facets, we use this class to find the facets for the inlet and walls.\n"
]
},
{
"cell_type": "code",
"execution_count": 9,
- "metadata": {},
+ "metadata": {
+ "tags": []
+ },
"outputs": [],
"source": [
- "v_cg2 = VectorElement(\"Lagrange\", mesh.ufl_cell(), 2)\n",
- "s_cg1 = FiniteElement(\"Lagrange\", mesh.ufl_cell(), 1)\n",
- "V = FunctionSpace(mesh, v_cg2)\n",
- "Q = FunctionSpace(mesh, s_cg1)\n",
+ "v_cg2 = element(\"Lagrange\", mesh.topology.cell_name(), 2, shape=(mesh.geometry.dim, ))\n",
+ "s_cg1 = element(\"Lagrange\", mesh.topology.cell_name(), 1)\n",
+ "V = functionspace(mesh, v_cg2)\n",
+ "Q = functionspace(mesh, s_cg1)\n",
"\n",
"fdim = mesh.topology.dim - 1\n",
"\n",
@@ -361,6 +372,7 @@
"metadata": {},
"source": [
"## Variational form\n",
+ "\n",
"As opposed to [Pouseille flow](./ns_code1.ipynb), we will use a Crank-Nicolson discretization, and an semi-implicit Adams-Bashforth approximation.\n",
"The first step can be written as\n",
"\n",
@@ -375,7 +387,9 @@
"$$\n",
"\\frac{1}{2}\\nu \\nabla (u^*+u^n) \\cdot n = p^{n-\\frac{1}{2}} \\qquad \\text{ on } \\partial \\Omega_{N}\n",
"$$\n",
+ "\n",
"where we have used the two previous time steps in the temporal derivative for the velocity, and compute the pressure staggered in time, at the time between the previous and current solution. The second step becomes\n",
+ "\n",
"$$\n",
"\\nabla \\phi = -\\frac{\\rho}{\\delta t} \\nabla \\cdot u^* \\qquad\\text{in } \\Omega,\n",
"$$\n",
@@ -395,7 +409,7 @@
"\\rho (u^{n+1}-u^{*}) = -\\delta t \\phi.\n",
"$$\n",
"\n",
- "We start by defining all the variables used in the variational formulations."
+ "We start by defining all the variables used in the variational formulations.\n"
]
},
{
@@ -422,12 +436,12 @@
"cell_type": "markdown",
"metadata": {},
"source": [
- "Next, we define the variational formulation for the first step, where we have integrated the diffusion term, as well as the pressure term by parts."
+ "Next, we define the variational formulation for the first step, where we have integrated the diffusion term, as well as the pressure term by parts.\n"
]
},
{
"cell_type": "code",
- "execution_count": 11,
+ "execution_count": 12,
"metadata": {},
"outputs": [],
"source": [
@@ -446,12 +460,12 @@
"cell_type": "markdown",
"metadata": {},
"source": [
- "Next we define the second step"
+ "Next we define the second step\n"
]
},
{
"cell_type": "code",
- "execution_count": 12,
+ "execution_count": 13,
"metadata": {},
"outputs": [],
"source": [
@@ -466,12 +480,12 @@
"cell_type": "markdown",
"metadata": {},
"source": [
- "We finally create the last step"
+ "We finally create the last step\n"
]
},
{
"cell_type": "code",
- "execution_count": 13,
+ "execution_count": 14,
"metadata": {},
"outputs": [],
"source": [
@@ -486,12 +500,12 @@
"cell_type": "markdown",
"metadata": {},
"source": [
- "As in the previous tutorials, we use PETSc as a linear algebra backend."
+ "As in the previous tutorials, we use PETSc as a linear algebra backend.\n"
]
},
{
"cell_type": "code",
- "execution_count": 14,
+ "execution_count": 15,
"metadata": {},
"outputs": [],
"source": [
@@ -523,21 +537,23 @@
"metadata": {},
"source": [
"## Verification of the implementation compute known physical quantities\n",
+ "\n",
"As a further verification of our implementation, we compute the drag and lift coefficients over the obstacle, defined as\n",
"\n",
"$$\n",
" C_{\\text{D}}(u,p,t,\\partial\\Omega_S) = \\frac{2}{\\rho L U_{mean}^2}\\int_{\\partial\\Omega_S}\\rho \\nu n \\cdot \\nabla u_{t_S}(t)n_y -p(t)n_x~\\mathrm{d} s,\n",
"$$\n",
+ "\n",
"$$\n",
" C_{\\text{L}}(u,p,t,\\partial\\Omega_S) = -\\frac{2}{\\rho L U_{mean}^2}\\int_{\\partial\\Omega_S}\\rho \\nu n \\cdot \\nabla u_{t_S}(t)n_x + p(t)n_y~\\mathrm{d} s,\n",
"$$\n",
"\n",
- "where $u_{t_S}$ is the tangential velocity component at the interface of the obstacle $\\partial\\Omega_S$, defined as $u_{t_S}=u\\cdot (n_y,-n_x)$, $U_{mean}=1$ the average inflow velocity, and $L$ the length of the channel. We use `UFL` to create the relevant integrals, and assemble them at each time step."
+ "where $u_{t_S}$ is the tangential velocity component at the interface of the obstacle $\\partial\\Omega_S$, defined as $u_{t_S}=u\\cdot (n_y,-n_x)$, $U_{mean}=1$ the average inflow velocity, and $L$ the length of the channel. We use `UFL` to create the relevant integrals, and assemble them at each time step.\n"
]
},
{
"cell_type": "code",
- "execution_count": 15,
+ "execution_count": 16,
"metadata": {},
"outputs": [],
"source": [
@@ -557,12 +573,12 @@
"cell_type": "markdown",
"metadata": {},
"source": [
- "We will also evaluate the pressure at two points, on in front of the obstacle, $(0.15, 0.2)$, and one behind the obstacle, $(0.25, 0.2)$. To do this, we have to find which cell is containing each of the points, so that we can create a linear combination of the local basis functions and coefficients."
+ "We will also evaluate the pressure at two points, on in front of the obstacle, $(0.15, 0.2)$, and one behind the obstacle, $(0.25, 0.2)$. To do this, we have to find which cell is containing each of the points, so that we can create a linear combination of the local basis functions and coefficients.\n"
]
},
{
"cell_type": "code",
- "execution_count": 16,
+ "execution_count": 17,
"metadata": {},
"outputs": [],
"source": [
@@ -581,17 +597,18 @@
"metadata": {},
"source": [
"## Solving the time-dependent problem\n",
+ "\n",
"```{admonition} Stability of the Navier-Stokes equation\n",
"Note that the current splitting scheme has to fullfil the a [Courant–Friedrichs–Lewy condition](https://en.wikipedia.org/wiki/Courant%E2%80%93Friedrichs%E2%80%93Lewy_condition). This limits the spatial discretization with respect to the inlet velocity and temporal discretization.\n",
"Other temporal discretization schemes such as the second order backward difference discretization or Crank-Nicholson discretization with Adams-Bashforth linearization are better behaved than our simple backward difference scheme.\n",
"```\n",
"\n",
- "As in the previous example, we create output files for the velocity and pressure and solve the time-dependent problem. As we are solving a time dependent problem with many time steps, we use the `tqdm`-package to visualize the progress. This package can be install with `pip3`."
+ "As in the previous example, we create output files for the velocity and pressure and solve the time-dependent problem. As we are solving a time dependent problem with many time steps, we use the `tqdm`-package to visualize the progress. This package can be install with `pip3`.\n"
]
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 18,
"metadata": {
"tags": []
},
@@ -599,7 +616,7 @@
{
"data": {
"application/vnd.jupyter.widget-view+json": {
- "model_id": "30be00c771db469388179a562b45b2d6",
+ "model_id": "c16577943c9f485fab4420087ff0ebd1",
"version_major": 2,
"version_minor": 0
},
@@ -707,16 +724,48 @@
"metadata": {},
"source": [
"## Verification using data from FEATFLOW\n",
- "As FEATFLOW has provided data for different discretization levels, we compare our numerical data with the data provided using `matplotlib`."
+ "\n",
+ "As FEATFLOW has provided data for different discretization levels, we compare our numerical data with the data provided using `matplotlib`.\n"
]
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 19,
"metadata": {
"tags": []
},
- "outputs": [],
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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+ ""
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+ ""
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+ },
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+ "output_type": "display_data"
+ },
+ {
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+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
"source": [
"if mesh.comm.rank == 0:\n",
" if not os.path.exists(\"figures\"):\n",
@@ -754,6 +803,13 @@
" plt.legend()\n",
" plt.savefig(\"figures/pressure_comparison.png\")"
]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": []
}
],
"metadata": {
@@ -775,7 +831,7 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.10.6"
+ "version": "3.10.12"
}
},
"nbformat": 4,
diff --git a/chapter2/ns_code2.py b/chapter2/ns_code2.py
index dfa8ae3a..185203ca 100644
--- a/chapter2/ns_code2.py
+++ b/chapter2/ns_code2.py
@@ -6,7 +6,7 @@
# extension: .py
# format_name: light
# format_version: '1.5'
-# jupytext_version: 1.14.7
+# jupytext_version: 1.15.2
# kernelspec:
# display_name: Python 3 (ipykernel)
# language: python
@@ -16,7 +16,7 @@
# # Test problem 2: Flow past a cylinder (DFG 2D-3 benchmark)
# Author: Jørgen S. Dokken
#
-# In this section, we will turn our attention to a slightly more challenging problem: flow past a cylinder. The geometry and parameters are taken from the [DFG 2D-3 benchmark](http://www.featflow.de/en/benchmarks/cfdbenchmarking/flow/dfg_benchmark3_re100.html) in FeatFlow.
+# In this section, we will turn our attention to a slightly more challenging problem: flow past a cylinder. The geometry and parameters are taken from the [DFG 2D-3 benchmark](https://www.featflow.de/en/benchmarks/cfdbenchmarking/flow/dfg_benchmark3_re100.html) in FeatFlow.
#
# To be able to solve this problem efficiently and ensure numerical stability, we will substitute our first order backward difference scheme with a Crank-Nicholson discretization in time, and a semi-implicit Adams-Bashforth approximation of the non-linear term.
#
@@ -50,8 +50,10 @@
from mpi4py import MPI
from petsc4py import PETSc
+from basix.ufl import element
+
from dolfinx.cpp.mesh import to_type, cell_entity_type
-from dolfinx.fem import (Constant, Function, FunctionSpace,
+from dolfinx.fem import (Constant, Function, functionspace,
assemble_scalar, dirichletbc, form, locate_dofs_topological, set_bc)
from dolfinx.fem.petsc import (apply_lifting, assemble_matrix, assemble_vector,
create_vector, create_matrix, set_bc)
@@ -59,9 +61,8 @@
from dolfinx.geometry import bb_tree, compute_collisions_points, compute_colliding_cells
from dolfinx.io import (VTXWriter, distribute_entity_data, gmshio)
from dolfinx.mesh import create_mesh, meshtags_from_entities
-
-from ufl import (FacetNormal, FiniteElement, Identity, Measure, TestFunction, TrialFunction, VectorElement,
- as_vector, div, dot, ds, dx, inner, lhs, grad, nabla_grad, rhs, sym)
+from ufl import (FacetNormal, Identity, Measure, TestFunction, TrialFunction,
+ as_vector, div, dot, ds, dx, inner, lhs, grad, nabla_grad, rhs, sym, system)
gmsh.initialize()
@@ -178,10 +179,10 @@
# As we have created the mesh and relevant mesh tags, we can now specify the function spaces `V` and `Q` along with the boundary conditions. As the `ft` contains markers for facets, we use this class to find the facets for the inlet and walls.
# +
-v_cg2 = VectorElement("Lagrange", mesh.ufl_cell(), 2)
-s_cg1 = FiniteElement("Lagrange", mesh.ufl_cell(), 1)
-V = FunctionSpace(mesh, v_cg2)
-Q = FunctionSpace(mesh, s_cg1)
+v_cg2 = element("Lagrange", mesh.topology.cell_name(), 2, shape=(mesh.geometry.dim, ))
+s_cg1 = element("Lagrange", mesh.topology.cell_name(), 1)
+V = functionspace(mesh, v_cg2)
+Q = functionspace(mesh, s_cg1)
fdim = mesh.topology.dim - 1
@@ -487,3 +488,5 @@ def __call__(self, x):
plt.grid()
plt.legend()
plt.savefig("figures/pressure_comparison.png")
+
+
diff --git a/chapter3/component_bc.ipynb b/chapter3/component_bc.ipynb
index 3e26316d..d82a5546 100644
--- a/chapter3/component_bc.ipynb
+++ b/chapter3/component_bc.ipynb
@@ -8,7 +8,7 @@
"Author: Jørgen S. Dokken\n",
"\n",
"In this section, we will learn how to prescribe Dirichlet boundary conditions on a component of your unknown $u_h$.\n",
- "We will illustrate the problem using a `VectorElement`. However, the method generalizes to any `MixedElement`.\n",
+ "We will illustrate the problem using a vector element. However, the method generalizes to any mixed element.\n",
"\n",
"We will use a slightly modified version of [the linear elasticity demo](./../chapter2/linearelasticity_code), namely\n",
"$$\n",
@@ -43,16 +43,17 @@
},
"outputs": [],
"source": [
- "from dolfinx.plot import vtk_mesh\n",
"import pyvista\n",
"import numpy as np\n",
"from mpi4py import MPI\n",
- "from ufl import Identity, Measure, TestFunction, TrialFunction, VectorElement, dot, dx, inner, grad, nabla_div, sym\n",
+ "from ufl import Identity, Measure, TestFunction, TrialFunction, dot, dx, inner, grad, nabla_div, sym\n",
"from dolfinx import default_scalar_type\n",
"from dolfinx.mesh import CellType, create_rectangle, locate_entities_boundary\n",
"from dolfinx.fem.petsc import LinearProblem\n",
- "from dolfinx.fem import (Constant, dirichletbc, Function, FunctionSpace, locate_dofs_geometrical,\n",
+ "from dolfinx.fem import (Constant, dirichletbc, Function, functionspace, locate_dofs_geometrical,\n",
" locate_dofs_topological)\n",
+ "from dolfinx.plot import vtk_mesh\n",
+ "\n",
"L = 1\n",
"H = 1.3\n",
"lambda_ = 1.25\n",
@@ -65,7 +66,7 @@
"cell_type": "markdown",
"metadata": {},
"source": [
- "As in the previous demos, we define our mesh and function space. We will create a `ufl.VectorElement` to create a two dimensional vector space."
+ "As in the previous demos, we define our mesh and function space."
]
},
{
@@ -77,8 +78,7 @@
"outputs": [],
"source": [
"mesh = create_rectangle(MPI.COMM_WORLD, np.array([[0, 0], [L, H]]), [30, 30], cell_type=CellType.triangle)\n",
- "element = VectorElement(\"Lagrange\", mesh.ufl_cell(), 1)\n",
- "V = FunctionSpace(mesh, element)"
+ "V = functionspace(mesh, (\"Lagrange\", 1, (mesh.geometry.dim , )))"
]
},
{
@@ -260,736 +260,19 @@
{
"cell_type": "code",
"execution_count": 11,
- "metadata": {},
+ "metadata": {
+ "tags": []
+ },
"outputs": [
{
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- " } if (((window['vtk'] !== undefined) && (!(window['vtk'] instanceof HTMLElement))) || window.requirejs) {\n",
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- " } var existing_scripts = []\n",
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\n",
"text/plain": [
- "VTKRenderWindowSynchronized(vtkXOpenGLRenderWindow, color_mappers=[LinearColorMapper(id='4f2...], sizing_mode='stretch_width')"
+ ""
]
},
- "metadata": {
- "application/vnd.holoviews_exec.v0+json": {
- "id": "b3af2ce6-dfa9-4246-a60d-cf724a650acd"
- }
- },
+ "metadata": {},
"output_type": "display_data"
}
],
@@ -1036,7 +319,7 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.10.6"
+ "version": "3.10.12"
}
},
"nbformat": 4,
diff --git a/chapter3/component_bc.py b/chapter3/component_bc.py
index def72298..2e2b6521 100644
--- a/chapter3/component_bc.py
+++ b/chapter3/component_bc.py
@@ -6,7 +6,7 @@
# extension: .py
# format_name: light
# format_version: '1.5'
-# jupytext_version: 1.14.7
+# jupytext_version: 1.15.2
# kernelspec:
# display_name: Python 3 (ipykernel)
# language: python
@@ -17,7 +17,7 @@
# Author: Jørgen S. Dokken
#
# In this section, we will learn how to prescribe Dirichlet boundary conditions on a component of your unknown $u_h$.
-# We will illustrate the problem using a `VectorElement`. However, the method generalizes to any `MixedElement`.
+# We will illustrate the problem using a vector element. However, the method generalizes to any mixed element.
#
# We will use a slightly modified version of [the linear elasticity demo](./../chapter2/linearelasticity_code), namely
# $$
@@ -43,28 +43,30 @@
# $\partial\Omega_N$ is the left and right side of the beam, $\partial\Omega_D$ the bottom of the beam, while $\partial\Omega_{Dx}$ is the right side of the beam.
# We will prescribe a displacement $u_x=0$ on the right side of the beam, while the beam is being deformed under its own weight. The sides of the box is traction free.
-from dolfinx.plot import vtk_mesh
+# +
import pyvista
import numpy as np
from mpi4py import MPI
-from ufl import Identity, Measure, TestFunction, TrialFunction, VectorElement, dot, dx, inner, grad, nabla_div, sym
+from ufl import Identity, Measure, TestFunction, TrialFunction, dot, dx, inner, grad, nabla_div, sym
from dolfinx import default_scalar_type
from dolfinx.mesh import CellType, create_rectangle, locate_entities_boundary
from dolfinx.fem.petsc import LinearProblem
-from dolfinx.fem import (Constant, dirichletbc, Function, FunctionSpace, locate_dofs_geometrical,
+from dolfinx.fem import (Constant, dirichletbc, Function, functionspace, locate_dofs_geometrical,
locate_dofs_topological)
+from dolfinx.plot import vtk_mesh
+
L = 1
H = 1.3
lambda_ = 1.25
mu = 1
rho = 1
g = 1
+# -
-# As in the previous demos, we define our mesh and function space. We will create a `ufl.VectorElement` to create a two dimensional vector space.
+# As in the previous demos, we define our mesh and function space.
mesh = create_rectangle(MPI.COMM_WORLD, np.array([[0, 0], [L, H]]), [30, 30], cell_type=CellType.triangle)
-element = VectorElement("Lagrange", mesh.ufl_cell(), 1)
-V = FunctionSpace(mesh, element)
+V = functionspace(mesh, ("Lagrange", 1, (mesh.geometry.dim , )))
# ## Boundary conditions
diff --git a/chapter3/em.ipynb b/chapter3/em.ipynb
index 5ea85de1..43a26227 100644
--- a/chapter3/em.ipynb
+++ b/chapter3/em.ipynb
@@ -120,7 +120,7 @@
"Info : [ 90%] Meshing curve 17 (Ellipse)\n",
"Info : [ 90%] Meshing curve 18 (Ellipse)\n",
"Info : [100%] Meshing curve 19 (Ellipse)\n",
- "Info : Done meshing 1D (Wall 0.0142117s, CPU 0.01568s)\n",
+ "Info : Done meshing 1D (Wall 0.0146537s, CPU 0.015232s)\n",
"Info : Meshing 2D...\n",
"Info : [ 0%] Meshing surface 1 (Plane, Bamg)\n",
"Info : [ 0%] BAMG succeeded 1668 vertices 2920 triangles\n",
@@ -130,8 +130,8 @@
"Info : [ 20%] BAMG succeeded 46 vertices 71 triangles\n",
"Info : [ 20%] Meshing surface 5 (Plane, Bamg)\n",
"Info : [ 20%] BAMG succeeded 50 vertices 79 triangles\n",
- "Info : [ 20%] BAMG succeeded 47 vertices 73 triangles\n",
- "Info : [ 20%] BAMG succeeded 47 vertices 73 triangles\n",
+ "Info : [ 20%] BAMG succeeded 48 vertices 75 triangles\n",
+ "Info : [ 20%] BAMG succeeded 48 vertices 75 triangles\n",
"Info : [ 30%] Meshing surface 6 (Plane, Bamg)\n",
"Info : [ 30%] BAMG succeeded 46 vertices 71 triangles\n",
"Info : [ 30%] Meshing surface 7 (Plane, Bamg)\n",
@@ -148,7 +148,6 @@
"Info : [ 50%] BAMG succeeded 45 vertices 69 triangles\n",
"Info : [ 60%] Meshing surface 12 (Plane, Bamg)\n",
"Info : [ 60%] BAMG succeeded 47 vertices 73 triangles\n",
- "Info : [ 60%] BAMG succeeded 46 vertices 71 triangles\n",
"Info : [ 60%] BAMG succeeded 45 vertices 69 triangles\n",
"Info : [ 60%] BAMG succeeded 45 vertices 69 triangles\n",
"Info : [ 60%] Meshing surface 13 (Plane, Bamg)\n",
@@ -175,23 +174,23 @@
"Info : [ 90%] BAMG succeeded 46 vertices 71 triangles\n",
"Info : [ 90%] BAMG succeeded 46 vertices 71 triangles\n",
"Info : [ 90%] Meshing surface 19 (Plane, Bamg)\n",
- "Info : [ 90%] BAMG succeeded 5925 vertices 11434 triangles\n",
- "Info : [ 90%] BAMG succeeded 5980 vertices 11544 triangles\n",
+ "Info : [ 90%] BAMG succeeded 5932 vertices 11448 triangles\n",
+ "Info : [ 90%] BAMG succeeded 5993 vertices 11570 triangles\n",
+ "Info : [ 90%] BAMG succeeded 5991 vertices 11566 triangles\n",
"Info : [100%] Meshing surface 20 (Plane, Bamg)\n",
- "Info : [100%] BAMG succeeded 3278 vertices 6229 triangles\n",
- "Info : [100%] BAMG succeeded 3194 vertices 6061 triangles\n",
- "Info : [100%] BAMG succeeded 3189 vertices 6051 triangles\n",
- "Info : Done meshing 2D (Wall 4.24136s, CPU 3.09463s)\n",
- "Info : 10849 nodes 22435 elements\n",
+ "Info : [100%] BAMG succeeded 3272 vertices 6217 triangles\n",
+ "Info : [100%] BAMG succeeded 3193 vertices 6059 triangles\n",
+ "Info : [100%] BAMG succeeded 3184 vertices 6041 triangles\n",
+ "Info : Done meshing 2D (Wall 3.93664s, CPU 2.81256s)\n",
+ "Info : 10856 nodes 22449 elements\n",
"Info : Optimizing mesh (Netgen)...\n",
- "Info : Done optimizing mesh (Wall 2.475e-06s, CPU 5e-06s)\n"
+ "Info : Done optimizing mesh (Wall 1.378e-06s, CPU 2.4e-05s)\n"
]
}
],
"source": [
"from dolfinx import default_scalar_type\n",
- "from dolfinx.fem import (dirichletbc, Expression, Function, FunctionSpace,\n",
- " VectorFunctionSpace, locate_dofs_topological)\n",
+ "from dolfinx.fem import (dirichletbc, Expression, Function, functionspace, locate_dofs_topological)\n",
"from dolfinx.fem.petsc import LinearProblem\n",
"from dolfinx.io import XDMFFile\n",
"from dolfinx.io.gmshio import model_to_mesh\n",
@@ -355,208 +354,13 @@
"outputs": [
{
"data": {
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\n",
"text/plain": [
- "VTKRenderWindowSynchronized(vtkXOpenGLRenderWindow, color_mappers=[LinearColorMapper(id='124...], sizing_mode='stretch_width')"
+ ""
]
},
- "metadata": {
- "application/vnd.holoviews_exec.v0+json": {
- "id": "25daf6d2-ecca-4c1e-b792-0fe4973e11b4"
- }
- },
+ "metadata": {},
"output_type": "display_data"
}
],
@@ -591,7 +395,7 @@
"outputs": [],
"source": [
"\n",
- "Q = FunctionSpace(mesh, (\"DG\", 0))\n",
+ "Q = functionspace(mesh, (\"DG\", 0))\n",
"material_tags = np.unique(ct.values)\n",
"mu = Function(Q)\n",
"J = Function(Q)\n",
@@ -630,7 +434,7 @@
},
"outputs": [],
"source": [
- "V = FunctionSpace(mesh, (\"Lagrange\", 1))\n",
+ "V = functionspace(mesh, (\"Lagrange\", 1))\n",
"tdim = mesh.topology.dim\n",
"facets = locate_entities_boundary(mesh, tdim - 1, lambda x: np.full(x.shape[1], True))\n",
"dofs = locate_dofs_topological(V, tdim - 1, facets)\n",
@@ -659,7 +463,7 @@
{
"data": {
"text/plain": [
- "Coefficient(FunctionSpace(Mesh(blocked element (Basix element (P, triangle, 1, equispaced, unset, False), (2,)), 0), Basix element (P, triangle, 1, gll_warped, unset, False)), 2)"
+ "Coefficient(FunctionSpace(Mesh(blocked element (Basix element (P, triangle, 1, equispaced, unset, False), (2,), gdim=2), 0), Basix element (P, triangle, 1, gll_warped, unset, False)), 2)"
]
},
"execution_count": 7,
@@ -682,13 +486,13 @@
},
{
"cell_type": "code",
- "execution_count": 8,
+ "execution_count": 9,
"metadata": {
"tags": []
},
"outputs": [],
"source": [
- "W = VectorFunctionSpace(mesh, (\"DG\", 0))\n",
+ "W = functionspace(mesh, (\"DG\", 0, (mesh.geometry.dim, )))\n",
"B = Function(W)\n",
"B_expr = Expression(as_vector((A_z.dx(1), -A_z.dx(0))), W.element.interpolation_points())\n",
"B.interpolate(B_expr)"
@@ -705,96 +509,20 @@
},
{
"cell_type": "code",
- "execution_count": 9,
+ "execution_count": 10,
"metadata": {
"tags": []
},
"outputs": [
- {
- "data": {},
- "metadata": {},
- "output_type": "display_data"
- },
{
"data": {
- "application/vnd.holoviews_exec.v0+json": "",
- "text/html": [
- "\n",
- ""
- ],
+ "image/jpeg": 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\n",
"text/plain": [
- "VTKRenderWindowSynchronized(vtkXOpenGLRenderWindow, color_mappers=[LinearColorMapper(id='bdf...], sizing_mode='stretch_width')"
+ ""
]
},
- "metadata": {
- "application/vnd.holoviews_exec.v0+json": {
- "id": "09b9500f-42cc-4cd1-9bbd-7fcac1865824"
- }
- },
+ "metadata": {},
"output_type": "display_data"
}
],
@@ -826,94 +554,21 @@
},
{
"cell_type": "code",
- "execution_count": 10,
- "metadata": {},
+ "execution_count": 11,
+ "metadata": {
+ "lines_to_next_cell": 0,
+ "tags": []
+ },
"outputs": [
- {
- "data": {},
- "metadata": {},
- "output_type": "display_data"
- },
{
"data": {
- "application/vnd.holoviews_exec.v0+json": "",
- "text/html": [
- "\n",
- "