diff --git a/.flake8 b/.flake8
index 47db81d63d258bb791cfc8dbd7176492fd9c496f..5701df707c82aa801b4a6bb80a98a56b42cb1e8c 100644
--- a/.flake8
+++ b/.flake8
@@ -1,6 +1,6 @@
[flake8]
max-line-length=120
-exclude=pystencils/jupytersetup.py,
- pystencils/plot2d.py
+exclude=pystencils/jupyter.py,
+ pystencils/plot.py
pystencils/session.py
-ignore = W293 W503 W291
+ignore = W293 W503 W291 C901 E741
diff --git a/.gitignore b/.gitignore
index 73c1ace7cf8cf1d79984375aa3f6db811804a3be..3d736e113e2b7aeb636abe9677916725fbc1af89 100644
--- a/.gitignore
+++ b/.gitignore
@@ -10,4 +10,11 @@ __pycache__
_build
/.idea
.cache
-_local_tmp
\ No newline at end of file
+_local_tmp
+RELEASE-VERSION
+test-report
+pystencils/boundaries/createindexlistcython.c
+pystencils/boundaries/createindexlistcython.*.so
+pystencils_tests/tmp
+pystencils_tests/kerncraft_inputs/.2d-5pt.c_kerncraft/
+pystencils_tests/kerncraft_inputs/.3d-7pt.c_kerncraft/
\ No newline at end of file
diff --git a/.gitlab-ci.yml b/.gitlab-ci.yml
index f788c952ae939b582b13507119c26ad3901a6414..9e7235709ad61f595cb3c191873075b31edd893b 100644
--- a/.gitlab-ci.yml
+++ b/.gitlab-ci.yml
@@ -11,21 +11,24 @@ tests-and-coverage:
except:
variables:
- $ENABLE_NIGHTLY_BUILDS
- image: i10git.cs.fau.de:5005/software/pystencils/full
+ image: i10git.cs.fau.de:5005/pycodegen/pycodegen/full
script:
+ - env
+ - pip list
- export NUM_CORES=$(nproc --all)
- mkdir -p ~/.config/matplotlib
- echo "backend:template" > ~/.config/matplotlib/matplotlibrc
- mkdir public
- - py.test -v -n $NUM_CORES --cov-report html --cov-report term --cov=. -m "not longrun"
+ - py.test -v -n $NUM_CORES --cov-report html --cov-report term --cov=. -m "not longrun" --html test-report/index.html
tags:
- docker
- - cuda
+ - cuda11
- AVX
artifacts:
when: always
paths:
- coverage_report
+ - test-report
# Nightly test - runs "long run" jobs only
test-longrun:
@@ -33,19 +36,20 @@ test-longrun:
only:
variables:
- $ENABLE_NIGHTLY_BUILDS
- image: i10git.cs.fau.de:5005/software/pystencils/full
+ image: i10git.cs.fau.de:5005/pycodegen/pycodegen/full
script:
- export NUM_CORES=$(nproc --all)
- mkdir -p ~/.config/matplotlib
- echo "backend:template" > ~/.config/matplotlib/matplotlibrc
- - py.test -v -n $NUM_CORES --cov-report html --cov-report term --cov=.
+ - py.test -v -n $NUM_CORES --cov-report html --cov-report term --cov=. --html test-report/index.html
tags:
- docker
- - cuda
+ - cuda11
- AVX
artifacts:
paths:
- coverage_report
+ - test-report
# Minimal tests in windows environment
minimal-windows:
@@ -63,29 +67,91 @@ minimal-windows:
- python -c "import numpy"
- python setup.py quicktest
-minimal-ubuntu:
+ubuntu:
stage: test
except:
variables:
- $ENABLE_NIGHTLY_BUILDS
- image: i10git.cs.fau.de:5005/software/pystencils/minimal_ubuntu
+ image: i10git.cs.fau.de:5005/pycodegen/pycodegen/ubuntu
script:
- - python3 setup.py quicktest
+ - mkdir -p ~/.config/matplotlib
+ - echo "backend:template" > ~/.config/matplotlib/matplotlibrc
+ - sed -i 's/--doctest-modules //g' pytest.ini
+ - pytest-3 -v -m "not longrun"
tags:
- docker
+ - cuda11
+ - AVX
minimal-conda:
stage: test
except:
variables:
- $ENABLE_NIGHTLY_BUILDS
- image: i10git.cs.fau.de:5005/software/pystencils/minimal_conda
+ image: i10git.cs.fau.de:5005/pycodegen/pycodegen/minimal_conda
script:
- python setup.py quicktest
tags:
- docker
+ - cuda
+minimal-sympy-master:
+ stage: test
+ except:
+ variables:
+ - $ENABLE_NIGHTLY_BUILDS
+ image: i10git.cs.fau.de:5005/pycodegen/pycodegen/minimal_conda
+ script:
+ - python -m pip install --upgrade git+https://github.com/sympy/sympy.git
+ - python setup.py quicktest
+ allow_failure: true
+ tags:
+ - docker
+ - cuda
+
+
+pycodegen-integration:
+ image: i10git.cs.fau.de:5005/pycodegen/pycodegen/full
+ stage: test
+ when: manual
+ allow_failure: true
+ script:
+ - git clone https://gitlab-ci-token:${CI_JOB_TOKEN}@i10git.cs.fau.de/pycodegen/pycodegen.git
+ - cd pycodegen
+ - git submodule sync --recursive
+ - git submodule update --init --recursive
+ - git submodule foreach git fetch origin # compare the latest master version!
+ - git submodule foreach git reset --hard origin/master
+ - cd pystencils
+ - git remote add test $CI_REPOSITORY_URL
+ - git fetch test
+ - git reset --hard $CI_COMMIT_SHA
+ - cd ..
+ - pip install -e pystencils/
+ - pip install -e lbmpy/
+ - pip install -e pygrandchem/
+ - ./install_walberla.sh
+ - export NUM_CORES=$(nproc --all)
+ - mkdir -p ~/.config/matplotlib
+ - echo "backend:template" > ~/.config/matplotlib/matplotlibrc
+ - cd pystencils
+ - py.test -v -n $NUM_CORES .
+ - cd ../lbmpy
+ - py.test -v -n $NUM_CORES .
+ - cd ../pygrandchem
+ - py.test -v -n $NUM_CORES .
+ - cd ../walberla/build/
+ - make CodegenJacobiCPU CodegenJacobiGPU CodegenPoissonCPU CodegenPoissonGPU MicroBenchmarkGpuLbm LbCodeGenerationExample UniformGridBenchmarkGPU_trt UniformGridBenchmarkGPU_entropic_kbc_n4 FluctuatingMRT
+ - cd apps/benchmarks/UniformGridGPU
+ - make -j $NUM_CORES
+ - cd ../UniformGridGenerated
+ - make -j $NUM_CORES
+ tags:
+ - docker
+ - cuda11
+ - AVX
+
# -------------------- Linter & Documentation --------------------------------------------------------------------------
@@ -94,31 +160,30 @@ flake8-lint:
except:
variables:
- $ENABLE_NIGHTLY_BUILDS
- image: i10git.cs.fau.de:5005/software/pystencils/full
+ image: i10git.cs.fau.de:5005/pycodegen/pycodegen/full
script:
- flake8 pystencils
tags:
- docker
- - cuda
build-documentation:
stage: test
- image: i10git.cs.fau.de:5005/software/pystencils/full
+ image: i10git.cs.fau.de:5005/pycodegen/pycodegen/full
script:
- export PYTHONPATH=`pwd`
- mkdir html_doc
+ - sphinx-build -b html doc html_doc
- sphinx-build -W -b html doc html_doc
tags:
- docker
- - cuda
artifacts:
paths:
- html_doc
pages:
- image: i10git.cs.fau.de:5005/software/pystencils/full
+ image: i10git.cs.fau.de:5005/pycodegen/pycodegen/full
stage: deploy
script:
- ls -l
diff --git a/.isort.cfg b/.isort.cfg
new file mode 100644
index 0000000000000000000000000000000000000000..bfe068484e9980b93f64a94cf82a9d9ce12fdcef
--- /dev/null
+++ b/.isort.cfg
@@ -0,0 +1,5 @@
+[settings]
+line_length=100
+balanced_wrapping=True
+multi_line_output=4
+known_third_party=sympy
diff --git a/AUTHORS.txt b/AUTHORS.txt
new file mode 100644
index 0000000000000000000000000000000000000000..443a630bd9c8aed26f49b721481ff7b0a144292a
--- /dev/null
+++ b/AUTHORS.txt
@@ -0,0 +1,14 @@
+
+Contributors:
+-------------
+
+ - Martin Bauer <martin.bauer@fau.de>
+ - Stephan Seitz <stephan.seitz@fau.de>
+ - Jan Hönig <jan.hoenig@fau.de>
+ - Nils Kohl <nils.kohl@fau.de>
+ - Julian Hammer <julian.hammer@fau.de>
+ - Christian Godenschwager <christian.godenschwager@fau.de>
+ - Markus Holzer <markus.holzer@fau.de>
+ - Michael Kuron <mkuron@icp.uni-stuttgart.de>
+ - Dominik Ernst <dominik.ernst@fau.de>
+ - João Victor Tozatti Risso <joaovictortr@protonmail.com>
diff --git a/MANIFEST.in b/MANIFEST.in
index ff301d6837b1c0023b2a89ffb9839eac0a4e9db3..5c16bb2001e59376e6a2a264cadec0f69c3c0b56 100644
--- a/MANIFEST.in
+++ b/MANIFEST.in
@@ -1,2 +1,5 @@
include README.md
include COPYING.txt
+include RELEASE-VERSION
+global-include *.pyx
+global-exclude boundaries/createindexlistcython.c
diff --git a/README.md b/README.md
index e864251cdcaff71cddfcc38e88c4adbe56ff8ffb..fbe4e9cf430a45f311d43156b7af660b8c39c6fa 100644
--- a/README.md
+++ b/README.md
@@ -1,14 +1,18 @@
pystencils
==========
+[](https://mybinder.org/v2/gh/mabau/pystencils/master?filepath=doc%2Fnotebooks)
+[](https://pycodegen.pages.i10git.cs.fau.de/pystencils)
+[](https://badge.fury.io/py/pystencils)
[](https://i10git.cs.fau.de/pycodegen/pystencils/commits/master)
-[](https://i10git.cs.fau.de/pycodegen/pystencils/commits/master)
-[coverage report](http://pycodegen.pages.walberla.net/pystencils/coverage_report)
+[](http://pycodegen.pages.i10git.cs.fau.de/pystencils/coverage_report)
Run blazingly fast stencil codes on numpy arrays.
-*pystencils* uses sympy to define stencil operations, that can be executed on numpy array.
-It runs faster than normal numpy code and even as Cython and numba.
+*pystencils* uses sympy to define stencil operations, that can be executed on numpy arrays.
+Exploiting the stencil structure makes *pystencils* run faster than normal numpy code and even as Cython and numba,
+[as demonstrated in this notebook](https://pycodegen.pages.i10git.cs.fau.de/pystencils/notebooks/demo_benchmark.html).
+
Here is a code snippet that computes the average of neighboring cells:
```python
@@ -17,7 +21,7 @@ import numpy as np
f, g = ps.fields("f, g : [2D]")
stencil = ps.Assignment(g[0, 0],
- (f[1, 0] + f[-1, 0] + f[0, 1] + f[0, -1]) / 4)
+ (f[1, 0] + f[-1, 0] + f[0, 1] + f[0, -1]) / 4)
kernel = ps.create_kernel(stencil).compile()
f_arr = np.random.rand(1000, 1000)
@@ -35,9 +39,6 @@ discretize = ps.fd.Discretization2ndOrder(dx=1, dt=0.01)
discretization = discretize(adv_diff_pde)
```
-Look at the [documentation](http://pycodegen.pages.walberla.net/pystencils) to learn more.
-
-
Installation
------------
@@ -48,10 +49,12 @@ pip install pystencils[interactive]
Without `[interactive]` you get a minimal version with very little dependencies.
All options:
-- `gpu`: use this if nVidia GPU is available and CUDA is installed
+- `gpu`: use this if an NVIDIA GPU is available and CUDA is installed
+- `opencl`: basic OpenCL support (experimental)
- `alltrafos`: pulls in additional dependencies for loop simplification e.g. libisl
- `bench_db`: functionality to store benchmark result in object databases
- `interactive`: installs dependencies to work in Jupyter including image I/O, plotting etc.
+- `autodiff`: enable derivation of adjoint kernels and generation of Torch/Tensorflow operations
- `doc`: packages to build documentation
Options can be combined e.g.
@@ -63,5 +66,5 @@ pip install pystencils[interactive,gpu,doc]
Documentation
-------------
-Read the docs [here](http://pycodegen.pages.walberla.net/pystencils) and
+Read the docs [here](https://pycodegen.pages.i10git.cs.fau.de/pystencils) and
check out the Jupyter notebooks in `doc/notebooks`.
diff --git a/binder/apt.txt b/binder/apt.txt
new file mode 100644
index 0000000000000000000000000000000000000000..b6243b5e6a646065673a9ffb1d067dacfc702683
--- /dev/null
+++ b/binder/apt.txt
@@ -0,0 +1,3 @@
+build-essential
+graphviz
+ffmpeg
diff --git a/binder/environment.yml b/binder/environment.yml
new file mode 100644
index 0000000000000000000000000000000000000000..8ba6b6669014c71efbdafe9aa4cbd38c077f9475
--- /dev/null
+++ b/binder/environment.yml
@@ -0,0 +1,35 @@
+
+# ----------------------------------------------------------------------------------------------------------------------
+# Environment with all dependencies to use pystencils
+#
+#
+# Download conda at https://conda.io/miniconda.html and create this environment by running:
+# conda env create -f conda_environment_user.yml
+# . activate pystencils
+#
+# If you have CUDA installed and want to use your GPU, uncomment the last line to install pycuda
+#
+# ----------------------------------------------------------------------------------------------------------------------
+
+name: pystencils
+dependencies:
+ # Basic dependencies:
+ - python >= 3.6
+ - numpy
+ - sympy >= 1.1
+ - appdirs # to find default cache directory on each platform
+ - joblib # caching on hard-disk, this is optional, but if not installed lbmpy is really slow
+ - cython # speed up boundary list computation (optional)
+ - matplotlib
+ - imageio
+ - pandas
+ - scipy
+ - pip
+ - pip:
+ - islpy # used to optimize staggered kernels
+ - py-cpuinfo # get cpu info like cache sizes, supported vector instruction sets, ...
+ - graphviz # can show abstract syntax trees as formatted graphs
+ - ipy_table # HTML tables for jupyter notebooks
+ - pyevtk # VTK output for serial simulations
+ - blitzdb # file-based No-SQL database to store simulation results
+ #- pycuda # add this if you have CUDA installed
diff --git a/binder/start b/binder/start
new file mode 100755
index 0000000000000000000000000000000000000000..658270a3839a57c3d7ec9b320a13203ac43a49b8
--- /dev/null
+++ b/binder/start
@@ -0,0 +1,5 @@
+#!/bin/bash
+
+python3 setup.py develop
+
+exec "$@"
\ No newline at end of file
diff --git a/conftest.py b/conftest.py
index 5a7ce065a9888d02faf36c9d9f3c3c279dce865d..b7c535a591737e7821c5e016c62df85924ef6079 100644
--- a/conftest.py
+++ b/conftest.py
@@ -1,8 +1,14 @@
import os
-import pytest
-import tempfile
import runpy
import sys
+import tempfile
+import warnings
+
+import nbformat
+import pytest
+from nbconvert import PythonExporter
+
+from pystencils.boundaries.createindexlistcython import * # NOQA
# Trigger config file reading / creation once - to avoid race conditions when multiple instances are creating it
# at the same time
from pystencils.cpu import cpujit
@@ -14,12 +20,17 @@ try:
pyximport.install(language_level=3)
except ImportError:
pass
-from pystencils.boundaries.createindexlistcython import * # NOQA
SCRIPT_FOLDER = os.path.dirname(os.path.realpath(__file__))
sys.path.insert(0, os.path.abspath('pystencils'))
+# the Ubuntu pipeline uses an older version of pytest which uses deprecated functionality.
+# This leads to many warinings in the test and coverage pipeline.
+pytest_numeric_version = [int(x, 10) for x in pytest.__version__.split('.')]
+pytest_numeric_version.reverse()
+pytest_version = sum(x * (100 ** i) for i, x in enumerate(pytest_numeric_version))
+
def add_path_to_ignore(path):
if not os.path.exists(path):
@@ -28,34 +39,68 @@ def add_path_to_ignore(path):
collect_ignore += [os.path.join(SCRIPT_FOLDER, path, f) for f in os.listdir(os.path.join(SCRIPT_FOLDER, path))]
-collect_ignore = [os.path.join(SCRIPT_FOLDER, "doc", "conf.py")]
+collect_ignore = [os.path.join(SCRIPT_FOLDER, "doc", "conf.py"),
+ os.path.join(SCRIPT_FOLDER, "pystencils", "opencl", "opencl.autoinit")]
add_path_to_ignore('pystencils_tests/benchmark')
add_path_to_ignore('_local_tmp')
+collect_ignore += [os.path.join(SCRIPT_FOLDER, "pystencils/autodiff.py")]
+
try:
import pycuda
except ImportError:
- collect_ignore += [os.path.join(SCRIPT_FOLDER, "pystencils/pystencils_tests/test_cudagpu.py")]
+ collect_ignore += [os.path.join(SCRIPT_FOLDER, "pystencils_tests/test_cudagpu.py")]
add_path_to_ignore('pystencils/gpucuda')
try:
import llvmlite
except ImportError:
collect_ignore += [os.path.join(SCRIPT_FOLDER, 'pystencils_tests/backends/llvm.py')]
+ collect_ignore += [os.path.join(SCRIPT_FOLDER, 'pystencils_tests/test_basic_usage_llvm.ipynb')]
add_path_to_ignore('pystencils/llvm')
try:
import kerncraft
except ImportError:
- collect_ignore += [os.path.join(SCRIPT_FOLDER, "pystencils_tests/test_kerncraft_coupling.py")]
+ collect_ignore += [os.path.join(SCRIPT_FOLDER, "pystencils_tests/test_kerncraft_coupling.py"),
+ os.path.join(SCRIPT_FOLDER, "pystencils_tests/benchmark/benchmark.py")]
add_path_to_ignore('pystencils/kerncraft_coupling')
+try:
+ import waLBerla
+except ImportError:
+ collect_ignore += [os.path.join(SCRIPT_FOLDER, "pystencils_tests/test_aligned_array.py"),
+ os.path.join(SCRIPT_FOLDER, "pystencils_tests/test_datahandling_parallel.py"),
+ os.path.join(SCRIPT_FOLDER, "doc/notebooks/03_tutorial_datahandling.ipynb"),
+ os.path.join(SCRIPT_FOLDER, "pystencils/datahandling/parallel_datahandling.py"),
+ os.path.join(SCRIPT_FOLDER, "pystencils_tests/test_small_block_benchmark.ipynb")]
+
try:
import blitzdb
except ImportError:
add_path_to_ignore('pystencils/runhelper')
+ collect_ignore += [os.path.join(SCRIPT_FOLDER, "pystencils_tests/test_parameterstudy.py")]
+try:
+ import islpy
+except ImportError:
+ collect_ignore += [os.path.join(SCRIPT_FOLDER, "pystencils/integer_set_analysis.py")]
+
+try:
+ import graphviz
+except ImportError:
+ collect_ignore += [os.path.join(SCRIPT_FOLDER, "pystencils/backends/dot.py")]
+ collect_ignore += [os.path.join(SCRIPT_FOLDER, "doc/notebooks/01_tutorial_getting_started.ipynb")]
+
+try:
+ import pyevtk
+except ImportError:
+ collect_ignore += [os.path.join(SCRIPT_FOLDER, "pystencils/datahandling/vtk.py")]
+
+# TODO: Remove if Ubuntu 18.04 is no longer supported
+if pytest_version < 50403:
+ collect_ignore += [os.path.join(SCRIPT_FOLDER, "pystencils_tests/test_jupyter_extensions.ipynb")]
collect_ignore += [os.path.join(SCRIPT_FOLDER, 'setup.py')]
@@ -65,10 +110,6 @@ for root, sub_dirs, files in os.walk('.'):
collect_ignore.append(f)
-import nbformat
-from nbconvert import PythonExporter
-
-
class IPythonMockup:
def run_line_magic(self, *args, **kwargs):
pass
@@ -89,6 +130,7 @@ class IPyNbTest(pytest.Item):
self.code = code
self.add_marker('notebook')
+ @pytest.mark.filterwarnings("ignore:IPython.core.inputsplitter is deprecated")
def runtest(self):
global_dict = {'get_ipython': lambda: IPythonMockup(),
'is_test_run': True}
@@ -114,10 +156,16 @@ class IPyNbFile(pytest.File):
exporter.exclude_markdown = True
exporter.exclude_input_prompt = True
- notebook_contents = self.fspath.open()
- notebook = nbformat.read(notebook_contents, 4)
- code, _ = exporter.from_notebook_node(notebook)
- yield IPyNbTest(self.name, self, code)
+ notebook_contents = self.fspath.open(encoding='utf-8')
+
+ with warnings.catch_warnings():
+ warnings.filterwarnings("ignore", "IPython.core.inputsplitter is deprecated")
+ notebook = nbformat.read(notebook_contents, 4)
+ code, _ = exporter.from_notebook_node(notebook)
+ if pytest_version >= 50403:
+ yield IPyNbTest.from_parent(name=self.name, parent=self, code=code)
+ else:
+ yield IPyNbTest(self.name, self, code)
def teardown(self):
pass
@@ -126,4 +174,7 @@ class IPyNbFile(pytest.File):
def pytest_collect_file(path, parent):
glob_exprs = ["*demo*.ipynb", "*tutorial*.ipynb", "test_*.ipynb"]
if any(path.fnmatch(g) for g in glob_exprs):
- return IPyNbFile(path, parent)
+ if pytest_version >= 50403:
+ return IPyNbFile.from_parent(fspath=path, parent=parent)
+ else:
+ return IPyNbFile(path, parent)
diff --git a/doc/conf.py b/doc/conf.py
index de898facf492671b8290c1d0ff3e9ffb2ca605e0..00e4310320ab9534ce64fdadc55c1968398fe425 100644
--- a/doc/conf.py
+++ b/doc/conf.py
@@ -54,6 +54,7 @@ intersphinx_mapping = {'python': ('https://docs.python.org/3.6', None),
}
autodoc_member_order = 'bysource'
+bibtex_bibfiles = ['sphinx/pystencils.bib']
project = 'pystencils'
html_logo = "img/logo.png"
diff --git a/doc/img/github_repo_card.png b/doc/img/github_repo_card.png
new file mode 100644
index 0000000000000000000000000000000000000000..d1fa264ea830d341449b61c02c52a08554b51c79
Binary files /dev/null and b/doc/img/github_repo_card.png differ
diff --git a/doc/img/logo_large.svg b/doc/img/logo_large.svg
new file mode 100644
index 0000000000000000000000000000000000000000..8b4155d3a1aaa9bc002967137e732930109e192f
--- /dev/null
+++ b/doc/img/logo_large.svg
@@ -0,0 +1,444 @@
+<?xml version="1.0" encoding="UTF-8" standalone="no"?>
+<!-- Created with Inkscape (http://www.inkscape.org/) -->
+
+<svg
+ xmlns:dc="http://purl.org/dc/elements/1.1/"
+ xmlns:cc="http://creativecommons.org/ns#"
+ xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
+ xmlns:svg="http://www.w3.org/2000/svg"
+ xmlns="http://www.w3.org/2000/svg"
+ xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
+ xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
+ width="379.82614mm"
+ height="189.91307mm"
+ viewBox="0 0 1345.8407 672.92033"
+ id="svg2"
+ version="1.1"
+ inkscape:version="0.92.3 (2405546, 2018-03-11)"
+ sodipodi:docname="logo_large.svg"
+ inkscape:export-filename="/home/martin/code/pycodegen/pystencils/doc/img/github_repo_card.png"
+ inkscape:export-xdpi="85.599998"
+ inkscape:export-ydpi="85.599998">
+ <defs
+ id="defs4">
+ <inkscape:path-effect
+ effect="spiro"
+ id="path-effect4188"
+ is_visible="true" />
+ <inkscape:path-effect
+ effect="spiro"
+ id="path-effect4188-5"
+ is_visible="true" />
+ <filter
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diff --git a/doc/notebooks/01_tutorial_getting_started.ipynb b/doc/notebooks/01_tutorial_getting_started.ipynb
index 87e9d4b675ec578308dac19d5c44769bcaf59874..70b3c2a8a3e86d81fb8972ad50ffbdd0ad4bcb89 100644
--- a/doc/notebooks/01_tutorial_getting_started.ipynb
+++ b/doc/notebooks/01_tutorial_getting_started.ipynb
@@ -66,7 +66,7 @@
"name": "stdout",
"output_type": "stream",
"text": [
- "3.84 ms ± 36.2 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n"
+ "3.93 ms ± 40 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n"
]
}
],
@@ -132,7 +132,7 @@
],
"source": [
"plt.figure(figsize=(3,3))\n",
- "ps.visualize_stencil_expression(symbolic_description.rhs)"
+ "ps.stencil.plot_expression(symbolic_description.rhs)"
]
},
{
@@ -180,7 +180,7 @@
"name": "stdout",
"output_type": "stream",
"text": [
- "639 µs ± 35 µs per loop (mean ± std. dev. of 7 runs, 1000 loops each)\n"
+ "643 µs ± 8.66 µs per loop (mean ± std. dev. of 7 runs, 1000 loops each)\n"
]
}
],
@@ -615,7 +615,7 @@
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],
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- "<graphviz.files.Source at 0x7fc7dc51b2e8>"
+ "<graphviz.files.Source at 0x7ff8a018e7f0>"
]
},
"execution_count": 19,
@@ -932,14 +932,18 @@
}
],
"source": [
- "import requests\n",
- "import imageio\n",
- "from io import BytesIO\n",
+ "try:\n",
+ " import requests\n",
+ " import imageio\n",
+ " from io import BytesIO\n",
"\n",
- "response = requests.get(\"https://www.python.org/static/img/python-logo.png\")\n",
- "img = imageio.imread(BytesIO(response.content)).astype(np.double)\n",
- "img /= img.max()\n",
- "plt.imshow(img);"
+ " response = requests.get(\"https://www.python.org/static/img/python-logo.png\")\n",
+ " img = imageio.imread(BytesIO(response.content)).astype(np.double)\n",
+ " img /= img.max()\n",
+ " plt.imshow(img);\n",
+ "except ImportError:\n",
+ " print(\"No requests installed\")\n",
+ " img = np.random.random((82, 290, 4))"
]
},
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diff --git a/doc/notebooks/03_tutorial_datahandling.ipynb b/doc/notebooks/03_tutorial_datahandling.ipynb
index dfa0d2739dad5c45df2dc73b5ce135c2590fb557..522bf3e34253e82c75e1e2f46aa099b3b2cc42fc 100644
--- a/doc/notebooks/03_tutorial_datahandling.ipynb
+++ b/doc/notebooks/03_tutorial_datahandling.ipynb
@@ -200,14 +200,14 @@
{
"data": {
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- "<div class=\"highlight\"><pre><span></span><span class=\"n\">FUNC_PREFIX</span> <span class=\"kt\">void</span> <span class=\"nf\">kernel</span><span class=\"p\">(</span><span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">_data_dst</span><span class=\"p\">,</span> <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"k\">const</span> <span class=\"n\">_data_src</span><span class=\"p\">,</span> <span class=\"kt\">int64_t</span> <span class=\"k\">const</span> <span class=\"n\">_size_dst_0</span><span class=\"p\">,</span> <span class=\"kt\">int64_t</span> <span class=\"k\">const</span> <span class=\"n\">_size_dst_1</span><span class=\"p\">,</span> <span class=\"kt\">int64_t</span> <span class=\"k\">const</span> <span class=\"n\">_stride_dst_0</span><span class=\"p\">,</span> <span class=\"kt\">int64_t</span> <span class=\"k\">const</span> <span class=\"n\">_stride_dst_1</span><span class=\"p\">,</span> <span class=\"kt\">int64_t</span> <span class=\"k\">const</span> <span class=\"n\">_stride_src_0</span><span class=\"p\">,</span> <span class=\"kt\">int64_t</span> <span class=\"k\">const</span> <span class=\"n\">_stride_src_1</span><span class=\"p\">)</span>\n",
+ "<div class=\"highlight\"><pre><span></span><span class=\"n\">FUNC_PREFIX</span> <span class=\"kt\">void</span> <span class=\"nf\">kernel</span><span class=\"p\">(</span><span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"n\">_data_dst</span><span class=\"p\">,</span> <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"k\">const</span> <span class=\"n\">_data_src</span><span class=\"p\">,</span> <span class=\"kt\">int64_t</span> <span class=\"k\">const</span> <span class=\"n\">_size_dst_0</span><span class=\"p\">,</span> <span class=\"kt\">int64_t</span> <span class=\"k\">const</span> <span class=\"n\">_size_dst_1</span><span class=\"p\">,</span> <span class=\"kt\">int64_t</span> <span class=\"k\">const</span> <span class=\"n\">_stride_dst_0</span><span class=\"p\">,</span> <span class=\"kt\">int64_t</span> <span class=\"k\">const</span> <span class=\"n\">_stride_dst_1</span><span class=\"p\">,</span> <span class=\"kt\">int64_t</span> <span class=\"k\">const</span> <span class=\"n\">_stride_src_0</span><span class=\"p\">,</span> <span class=\"kt\">int64_t</span> <span class=\"k\">const</span> <span class=\"n\">_stride_src_1</span><span class=\"p\">)</span>\n",
"<span class=\"p\">{</span>\n",
" <span class=\"k\">for</span> <span class=\"p\">(</span><span class=\"kt\">int</span> <span class=\"n\">ctr_0</span> <span class=\"o\">=</span> <span class=\"mi\">1</span><span class=\"p\">;</span> <span class=\"n\">ctr_0</span> <span class=\"o\"><</span> <span class=\"n\">_size_dst_0</span> <span class=\"o\">-</span> <span class=\"mi\">1</span><span class=\"p\">;</span> <span class=\"n\">ctr_0</span> <span class=\"o\">+=</span> <span class=\"mi\">1</span><span class=\"p\">)</span>\n",
" <span class=\"p\">{</span>\n",
- " <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">_data_dst_00</span> <span class=\"o\">=</span> <span class=\"n\">_data_dst</span> <span class=\"o\">+</span> <span class=\"n\">_stride_dst_0</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span><span class=\"p\">;</span>\n",
- " <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"k\">const</span> <span class=\"n\">_data_src_01</span> <span class=\"o\">=</span> <span class=\"n\">_data_src</span> <span class=\"o\">+</span> <span class=\"n\">_stride_src_0</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span> <span class=\"o\">+</span> <span class=\"n\">_stride_src_0</span><span class=\"p\">;</span>\n",
- " <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"k\">const</span> <span class=\"n\">_data_src_00</span> <span class=\"o\">=</span> <span class=\"n\">_data_src</span> <span class=\"o\">+</span> <span class=\"n\">_stride_src_0</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span><span class=\"p\">;</span>\n",
- " <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"k\">const</span> <span class=\"n\">_data_src_0m1</span> <span class=\"o\">=</span> <span class=\"n\">_data_src</span> <span class=\"o\">+</span> <span class=\"n\">_stride_src_0</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span> <span class=\"o\">-</span> <span class=\"n\">_stride_src_0</span><span class=\"p\">;</span>\n",
+ " <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"n\">_data_dst_00</span> <span class=\"o\">=</span> <span class=\"n\">_data_dst</span> <span class=\"o\">+</span> <span class=\"n\">_stride_dst_0</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span><span class=\"p\">;</span>\n",
+ " <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"n\">_data_src_01</span> <span class=\"o\">=</span> <span class=\"n\">_data_src</span> <span class=\"o\">+</span> <span class=\"n\">_stride_src_0</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span> <span class=\"o\">+</span> <span class=\"n\">_stride_src_0</span><span class=\"p\">;</span>\n",
+ " <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"n\">_data_src_00</span> <span class=\"o\">=</span> <span class=\"n\">_data_src</span> <span class=\"o\">+</span> <span class=\"n\">_stride_src_0</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span><span class=\"p\">;</span>\n",
+ " <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"n\">_data_src_0m1</span> <span class=\"o\">=</span> <span class=\"n\">_data_src</span> <span class=\"o\">+</span> <span class=\"n\">_stride_src_0</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span> <span class=\"o\">-</span> <span class=\"n\">_stride_src_0</span><span class=\"p\">;</span>\n",
" <span class=\"k\">for</span> <span class=\"p\">(</span><span class=\"kt\">int</span> <span class=\"n\">ctr_1</span> <span class=\"o\">=</span> <span class=\"mi\">1</span><span class=\"p\">;</span> <span class=\"n\">ctr_1</span> <span class=\"o\"><</span> <span class=\"n\">_size_dst_1</span> <span class=\"o\">-</span> <span class=\"mi\">1</span><span class=\"p\">;</span> <span class=\"n\">ctr_1</span> <span class=\"o\">+=</span> <span class=\"mi\">1</span><span class=\"p\">)</span>\n",
" <span class=\"p\">{</span>\n",
" <span class=\"n\">_data_dst_00</span><span class=\"p\">[</span><span class=\"n\">_stride_dst_1</span><span class=\"o\">*</span><span class=\"n\">ctr_1</span><span class=\"p\">]</span> <span class=\"o\">=</span> <span class=\"mf\">0.25</span><span class=\"o\">*</span><span class=\"n\">_data_src_00</span><span class=\"p\">[</span><span class=\"n\">_stride_src_1</span><span class=\"o\">*</span><span class=\"n\">ctr_1</span> <span class=\"o\">+</span> <span class=\"n\">_stride_src_1</span><span class=\"p\">]</span> <span class=\"o\">+</span> <span class=\"mf\">0.25</span><span class=\"o\">*</span><span class=\"n\">_data_src_00</span><span class=\"p\">[</span><span class=\"n\">_stride_src_1</span><span class=\"o\">*</span><span class=\"n\">ctr_1</span> <span class=\"o\">-</span> <span class=\"n\">_stride_src_1</span><span class=\"p\">]</span> <span class=\"o\">+</span> <span class=\"mf\">0.25</span><span class=\"o\">*</span><span class=\"n\">_data_src_01</span><span class=\"p\">[</span><span class=\"n\">_stride_src_1</span><span class=\"o\">*</span><span class=\"n\">ctr_1</span><span class=\"p\">]</span> <span class=\"o\">+</span> <span class=\"mf\">0.25</span><span class=\"o\">*</span><span class=\"n\">_data_src_0m1</span><span class=\"p\">[</span><span class=\"n\">_stride_src_1</span><span class=\"o\">*</span><span class=\"n\">ctr_1</span><span class=\"p\">];</span>\n",
@@ -217,14 +217,14 @@
"</pre></div>\n"
],
"text/plain": [
- "FUNC_PREFIX void kernel(double * _data_dst, double * const _data_src, int64_t const _size_dst_0, int64_t const _size_dst_1, int64_t const _stride_dst_0, int64_t const _stride_dst_1, int64_t const _stride_src_0, int64_t const _stride_src_1)\n",
+ "FUNC_PREFIX void kernel(double * RESTRICT _data_dst, double * RESTRICT const _data_src, int64_t const _size_dst_0, int64_t const _size_dst_1, int64_t const _stride_dst_0, int64_t const _stride_dst_1, int64_t const _stride_src_0, int64_t const _stride_src_1)\n",
"{\n",
" for (int ctr_0 = 1; ctr_0 < _size_dst_0 - 1; ctr_0 += 1)\n",
" {\n",
- " double * _data_dst_00 = _data_dst + _stride_dst_0*ctr_0;\n",
- " double * const _data_src_01 = _data_src + _stride_src_0*ctr_0 + _stride_src_0;\n",
- " double * const _data_src_00 = _data_src + _stride_src_0*ctr_0;\n",
- " double * const _data_src_0m1 = _data_src + _stride_src_0*ctr_0 - _stride_src_0;\n",
+ " double * RESTRICT _data_dst_00 = _data_dst + _stride_dst_0*ctr_0;\n",
+ " double * RESTRICT _data_src_01 = _data_src + _stride_src_0*ctr_0 + _stride_src_0;\n",
+ " double * RESTRICT _data_src_00 = _data_src + _stride_src_0*ctr_0;\n",
+ " double * RESTRICT _data_src_0m1 = _data_src + _stride_src_0*ctr_0 - _stride_src_0;\n",
" for (int ctr_1 = 1; ctr_1 < _size_dst_1 - 1; ctr_1 += 1)\n",
" {\n",
" _data_dst_00[_stride_dst_1*ctr_1] = 0.25*_data_src_00[_stride_src_1*ctr_1 + _stride_src_1] + 0.25*_data_src_00[_stride_src_1*ctr_1 - _stride_src_1] + 0.25*_data_src_01[_stride_src_1*ctr_1] + 0.25*_data_src_0m1[_stride_src_1*ctr_1];\n",
@@ -233,9 +233,8 @@
"}"
]
},
- "execution_count": 4,
"metadata": {},
- "output_type": "execute_result"
+ "output_type": "display_data"
}
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@@ -379,14 +378,14 @@
{
"data": {
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- "<div class=\"highlight\"><pre><span></span><span class=\"n\">FUNC_PREFIX</span> <span class=\"kt\">void</span> <span class=\"nf\">kernel</span><span class=\"p\">(</span><span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">_data_dst</span><span class=\"p\">,</span> <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"k\">const</span> <span class=\"n\">_data_src</span><span class=\"p\">)</span>\n",
+ "<div class=\"highlight\"><pre><span></span><span class=\"n\">FUNC_PREFIX</span> <span class=\"kt\">void</span> <span class=\"nf\">kernel</span><span class=\"p\">(</span><span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"n\">_data_dst</span><span class=\"p\">,</span> <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"k\">const</span> <span class=\"n\">_data_src</span><span class=\"p\">)</span>\n",
"<span class=\"p\">{</span>\n",
" <span class=\"k\">for</span> <span class=\"p\">(</span><span class=\"kt\">int</span> <span class=\"n\">ctr_0</span> <span class=\"o\">=</span> <span class=\"mi\">1</span><span class=\"p\">;</span> <span class=\"n\">ctr_0</span> <span class=\"o\"><</span> <span class=\"mi\">29</span><span class=\"p\">;</span> <span class=\"n\">ctr_0</span> <span class=\"o\">+=</span> <span class=\"mi\">1</span><span class=\"p\">)</span>\n",
" <span class=\"p\">{</span>\n",
- " <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">_data_dst_00</span> <span class=\"o\">=</span> <span class=\"n\">_data_dst</span> <span class=\"o\">+</span> <span class=\"mi\">30</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span><span class=\"p\">;</span>\n",
- " <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"k\">const</span> <span class=\"n\">_data_src_01</span> <span class=\"o\">=</span> <span class=\"n\">_data_src</span> <span class=\"o\">+</span> <span class=\"mi\">30</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span> <span class=\"o\">+</span> <span class=\"mi\">30</span><span class=\"p\">;</span>\n",
- " <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"k\">const</span> <span class=\"n\">_data_src_00</span> <span class=\"o\">=</span> <span class=\"n\">_data_src</span> <span class=\"o\">+</span> <span class=\"mi\">30</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span><span class=\"p\">;</span>\n",
- " <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"k\">const</span> <span class=\"n\">_data_src_0m1</span> <span class=\"o\">=</span> <span class=\"n\">_data_src</span> <span class=\"o\">+</span> <span class=\"mi\">30</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span> <span class=\"o\">-</span> <span class=\"mi\">30</span><span class=\"p\">;</span>\n",
+ " <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"n\">_data_dst_00</span> <span class=\"o\">=</span> <span class=\"n\">_data_dst</span> <span class=\"o\">+</span> <span class=\"mi\">30</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span><span class=\"p\">;</span>\n",
+ " <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"n\">_data_src_01</span> <span class=\"o\">=</span> <span class=\"n\">_data_src</span> <span class=\"o\">+</span> <span class=\"mi\">30</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span> <span class=\"o\">+</span> <span class=\"mi\">30</span><span class=\"p\">;</span>\n",
+ " <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"n\">_data_src_00</span> <span class=\"o\">=</span> <span class=\"n\">_data_src</span> <span class=\"o\">+</span> <span class=\"mi\">30</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span><span class=\"p\">;</span>\n",
+ " <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"n\">_data_src_0m1</span> <span class=\"o\">=</span> <span class=\"n\">_data_src</span> <span class=\"o\">+</span> <span class=\"mi\">30</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span> <span class=\"o\">-</span> <span class=\"mi\">30</span><span class=\"p\">;</span>\n",
" <span class=\"k\">for</span> <span class=\"p\">(</span><span class=\"kt\">int</span> <span class=\"n\">ctr_1</span> <span class=\"o\">=</span> <span class=\"mi\">1</span><span class=\"p\">;</span> <span class=\"n\">ctr_1</span> <span class=\"o\"><</span> <span class=\"mi\">29</span><span class=\"p\">;</span> <span class=\"n\">ctr_1</span> <span class=\"o\">+=</span> <span class=\"mi\">1</span><span class=\"p\">)</span>\n",
" <span class=\"p\">{</span>\n",
" <span class=\"n\">_data_dst_00</span><span class=\"p\">[</span><span class=\"n\">ctr_1</span><span class=\"p\">]</span> <span class=\"o\">=</span> <span class=\"mf\">0.25</span><span class=\"o\">*</span><span class=\"n\">_data_src_00</span><span class=\"p\">[</span><span class=\"n\">ctr_1</span> <span class=\"o\">+</span> <span class=\"mi\">1</span><span class=\"p\">]</span> <span class=\"o\">+</span> <span class=\"mf\">0.25</span><span class=\"o\">*</span><span class=\"n\">_data_src_00</span><span class=\"p\">[</span><span class=\"n\">ctr_1</span> <span class=\"o\">-</span> <span class=\"mi\">1</span><span class=\"p\">]</span> <span class=\"o\">+</span> <span class=\"mf\">0.25</span><span class=\"o\">*</span><span class=\"n\">_data_src_01</span><span class=\"p\">[</span><span class=\"n\">ctr_1</span><span class=\"p\">]</span> <span class=\"o\">+</span> <span class=\"mf\">0.25</span><span class=\"o\">*</span><span class=\"n\">_data_src_0m1</span><span class=\"p\">[</span><span class=\"n\">ctr_1</span><span class=\"p\">];</span>\n",
@@ -396,14 +395,14 @@
"</pre></div>\n"
],
"text/plain": [
- "FUNC_PREFIX void kernel(double * _data_dst, double * const _data_src)\n",
+ "FUNC_PREFIX void kernel(double * RESTRICT _data_dst, double * RESTRICT const _data_src)\n",
"{\n",
" for (int ctr_0 = 1; ctr_0 < 29; ctr_0 += 1)\n",
" {\n",
- " double * _data_dst_00 = _data_dst + 30*ctr_0;\n",
- " double * const _data_src_01 = _data_src + 30*ctr_0 + 30;\n",
- " double * const _data_src_00 = _data_src + 30*ctr_0;\n",
- " double * const _data_src_0m1 = _data_src + 30*ctr_0 - 30;\n",
+ " double * RESTRICT _data_dst_00 = _data_dst + 30*ctr_0;\n",
+ " double * RESTRICT _data_src_01 = _data_src + 30*ctr_0 + 30;\n",
+ " double * RESTRICT _data_src_00 = _data_src + 30*ctr_0;\n",
+ " double * RESTRICT _data_src_0m1 = _data_src + 30*ctr_0 - 30;\n",
" for (int ctr_1 = 1; ctr_1 < 29; ctr_1 += 1)\n",
" {\n",
" _data_dst_00[ctr_1] = 0.25*_data_src_00[ctr_1 + 1] + 0.25*_data_src_00[ctr_1 - 1] + 0.25*_data_src_01[ctr_1] + 0.25*_data_src_0m1[ctr_1];\n",
@@ -412,9 +411,8 @@
"}"
]
},
- "execution_count": 6,
"metadata": {},
- "output_type": "execute_result"
+ "output_type": "display_data"
}
],
"source": [
@@ -740,7 +738,7 @@
"outputs": [
{
"data": {
- "image/png": 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\n",
+ "image/png": "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\n",
"text/plain": [
"<Figure size 1152x432 with 2 Axes>"
]
@@ -864,9 +862,9 @@
"outputs": [
{
"data": {
- "image/png": "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\n",
+ "image/png": "iVBORw0KGgoAAAANSUhEUgAAAGoAAAAVCAYAAACuVXuDAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADhUlEQVRoBe2Z7W3bMBCGHaMDGO0G6gZJs0GygeNO0HiDFv1l/yvSDdpOUCQbJBsE9Qb2BnW8gfs+jE5lJUo2bIoS0BxwOvL4dXqPR1LUYLvdDnyezWaZn39J/4tPCjxCPhgOPJrP5x+VPfVUL8luEMhyXxSjnzBDIBWMJc4lPzlFzUPlOHIqOS1Xke4m1/2WfCu+kW5Vrhcrn9tyq/7OlN6E+k1tk9mQ23YwTmpP0Gwkv9OniyhlRkp/lmx0Eg1EAPPapbyH2v5S9pE+xF+Vpq97pTOv2tFJ9TcS34q/qbMf4tr+VSeJTTUvdRROsh0McTS+eXaUJJHAizeSGuHlCkl/LSUA3lmh0sxw8jv7tTb7SPoVX4mJ6J91bVSezKayDRo7Fk5g51Yp26Mm6tyFWHlQy6ucJQ/w4TJdSbEoK5V/FF+orZsVgfI2VZ3YFBOn3Cf4ZjTUg71pn33kfd4wBO6FlOtAgfVLeWrqyqbYOIHhhIi6FD80oSgHEcrBJQxvN7XNyyp72h5tDq7SlU0t4YRvLnHUO/GyDhUNnqmMfcGio1zVnBBaEq3uPs60ujFkcptaxAnfZDgKEEPLlgHGyaNx/7KKDfJNQ1lXRbFtagsnfOMcxewLRoMcxMkpuOR56DY52WY231UpKalNLePESjYiooKUhzJH7rolz7VTuTk5tLyZrrGPoAFHKFPalAAnF0ivhAezzwD14WFv4qaCDzefTpXhigP9SpIPWzY86pfJIqrxsFJuFCmfyqa2ccI3axzFbK+ALAfwohWApX9CL8l3ihFOs+sj0yHPxAvV3ZhSaaK0yJu+BZnEJr1LKzh5eDDZV0M9FuJzr2BXEg/DBclYDhtrSb7JHClNnYn4w7PG3Seie1IZVzsxyA4EFrlFnx3aZDYcjJN1kEs32U90pc5Sxt0Zl6i1pHIOFUSefbxyPcTdHndSA0kMI6o2Yg4POP+L9EyEgpS3T4Hai9Sick1CfdhyjC2MyxisDNwtFidUpZPZpLEdacwoOHn9gdfU/YuSs5Y4LMW/FsbQWGPxKNV4+4zTU5sy2bXEfpY+iEio/LZwJe08OKQQeX2iPtrEQe3vpWy+XHCSqxwqYiOpMViOUn9XNb5GT23CF/jELeUWUbwIp7hdH7fUO5auNbjb147tKGL7PtqEL4pVrvjDy0sLQLw47iGQmPffkPDnEvxOsrgo+AP8ixo954XzTQAAAABJRU5ErkJggg==\n",
"text/latex": [
- "$$\\left ( 40, \\quad 10, \\quad 40\\right )$$"
+ "$\\displaystyle \\left( 40, \\ 10, \\ 40\\right)$"
],
"text/plain": [
"(40, 10, 40)"
@@ -924,7 +922,7 @@
"outputs": [
{
"data": {
- "image/png": "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\n",
+ "image/png": "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\n",
"text/plain": [
"<Figure size 1152x432 with 1 Axes>"
]
@@ -971,7 +969,7 @@
"outputs": [
{
"data": {
- "image/png": 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\n",
+ "image/png": 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\n",
"text/plain": [
"<Figure size 1152x432 with 1 Axes>"
]
@@ -1003,7 +1001,7 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.7.2"
+ "version": "3.8.2"
}
},
"nbformat": 4,
diff --git a/doc/notebooks/04_tutorial_advection_diffusion.ipynb b/doc/notebooks/04_tutorial_advection_diffusion.ipynb
index 16d2c193ea169cbbb5bc286986cccda9009d33a4..96b67539a776f2af955f3c3fd8f7fc6871ef4039 100644
--- a/doc/notebooks/04_tutorial_advection_diffusion.ipynb
+++ b/doc/notebooks/04_tutorial_advection_diffusion.ipynb
@@ -70,13 +70,6 @@
"execution_count": 3,
"metadata": {},
"outputs": [
- {
- "name": "stdout",
- "output_type": "stream",
- "text": [
- "!\n"
- ]
- },
{
"data": {
"image/png": 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XZSS1NrBEn0sQUD/VvkxtcPGknd57AwGDD1TerKFlTKJ7oXwzAaE8ExrNjJTK7pbI3+UJ7fOnKD05Io3q+VIT8syu+Yw8Z98Ls6prMjoR3kXX1yWYq59qO17S75F5LqHbPfR0imAZwxOY/APT1GfZVrNP9YXz5hud8ZHhbNuB54l4VnlJZK/xXsNYZ8G9IYK99ApkrtvrNJylNrBEn0sQCP2s4svUFl/9+VB+sRf0qpxg62mQr/cFJNU9U/mv2j4X3+KASu30niKqPdrqPkVUtjlPCMz5R9CtZq6bfm7tR/guuiaLr/j6ugS70M8qdryk/yPz7KnbvfT08MgKKZSdz6IwA7BH4gQrCZSZQflUPKsEymGAe433Gsa6h06vpY+99Mp4XbfXovW+HEttoEif/S5tOfnYtX0ZgShL2npJvvIbbXwGi633lQblmaj4R49hQUZt8DSSb9Iya8zEEl9Fisvtui1+pHIPlLuI2I7PZMc2RG6HahfdbuBvRjVwmpllEAh3IEUzvqPIrVghuZgl+U4Otzd7UtvFNY53q7HWYnUk/mvUK/i5bvezojPZgMZaPAO5Fz6hH25C1pzo2M+QLtzTXnoqHabk2uSaXCrHken30O2eejpVsHxkw3PZHQFHwBE4IwK6IDYvU5cEpOL5ooR+Ca7qg1l01jL3ZraXtOU8joAjcN0IeLB83fpx6RwBR8AROD0CCkx3WadaArRk8tnHEsCc1hE4MAIeLB9EeXLMvLTCLMYuLykeBBYX0xFwBBwBR8ARcAQcgU0ReLRp6954NQIhSI6P+Xg725Mj4Ag4Ao6AI+AIOAKOwE4I+MzyTkDXdqOgmXV732pmOfutz9r2nd8RcAQcAUfAEXAEHAFHYIjAmT4dNxy9lzgCjoAj4Ag4Ao6AI+AIOAITCHiwPAGOVzkCjoAj4Ag4Ao6AI+AInBuB3pplPer/WnD8qY3v/fK4/wc99n+rvSlZ+S10onmjTvkg/X8lw53yvODG2l2+ubn4X5nE7+kACFhsZGoYtfxTbXvdOwRqcbbyW+hE4z7jnWpOd2SxkSlQavmn2vY6R8ARODgCCjzfY1PiQsP/rcc835Dkr0bfj2VTeyt/Ad3/RItg3Y2vQTTynW0vHFiz/PsZxq1x7mKLEUv1x2epsDf+NveU9rVk3HvpydpP0GHXX3B8Wp+xRKdH5bHayNj4SvlF7z7DfaVfK05kA83Msu6o+RtoguJ2xlbHzOaS/1Hbh9pGk5XfShc64u+i+QtRvgDxWttPksn8F9Ki93QhBKRnLiTYU+6vYSelKrSRQVtWftFxM/i9NmwKGyPvyYiAFeex5qz8VrrQj/uMMcCvvFx6dp9x5Tpy8RyBMyMQ1yw/Fwi5/7YnSH0mRzYXSFj5rXTo5A8FWy+1PSfo0uaBMqjcfiqxkRwaJn7Z012wrZdq5OdcQ142iYAJ54kWrPxWOrpynzEB+A1XldhIDgYTv/uMHHRe5gicA4EYLPOIP5fuQuFYfeQZq0/5rXSxXd+/Q2DuhuUd5bGPam2klv/Y6O0nfS3OVn4r3X4j956uDYFaG6nlvzY8XB5HwBFYGYFHnVnjvyba5jF1Nln5rXTdTsTD8hASgSIvHPKd4ewLh6KNLydCT/pljPa++nK/AQvGxphYh9wuV1Ad68RZZ/kdEioP9sx+4tDfV55lMa+7PMrfRAq4MJZNbXEpWJLvMDa2dIwWvr30tKQf8Zh9BmM9ik4DFiafYdHhrdAssZHu2Gv5u23ljo9iXznZvcwRcATeIcDM8pOQjbPA72qng5ZIZ+W30sV2CZD5EsZ3ITAkUHkj59ObBVCeAJIAswkgAy1/Cc161EGCflC4YoHa56sdc+lVkJPA91WGuP1La9HxaPlLbR9o409kmmUpGZ5bKCq1kXTMtfxpe03+oDaWHctKhbU4W/mtdHFYJp8B8QF1avYZEYw4zm5+zWOjr1uzy1xbpTaStlHLn7bX5A9oX9lxeKEj4AjcI0CwHBMXmrH0dKyiU27lN9EpKPxU211sX8fx5R0+J9dNrDfl5b/25UTl4ftPl4hjOTBmbHtrn1X2FeVxn/KM5UXPWu7cWleC915A321DdQTrrAUnsVYunUVlFrknI4QnSyYbmcCklj9terGNSd9r2xeyTdpYKvyG+VqcrfwmOp3bVp8BJIt1CrP0Onb+Uz1IBjsY1elSnyG+nL9bU+5RmQcAbF9gspEJMWr506Z3tS86n7Gxa9JVipXnHYGrR+CRJEyDta7Q8a77z25hcmzlt9IlzfeyBJGfcPEg6NWewJngsxcYq44gtJdEyywugWibVMZjzaeib8qV/wy6HH9kUv0zHfO9Z9Jgllq8P4nmW23MCOeC3r+guWd/79/a92RX/k5bDKYD2f1ObTbj7hWulGFckuttSXPiYbY/d2PAheeJ6l9k2gOXgX4CXa2N1PIPxNUYFtuYeFe3LwTEfpBL25iN5caBTn4dVEwXfD5iE7U4W/mtdFOj6PkMCCt1Onn+5wSx2MGMTot9hvrs+TvlV5d7RuYcFM2EhSrcZwR01tATTc3Z2BJdBRF95wg4AiCgk6jZ6YcgsffdQJXxOR8I2u8vpzQl/KGt2X5Eh6N/k/alMoIz5Pkk9Mu3cfmTkp7caV40XCgG31tVGcs3mrYij/K0P/u9Xfi0Zb97DL+2wThjH+yV4B/0pbKvunTxWOU9+aGjLO4j3dxe9GAxwExl6LqHxVxbY/Whrew4xnhiuXjBZIBdaJO6VWwx9sdeiaB2oItQt9jG1OYm9hXkmrWx7hjXPg54ba4naz+iM/mMWp1GHNXf6PkfaeJetCY7EN2kTkOfAztVee9cUz7r78LYV5V7TuaIwdxe7eB/euOY44n14gOTzW0x9sdeaROfEftQ+2Y9BXlmbUxtTtpX7Nv30/GE43NOfOIyDD4bx4mUpiehIPdZuS6tld9Kh6PIpSjjb7qT5pjtbY4wKWNd8A/dssDPzHA6e3WnsrH+u02MHutkog0eew1mnjtMrEtmZhDabhoseVE7BALt8hPl2xlL8fNy4OtA022nd6x6Hr/SBrPiA7nUDrPdz0UzqOs1tH3GaiNjktTyt+0KC+yLrdjGAu8m9oWARhuDdKtUi7OV30o3ds6iP9Jv/NToFP7SVGIHBp1afcbA320lt0Hm0q6X0FttZKztWv623b3ti46tNnYlumqx8gNH4EgIPAzCEox9lBGcrzW8DSdZprotsvJb6XixL/dHKFwQG3k6MnFHPUhyIMxUxJRbYhCDwjRYJXiONwmRf8me4HzsAk579N8LwoLMaVDPLFH6uJ1lI+16aWFBoMsSkhgYKNtPogE3AmV0MJZol9nqSyarjYzJWMvftltpY1vbF3LO2Vg7lg0OanG28lvpZn0GGFTqdAmMpXYwpVOTz5CQOX9XKnuJ3FMyl/a7hN5qI2Nt1/K37V7Avuj7SLpqsfIDR+BICDxEWJ3gfKbsr26AGQIvZjA/h4ZEmba/tfF3xG2y8lvp1DAv3LUzqXSkPLIQxHbXuyJ3++UIHUcZ4W3WC4svOhKqcymdWYZmNOjMNTBSRv892RI66lvZJCd9fiyMegG0ynqzRIEOvlRugv6p4FzV00l908bcjPh0I5W1VhsBB22LbTERc0rftTaW6omup/pLRJvMztnYJHNN5V56svajsVh9BsOu1ekS6Kx2MKXTWZ+hc6L1KUuEzPBY5J6SOdPkukVWGzmQz1gK0NXraunAnM8RuDQCjzoCMJP7quNsP1b+X3JEbyONjvkLbBwjW5pm+QPDLJ364eW9ePFrAjjx4gj+iQyxYx1/GeiYDY0zzKw3ji/gQcrFIycvdSQC8LbNkKe8NtHm47FGJONLyf4j8oumkZ2yDH06SxQvhl2ZYQOfNWfECSgulSw2Um2Lwp6bKjCLNxm/qozH9ayXb8aPLaGjrp5UX2JjW9mXxGjsdtTGINg47aInjcHSj8lngMcKOl0Cq9UORv0G/kF2OOcz5vxdqewWuUdlLu2sgt5iI0fxGUthOIqulo7P+RyBiyHQBstyxDi8XLDWE050LM0YpAJ+az8EuN2gd9AnBVxAshX9QvpMUwygHycV5NsbhKSuJDsbvEr27iz5oG1dGGNgPKhTAe2nKR1LWm/Jg8sLbRcLlgtsqdYWZ+0LwBba2Nb2hWizNgbRVmlHPXH+zp7nksfkM8BjoU6XQFlqB5M6ldyTPiMICF61qUTuSZlrBbHw72iLW/oMy1BzNIfSVW4AXuYIXDsCbbB87YJWyIcjHwSROFcFozgZ7sbT1LwMlBYW5mk3OrFC1pZ8apbIMovQNlRwwIV2gFcBP6S8MHOmNLCxHewLfNewsTPpqWSsA52WMEfaBXZQq9NLyF0rM3Cd3mdEmyndF9rYGroqFdHpHYHDI/Dw8COYHwAB69gMLY/h25kaBc+8FMgfnDQzM8zsavtZWy54zJV1pZkKdLt0c8eNLB2iGICn/ZN/26FbesjFFoe6OIFfxHBxI8diHLOxLe0LhNaysWOhvY+0YzqNvafnX1M+4jMm7SA2GPa1Or2E3LUyM9PvPqNvCFn7gqTSxqp11RfTc47AORB4eOvDjEFbLuBVHZ9d+111cU0q/wDWBs+qw2HxlZC4pjU6Ki5+rDUmmGYNId88ThNr6NovVqSVxvxgliiMhwtiLqC9lhlx4/Bug2zMxja2L8Bbw8ZuQwkrj2JMpzrXOeenzv+BzzDYQVf6Kp1eSO4qmbuDP8txhZ6AqMbGXFdnMTIf56oIPNBJu2qD19hYCGb5/BqfWCtO4uePMIp4xcNLYjimxUlt4BRpp7c2N4znA5U36+eQT3QvlG8CfeWZPWhms1R21xUg0PIHJ702I43q+eoIbc+uEY08vm9me7hhWmRj6ER4F9kXmIuv2sZcd+MICN9D6nRvud0Ox21oqqZGT7Qr/mK/4bqa0ojXOQLjCJwiWGb4chL8a93Up9yyKOGQVME3ipnNNaXA80Q81S/JqS2+lPGh2kqDXi7kT4NAva8ziOeZyn/Vxt8VN0GYygigCYCZJeeY8teqZ3a9TaIjyObfsM62hrDFYOmBsCu2MfEU2xfyBb5VbGzpeM/Ad1Sd7iW322HdWbBET/QYcL/Ydalu1M7tCBwPgZtfhtFRCUstmDUtTQQkJYEys8Es56gOlIOgBK/tMpAoPEGutpdh672hrTKc6D8iLXvlmfX8UhuzxtwkPdfWC5QD/Ucq90C5C579eImNFdkXosiO17Yx+wjPR3lUnW4ut9vhKifDEj3RcZHfcF2toitv5MQInGZmGR3LYSyaxSuxD/XBjO93Cjh7M8ElbaS0anOXGcuAj89WpgooyB/VxgqGeDrSo+p0a7nV/uq+7nTGpQFvrScwdV2d0bJ8zGsicKpgeU3g9mxLjq5ZOqEA3DxbLZ4vCumZrWQtc2+Wes9xel+OgCPgCDgCjoAj4AhcGwIeLF+bRkbk2Xr2wWceRoD3YkfAEXAEHAFHwBE4NQL/B8sFbuKQGvmaAAAAAElFTkSuQmCC\n",
@@ -188,9 +181,8 @@
" timeloop(10)\n",
" result = None\n",
"else:\n",
- " ps_notebook.set_display_mode('video')\n",
- " ani = ps.plot2d.scalar_field_animation(timeloop, rescale=True, frames=300)\n",
- " result = ps_notebook.display_animation(ani)\n",
+ " ani = ps.plot.scalar_field_animation(timeloop, rescale=True, frames=300)\n",
+ " result = ps.jupyter.display_as_html_video(ani)\n",
"result"
]
}
diff --git a/doc/notebooks/05_tutorial_phasefield_spinodal_decomposition.ipynb b/doc/notebooks/05_tutorial_phasefield_spinodal_decomposition.ipynb
index 1bb83f7836b2a102b3e0a15ab5fd197d65743ad0..33255b0abb93117e9b4ac4bfaa1803f25afe3c98 100644
--- a/doc/notebooks/05_tutorial_phasefield_spinodal_decomposition.ipynb
+++ b/doc/notebooks/05_tutorial_phasefield_spinodal_decomposition.ipynb
@@ -367,7 +367,7 @@
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+ " <source 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8xXrST0gK5oiRPPvO8lq3gYsgyPW2HkGEXsh/1g0mjvBQxDG2mc1mMrzDE6Vp82pugCkc0c+bXlGfkm+Kx+GkSG3xahpUMcYh+S4RLOCxW1evZaKddOkbwEkk2rym0FpWPnzGeoVj/nSlHM2FwvZqMDtPGjuDUmfyYNHQRBkc3/PsEbhVhnaFUaVC78tFeLHZHpdG1n9C1FGtAuqrXgOswkOnNniBYSuH5ENxiPxdxsDK0SrotqC1P4W4lgjYGE2WiJ5RXjp2s2Ukgpxi8FbaKpadvW8GWpR/dRE/9bQAxyDAKpN233o+yc2U22juWtNe35+9MQzNytyvdXUUPrAp1BRhZnd7rdU8G/nDQZ9ULcdmoCulJWXBsogAPJBhrlOBt613G1kRUJbAmG661Ra9VSaT0qHvwIb6dwZCWDhUqtHcLJBJ3op4IaInkN2I1Nh4tmFlr7VALLjJLF75pcETOQ9FYMRCen0V3rJOaXFXZKiGWMWA9gQVaTLdvS/ftST9hl9I8G+UY52xnmYtRae/I2ztFCjoRRLAA0YUtMFDpJnksvYbDzfDAk/hCt1IfjSxwaDbhkrATx1AtMrP+MVXcsJcGSNBAScpJ9n6H91Q8u7fsi6zc8fbDHp2JVlS/1yTPukfcPtuBWGHJ0UBX00XRZ8XEJYUbxI3BYZGcoC5pDyyfyA1LNt6YK+WHVwjEwiLQrTFFuw6u0hDIttZtWycBrC6zfm/4WnLKvcK5kq5FamKmq2YETqv8NN4Ytk1D6WPDSgn7pWFtWukwDlFWKx+JmXHme4zZWKIMlmuu9A4XAMAgnlTeqUbhuVXzapgl385rWO1b6szV13z+dkV3gWrmJUn6OwGbmTtAxc3YnuHp/oP9c9ZEFkGau2ISH35ZM9/bMeF/acdepi8J1buGFW6EQZECAnDQeXcDbWm58U7m7Y/uVGApvf9TtVqMLDfHD9Nm0+cmk5ujrtMGYvKjfFl08Nmmaq6xSe+u4XlI1ClVdD1kE5g6oo2KrHYDEwQGI8uXnk7azbp9lSlC/+Dm9tf+dsT9o9U+MdFyRcMX2sdgQyG7ycFnBQiiaKmBvbxyqHVeVYInDraJ+ja22fTfX0EGnOzUliQwW5AeQUJXCgj0yZPv0a/iGelJYDPaHho+djeCF37yZqq7qJC7z2mtqKjALIyv0Ird4/KPaxxrmyVzTFYBCMy1yu6huczmovHZ4+WC0eSmG4YEDYOT6tldpVsR9aCRtGTKSbpyed+oTRagPnQfyo10T6C0EQshBcmwo3LW+0gl/cIpH4n5DtkGQlEGd6R1tbgnDxkZAORAMQFasY87C+iVJdzeFVuTSYZ5/EeY+HvNpVBAoirZ0FJYwMYap7LRhZpDtsh1wkyqvxmp0jasHW2ZbKr5KatgwWCBgq6Mvt8MakRw1KeD0Wlz+4Jn3QnMwGmBV0foZBEUfjUvtu/JUOrKzZl0Y8rSPGpPQEMzBe+gjN1j3EvEo0JPOMHHoQxqUr/54C/5AzMPo9/rGd6a1fBje1Pwiqlaj+m35JjU3qF0FxT5oQ2h5olqXV+qHJ8cfz0lTZKKVK3Q8HD9MBDbZaJ06r9D1yUbCyxTzcFJvabP3bRmksQ6WPv9URO654HXsjRrlLa5CkvCigKm+tbiozJlbMQBaGI9O9I9YKNFy/58iDmyc+T4+ovNE4ZXP///sNzYLFKktVIuyFSDevE0CAoN6/Jr2KuYVXoV9bjwJVDNdddddddddddddddddddddddddddddf//SUKBTgAOzABEBDWtNUJw88TeYhYPMXwtjWvxvvC0wAMBC42FGElH+6vhC48IsnxEGUKWVyN8zYncAuxxTzKTE5RKmhGdUMwxpGkKAn/3OMwABAMFkcog6tEghsVyoVWen/3aA6UVxjJ+EBdav/eAC0wCArZrzGMNvv9dQzXXXXXXXXXXXXXXX/y/2HASbfN6UgI+uOTJqEBJUC5o6Y0esXvwIBjrHemTCGz9QtH414GkUUNIWRGZLU7w1MDtIjrJYNL5fiCyGAI6ELtmCzN59GLeckUxeeFJscm9nQc9i8R0mZvbmv5fmjNSZEqooQoTaWlyUQdqShiJv6ifNykwPTo2j2xzhRzEdSQG1YI2UggQpmocdW/ciYrKte3QtDDsIGs1T5CW5n3nY8heItTX+n4AzVQWTaYNroT6wlv2nlt5vnXAaqpkQG4weZlHPcB0DrJSk6DV3F0tq2i3As6SPZKPjuLPEVyBBlgWzF933EKWIh70ZMFDM5NeMaORkEMlLFGmSd8aoLPVaND6zOGcLClw1ADILmNQIFMeh1O2W5BWaQ7MtIT09t6IgiL8QxFNbTVhHBcDAkIjcodnhbsHGhn2ZRx914hb4VI/E8KGGiNBqfvmOv2weojhfccgv4p4VvcaxiImCgYjJs13s8cmzk3WH5FLzLgjQqinGS4DMbQIRFqDBFVsd8xUYT1XvGOeincfr1ega0qK9VJWe5FKcO4rkLCQHQAH1lqTvGXObSQfrgAoP8L8jb6qHVyIGbMXjLIAKDMwC09VrGry9wkh0IUBxKcxa2BlBspD6JXSE14Wzy7Bpv2OGFHuIa+2Q6kJipKcDmjCYApO25fxAUFixW7Cc2CRqqQPXBKNUC/pXQjlgK0RPMh7F8iLlUwHWYQsDJGM196TTfsUtzFq4Vvu4WZ+dtfSzPsZBbiF74bj5rdfq1Dors7ipn0WrxjUtmCBMwSi0I1Y1yV1abpj/JX15+ZDoQZyyMXxDI07wQ6QSZKT+HH7nTTsoXHe/cdo0b+eZP6m/c9NGfTJIM87wcDWxzKCE3xoRFAVICYIZqoUiI5WIXDGhb5DrFXTsds6NQptHI4YOH4w+F/JpiUG472yGtPCFhKGCTZ4WXokWyTvkp3gHUkiC708OPmJ2BaR2SvsZA1iq715fXRt+6ouqAqDG7OvIV+Q4lswps2QBhacBWnYAFwRaXbJVgLBw9c/doAR91DXwwLVhASO6X8obMSJj0inp/cQSP+IwTwkbu9dV73XTjh6zmgIcEQ3mfdUZQH0st47obV0W3AWUntAk8YTAUtFlW3R/Kio4o+aWGu8joPyEx5bncQV0CIXoRAJ68rebbGnZyBwoK5eIyak/UozT9s4Ujsr+mkbcUszc5qUTb1SWiKzkxRZibIKeXcilnXaJdZDKkiZ4BUZUpDjcSPs3EBSjLKiqF+a2fXj68o2SNDDywwRmozHk+rSYWZ1NaiWeL7UPRQV1R4B066RmDN+vVKgJOqm6aTppQFxcHc3lN5FXAsnx2KfjEZLaMV2KQX8Km+NsjZ5Ezumr2EKVhelVm5rwHQxMk/Gp5l/V4vbodxD8Bf7FawtEwsHMfA139vE2KxPy3K7ApUuIh1L4mwjZBF0NnzTAOSqzcEBVIsbmddoo0IVX3mbkkY+Wb7wUCgwDB87dyIq72rNeGXGf7lbxBCvcNQca5tmO142dk6XtLKL3I0WB+a1XcOJujkw+a8HIxtcwRuPmRSrQd8eyJuYYHteyx0UiepwyBhIEABNgA41kGgmVyw5Vod1FBqLzrtH5GGkFIHU/Uicg4eqmTuSKIMqpXii1d+W+WU9UlpEwWS9R5SHGxL/SinIrxtIOhsKMJoVSXX3g50Biei1Q6o8nYrydo4mCWNPdgyZJG/lc8T2FRkdt0HfNi6f18hV0J6GqZt4qjCkl5UB1zedw3VOVZPqUqYou0sbTRem0xMMerZdQgD4NItNZVAkOwITGpw1n763+hW7HbPFy922Bljd3fo6vqypOZeIMzc7zCbwJ22ACdY7SS0AfRoCKVYvsQmR9Jfhph0UFoeUNoShZJJblh9dIQ8HQkENLWEGzfp4hbwyw6WjNZuHBiGX4ERWd4ZYIVlXTd0C0SKxgRMnaiDx7YVgfa/C2qUWP2BNaqOUvN23UV5vJ+eGPR4xYHjdV/aJKXKGo9QtwIlNafsIdJUCTMevbxiD0uK6EiAhERuZh2q1qGMrQHrJJ2tMGUemhRasAxZlpTQUknCh3sQkh3WB9z9eBLJ8kX7gCIYQS59JHMyVsKNsFNCVUUvcN8np6M+718oL7gZ72iJnDoFmK7/68/X/mHUEddddddddddddddddddddddddddddddd9/rrrrrrrrrrrrrrrrr/5/wYcDkBkdY1KJIxpMkYHqg2cmINiMEvmAxaUKoLjFYgEL0ud+bjC/lLALyIABmpnwoxbySYqX518wV8kG62Io+PX9vV5JIH5NExTM1XXsnXhZ5nxjK7jgIHUBAhIwQ73XDn+mbw4NGVwolTWgrz5neyK+mPGY67eNFEXCmtE7C1SjiBzmwDHg0w7MNoOKZqWyzycZefrjIi7lHoO6gfdThzZURWsmKc1aLXKoMfV2WSqBhBgCPSCAARaxgfyCze6NpIMcX6wK36af9wTW6xsGw3PN0EYkfaQIld03tYNFJAvxvNB1l361O4d8EThymgavVOEdCkOEkv65JnVK9SLRwXX5gbA0GEmM8B3gxzU0gTb3yiL2H0TvzgzP4toPxQ0Df6dGym2fvrTGizVUBDTv4zASOtsOrw8ffdd2VdiqL5sxAY4X5itAdXQcb5wSqlXqzyg5MCtNNl/tsve5Sk4IqzLefR63kff3G6PN29EFcLqoO9xwydz36i2NCFGIHBvMdJugcY0QNXlL4wi1iw6bvcpxDfPzWqS8hqpqgNBsNUJh6lVhzaQSPqA02BhWbKPeYq0w5fHWqjn7Hs2Ba4+bZVHNR5avS8ODb/BuY2Rt+hWLKtGVXF3naseEofdO8oFpFLWmr1yLcSJcx7KeEzh0UFWDviTZV3RdaQqaUZ/jDIh8EP9tW7NUsT+Uark9zSWxVyGqx/Gt+8TKWQxaD0Q831EIqqif8QWZrYVgtU7nLT3IlLRo6CfGFP5d52bFboy7bI2YUy5De44cUPkLpANrogbQjx2ctgPFQaZS/7nG4lEFXdgxzLxKTzoZ5I1AsJ8LdnNyyV+hVoX8KitXlQDAwA2Nw4/esCQWNGjtdVzy01s5HmCeTxk6bXQXI5DjvlKvVgZWABhJPSLIDHDpoEAh7cEAIsxGZC78jJYT9OckCp9c9OCb1QL0hibCfNvo2jTSCNkWGjXRU4suiUaHgL8Mv1LdsVkfr/4yEF5s106055qA6srBKvLeZNmaKItSx+FyYGAFluTlUyLeokS8mENc85ur3S1Q/PLihpyZutBs9HSjYbb0hCoIhr0FnpynoZSyKghswKPCzoau0QjFkOuqlhlpaqjbmY20lKrPulTsFIBQBRODCYxnIyVvlAfyJxB2jWip9wIM9dJN8PXWOtaGSNZnkTmPtKftwwcRKYp5UVlIJtdalfnUf0BHruajOo9rGwY7MhK5LeSi+OsJIzDACUWGi0yav35teTeJ7OIbV0RFCJH2tmjLlEF//i/KnlFHIicp4M2YZXSAch1VMBVkjHUzTwaaWknwazt9aGfqzIZYPfkLmTrNX/Jbax7xQRoBgClhJ5KhNRwDEYdyYB/qitcjVhohcjONKM2b6wpdKyNJw+mmgwmgq2TRWrvT7zFtKd2esbM1LRSGRSTqApHaoj3VCZ6FCxJnFRf9Dp0CUzDE2KdnPo+OiK1mqaeqQcmO/wSeSMszNzGMG7dtNmeHu1ZAByCT3/makVPqD3bCvOs06UQnDjE3xjM2RDye6tZ0DktaRIxeqNBuwMGlNFh9TxpK/RYHUNiuf1v8ixHu+gcrNg65KZJj+0Eo0XVeDiTlz6toz4fJuNx9kMKjG9mV0nYUtcDcFnVARswwLwyHjAau0wrNDQr5/8CdJfvncfhQ0bO7WAkVAWYtNz6Wshk5BWv360MucFHKLnTT26p9HYEXGR5lvRqzSqLKwKxNog6ddBXNoDAn0MAAgLOvu4x9MHBumG4tJ5KH8SOzV7pffkwOzTdKm98nYKD6B7AQ6uYORNMpbCCctyIUO6fbx1UmSE6uV8rdeEgSMBLXnhrpFCb0RblGmPR0Ed+lJ4DgbQy+0MtSuVdbMVGC8tFBqzKkWO5lUsxOPq1hmkCff+tPxKEzNv7sWRoJGZhyWX/q5MyO+Q1Y0h1GbHYeky6hJcONNvduO+eFdLhC4ggezVyI6VF/jX8e93I6/RBYKcPe5PWEv4cjqqobBdQCBT1jO7Sevc361Dc4Rb12ceAtmYSIOvKc7YABHB3TKdyPAMHLx0BwG7Gim11bgymM0Lrz6st7uqiPTtlTQfODI2TW3bTM8SipgblWRkEdOqTYSdGxIzWIs9JhAwlRfSc/lrCwy1L3LOzyU7bti6pAYCyCgJGlWOPdfSHLPf40uVgH93wHcCajIp3sn5eCR4UsCzEZyxv9/6/8/qCOuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuv+FfjsOBwr6WhigspMryqYYppm8INzgJEhBWJ7IdeugG5K3169zQJkj2ajJnL+zNu4WlieNfqg2m5Q4GMYIHUZAOyCyX49UfTFFmWD3al+pmGgdIBg+oHAYx6oFsOmEe8L2DMHzN0BVsyUsdCrq9+ODvPAm5kF6vmvYpdEcrqIE7eKr593Dcs4zNdWoliXx8cNb1TqwT6x95KYVFVjC1H82vRgKPMEBLovXtml+0y9n/rDoyGM6sFkctWKWDofjMUQr9/TQDNoowSFEyeXQBrTL8Jf3JyxAXHf1smVTPGOK15IphNO5KqNSHZfyyqgNYMIi4ckVabevdFOK2amtBw8lrP86G+bNPoleGPmvNuo65OywnU8uFR7gPoaqHkganS0eWv5z7EDCGqmWzOCgwqbIZ2LstsGBWB4Z29yaBEeoZlwppRqNd1aX5hOgz5jjz+I4nhJ5+mRJlgrIPo4NNWNEBaqsncDn0UtR7HfXcCjbEHiUaqaXKhVuwVmg1/Qv9ISjCQcgcG6Vb8ZFabQGDrKbdYx5mscmZLTS9jGjlmFbqCvcDQQVL8qpgKheagoa44fI3vYuU6/Xl3mIR8SKkOkFCskN6RrEYWvieEAAQkDoAYGRMi6vj8MxrHEB4r9vDy2YlDNqzbnmzh1z40RdSwPV11chCFDEV2shwqRbRKlFXgKW1MdG7EooYKkzRiOG+Cl3jw0S0eeFs/7VWHimvazE4AYAHbEeoajdRkYFWcfG8ZzaFM7S+em+fBFWXNYWNF6a541Fw81AzAwW0yIGdeapLXHL492a7Wgk56mwRoOYWBEFEH2zph8PFoqLPJfG+z8DJwdBmPS4FcJKW75ZbE9JPC+p8lYRgytmST2oRR3/Jm5zspJKAE196TPy7PdFGP8LeudOnPOvGBuJI07qYhLbGD/DqqQemOsgpCgQERCpD8e8TU3upo5IqiNzrTPbc/PLbNmpO01ilEyiCmIGqAF3g9hWT5hYDnUNmVbRIgKaOWWFrU/4IxlLxpEwooZAK2qsAlmpiMbVLGpzwoNyoPEjQxoIBArujaCjaKzTPwxU2m0X0W+zeL/hCtGFxvGXzSDX8Jc0bnIj8bK77KO4AyolSRHk5UvphdcFHGRYT8rkyweJEv22vkw1lNiytjhwqrJI37kWkZSOhUeWwc/95PtEE0Eg2cODWWmAiRtJYxvvjnufZrTuCU1fuRQAFcyXJ8k5B+pzlaNNq1iLyUkegExbwUQS1QAHNRjPlcmXZk6yD3U612kE/1kU1j6rofHUGf7pVtsMGSGTCZMXjX30sKpkb+bWZQmxfQW+TJ/1FvtTAHWy3GPvmZeJsg+sM1DqFVYo67ZcNQVaUgJ9PLEFyz9aOMizVpmPUspGF+9ObDg1GkgOUYYddIWd1E0jLRqYdpmPGbKujNK8NDrNUsB80Bem9mL+XV3hM0QwBfrt4qDG5WzLwLC5IG3IJKaF+2YsIlqK/3uybC8Ydv8a5MJw/CEA4CBCMVk0/953g4eP2sm1e5Rsm/uK1lJoUoM3r+R0LQrN1EMXKOACDp2wsivy63Y1X+01j4V51jJOGrNDghv0sIs2BR8GDk/SQghVVQFkwMAkLN9wfq20jH+BLMX3dDaRk7EAppPsizD3wD1Z1gs5f+5mlSHUkGftvHh5co0lNGXVPHPTBVsTpBtaxrbPQmSH1XZPRtDwRzNG1zwx8AwAxCl2SYhiyQcOXvRN/T+1Yl+woYq+yqpHQfeoTEbIOSf1yFBJ0FHik/Otty2PZ8rgOtgHmMnUyH2Npv6HnSyatbQalLSN32bj0GMuJk1ClwRIMQb0YBkZhUBFyLTqcoPy833/P3uPmDpHFR4HwkhjQuFYLe/xBTUnMzsB2cmPceQ2hFktXL/CxKUgYJpYaekLzzNoURMlKJe6LhikXLStMFZkyL5p6rSoCZoIRuIEANXIyHvkN5tKkcMiCxoFuQ9KKguvL1MqrqfWXkIUsbA87YuaA7gR2YELykdOw0lMe9xVkCNYS6vjWce4yR6wshGmLKslw735N2VfZE12WYBbx6lj0qgmMMMKAW8gfCQ7sb6UrFNoqO2cxTVP/mcdthIj0MVSFOX82fK98QxXFHBm9wDRzGigsxYn9YVQdepx9C4bqTDnxSjNXMbRNQaNXcYNUNgEnWgZP2ZRzLszKXvQt9CTChrBtB40Wj3bp9yLYwIf/9huIMGtnx+Jr1456jMX572A0BtinPguZjy653rcsUdWoXrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrr/7/erDgeA2NEwWwwKDwlD2fpj3a/kS0yoWgsBcEqPNptvkAm6jPzepPgaYqwmLWxJ+2Jxy+zHM0hc4KNhbMZoleZmktIgzFzK2TKTypLrG8LAQDeQIAH1KQxjo+JfgsgzWKA5m2yu0a0EsmEr/qUjqO0xs8G8fXuB1CBPD5XG2UKhaFZ3ttfeJf+BYeM011uLfjs0H0ap0OFDdVDpKsOHIctBGbb222/3eYcD0pKftBiF4q65KNDkOb7c3aD85prI4wNTdobYRR1FH+Yu7HaP+p/dRPIRksFLtiupMM5Oo6dyb0bGpq8sAPUXPhiG3gCGnI+kuq8CBncGAEsKXeJ0v/PP3nPukBMo9MBe1aXEDTfVn0gpd0zdiW79RgvYxpvUZ3MxRBAJqvDHSO05Yg8sbxpNoGgWYrmOWUVKyKNDRRPZ1qcjUICMIHUxJF4P18MOuHAQgDIECEZoU0b2fjw/KOZrHbrhVsty3r1SDew6dBkJ4Vq1XWH11BWxbtvF2dxNzchIw8kd520takltNxjwh+7phsr2InngaeFlqbZJh6VY6HwYBphQMALjJ9kr1BDL2fNvGPTty/opSNHT2NOD7u9xRLWcKPEX5GOoUnZgTaTDSpPVt/pV8Cyl2tMZAuTFBEcrJu2T0Ig9QQFqHVsoGMYREJcWG8hTmFm+/t2FppkbNY7Kd0DnZHv4GGb2331qc69cM4O3Bb/xAFUwMwN3ZPH5BR9y5oB75IcIao92LbDEFSlhfJHPW06FYoUngWNo0RijPqcDIKgYAAuY7/+8LJTRvaGuZBgNnzDKJ2W5dx0Y0vmclB6LmPwAvXKlqwIYbkDsDiBNC3k52R58GsrzRib4xTlBRHorDVreh83DZbF6AnvtyhCI9HI0ILKoGsx1vyBqGIB6Gua/p4arMx8c3gDbGTeFjgVxxaMjwwjAfG+/xfojW/64+h92CF3QGixiKv7hwGLMFUKeVN9YYzLn3bkVdeDrbMkWJLwzQXw5WiUXJVwYtMIFWxVasgyV/8OGOawvJYel+l14kg//hJju1jNcRpH3cPkCO22RKGxDJvN9SOnXEUjV4xDUq2rFGGolUG4eKYWa08ZJd/H+H7cB3g6bXYjoLW9PYbmVDzrhsWxt7naQa4jkVmuCRrIvxaVgTQzAYfH7MtyN3oK2osf/DWv34oEqpM7VErVYZHNlTyN4ikEh1r381ZUaRdLGvCuJumeiMV0KXHK2FQWY9urSWWY5J6T908yCY2R715+4363bay6gvmEOsCVjGSswfOFCoqHFYWYzGLQJE+TY6ifrFW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\" type=\"video/mp4\">\n",
" Your browser does not support the video tag.\n",
"</video>"
],
@@ -385,9 +385,8 @@
" timeloop(10)\n",
" result = None\n",
"else:\n",
- " ps_notebook.set_display_mode('video')\n",
- " ani = ps.plot2d.scalar_field_animation(timeloop, rescale=True, frames=600)\n",
- " result = ps_notebook.display_animation(ani)\n",
+ " ani = ps.plot.scalar_field_animation(timeloop, rescale=True, frames=600)\n",
+ " result = ps.jupyter.display_as_html_video(ani)\n",
"result"
]
},
diff --git a/doc/notebooks/06_tutorial_phasefield_dentritic_growth.ipynb b/doc/notebooks/06_tutorial_phasefield_dentritic_growth.ipynb
index 3bde44267e3e6629caca511d98f0e9d021e26409..b998888c18197d56514214f0f01031e369d16617 100644
--- a/doc/notebooks/06_tutorial_phasefield_dentritic_growth.ipynb
+++ b/doc/notebooks/06_tutorial_phasefield_dentritic_growth.ipynb
@@ -34,6 +34,7 @@
"dh = ps.create_data_handling(domain_size=(300, 300), periodicity=True, \n",
" default_target='cpu')\n",
"φ_field = dh.add_array('phi', latex_name='φ')\n",
+ "φ_field_tmp = dh.add_array('phi_temp', latex_name='φ_temp')\n",
"φ_delta_field = dh.add_array('phidelta', latex_name='φ_D')\n",
"t_field = dh.add_array('T')"
]
@@ -52,14 +53,15 @@
"outputs": [
{
"data": {
+ "image/png": "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\n",
"text/latex": [
- "$$\\frac{{{φ}_{C}}^{4}}{4} - {{φ}_{C}}^{3} \\left(- \\frac{m}{3} + \\frac{1}{2}\\right) + {{φ}_{C}}^{2} \\left(- \\frac{m}{2} + \\frac{1}{4}\\right) + \\frac{ε^{2}}{2} \\left({\\partial_{0} {{φ}_{C}}}^{2} + {\\partial_{1} {{φ}_{C}}}^{2}\\right)$$"
+ "$\\displaystyle \\frac{{{φ}_{(0,0)}}^{4}}{4} - {{φ}_{(0,0)}}^{3} \\left(\\frac{1}{2} - \\frac{m}{3}\\right) + {{φ}_{(0,0)}}^{2} \\left(\\frac{1}{4} - \\frac{m}{2}\\right) + \\frac{ε^{2} \\left({\\partial_{0} {{φ}_{(0,0)}}}^{2} + {\\partial_{1} {{φ}_{(0,0)}}}^{2}\\right)}{2}$"
],
"text/plain": [
- " 4 2 ⎛ 2 2⎞\n",
- "φ_C 3 ⎛ m 1⎞ 2 ⎛ m 1⎞ ε ⋅⎝D(phi_C) + D(phi_C) ⎠\n",
- "──── - φ_C ⋅⎜- ─ + ─⎟ + φ_C ⋅⎜- ─ + ─⎟ + ──────────────────────────\n",
- " 4 ⎝ 3 2⎠ ⎝ 2 4⎠ 2 "
+ " 4 2 ⎛ 2 2⎞\n",
+ "φ_C 3 ⎛1 m⎞ 2 ⎛1 m⎞ ε ⋅⎝D(φ[0,0]) + D(φ[0,0]) ⎠\n",
+ "──── - φ_C ⋅⎜─ - ─⎟ + φ_C ⋅⎜─ - ─⎟ + ────────────────────────────\n",
+ " 4 ⎝2 3⎠ ⎝4 2⎠ 2 "
]
},
"execution_count": 3,
@@ -72,6 +74,7 @@
"εb = sp.Symbol(\"\\\\bar{\\\\epsilon}\")\n",
"\n",
"φ = φ_field.center\n",
+ "φ_tmp = φ_field_tmp.center\n",
"T = t_field.center\n",
"\n",
"def f(φ, m):\n",
@@ -95,12 +98,14 @@
"outputs": [
{
"data": {
- "image/png": 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\n",
+ "image/png": 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\n",
"text/plain": [
"<Figure size 504x288 with 1 Axes>"
]
},
- "metadata": {},
+ "metadata": {
+ "needs_background": "light"
+ },
"output_type": "display_data"
}
],
@@ -127,11 +132,12 @@
"outputs": [
{
"data": {
+ "image/png": "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\n",
"text/latex": [
- "$$\\bar{\\epsilon} \\left(δ \\cos{\\left (j \\left(- θ_{0} + \\operatorname{atan_{2}}{\\left ({\\partial_{1} {{φ}_{C}}},{\\partial_{0} {{φ}_{C}}} \\right )}\\right) \\right )} + 1\\right)$$"
+ "$\\displaystyle \\bar{\\epsilon} \\left(δ \\cos{\\left(j \\left(- θ_{0} + \\operatorname{atan_{2}}{\\left({\\partial_{1} {{φ}_{(0,0)}}},{\\partial_{0} {{φ}_{(0,0)}}} \\right)}\\right) \\right)} + 1\\right)$"
],
"text/plain": [
- "\\bar{\\epsilon}⋅(δ⋅cos(j⋅(-θ₀ + atan2(D(phi_C), D(phi_C)))) + 1)"
+ "\\bar{\\epsilon}⋅(δ⋅cos(j⋅(-θ₀ + atan2(D(φ[0,0]), D(φ[0,0])))) + 1)"
]
},
"execution_count": 5,
@@ -175,8 +181,9 @@
"outputs": [
{
"data": {
+ "image/png": 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\n",
"text/latex": [
- "$${{φ}_{C}}^{3} - \\frac{{{φ}_{C}}^{2} α}{\\pi} \\operatorname{atan}{\\left ({{T}_{C}} γ - T_{eq} γ \\right )} - \\frac{3 {{φ}_{C}}^{2}}{2} + \\frac{{{φ}_{C}} α}{\\pi} \\operatorname{atan}{\\left ({{T}_{C}} γ - T_{eq} γ \\right )} + \\frac{{{φ}_{C}}}{2} - \\bar{\\epsilon}^{2} δ^{2} \\cos^{2}{\\left (j θ_{0} - j \\operatorname{atan_{2}}{\\left ({\\partial_{1} {{φ}_{C}}},{\\partial_{0} {{φ}_{C}}} \\right )} \\right )} {\\partial_{0} {\\partial_{0} {{φ}_{C}}}} - \\bar{\\epsilon}^{2} δ^{2} \\cos^{2}{\\left (j θ_{0} - j \\operatorname{atan_{2}}{\\left ({\\partial_{1} {{φ}_{C}}},{\\partial_{0} {{φ}_{C}}} \\right )} \\right )} {\\partial_{1} {\\partial_{1} {{φ}_{C}}}} - 2 \\bar{\\epsilon}^{2} δ \\cos{\\left (j θ_{0} - j \\operatorname{atan_{2}}{\\left ({\\partial_{1} {{φ}_{C}}},{\\partial_{0} {{φ}_{C}}} \\right )} \\right )} {\\partial_{0} {\\partial_{0} {{φ}_{C}}}} - 2 \\bar{\\epsilon}^{2} δ \\cos{\\left (j θ_{0} - j \\operatorname{atan_{2}}{\\left ({\\partial_{1} {{φ}_{C}}},{\\partial_{0} {{φ}_{C}}} \\right )} \\right )} {\\partial_{1} {\\partial_{1} {{φ}_{C}}}} - \\bar{\\epsilon}^{2} {\\partial_{0} {\\partial_{0} {{φ}_{C}}}} - \\bar{\\epsilon}^{2} {\\partial_{1} {\\partial_{1} {{φ}_{C}}}}$$"
+ "$\\displaystyle {{φ}_{(0,0)}}^{3} - \\frac{{{φ}_{(0,0)}}^{2} α \\operatorname{atan}{\\left({{T}_{(0,0)}} γ - T_{eq} γ \\right)}}{\\pi} - \\frac{3 {{φ}_{(0,0)}}^{2}}{2} + \\frac{{{φ}_{(0,0)}} α \\operatorname{atan}{\\left({{T}_{(0,0)}} γ - T_{eq} γ \\right)}}{\\pi} + \\frac{{{φ}_{(0,0)}}}{2} - \\bar{\\epsilon}^{2} δ^{2} \\cos^{2}{\\left(j θ_{0} - j \\operatorname{atan_{2}}{\\left({\\partial_{1} {{φ}_{(0,0)}}},{\\partial_{0} {{φ}_{(0,0)}}} \\right)} \\right)} {\\partial_{0} {\\partial_{0} {{φ}_{(0,0)}}}} - \\bar{\\epsilon}^{2} δ^{2} \\cos^{2}{\\left(j θ_{0} - j \\operatorname{atan_{2}}{\\left({\\partial_{1} {{φ}_{(0,0)}}},{\\partial_{0} {{φ}_{(0,0)}}} \\right)} \\right)} {\\partial_{1} {\\partial_{1} {{φ}_{(0,0)}}}} - 2 \\bar{\\epsilon}^{2} δ \\cos{\\left(j θ_{0} - j \\operatorname{atan_{2}}{\\left({\\partial_{1} {{φ}_{(0,0)}}},{\\partial_{0} {{φ}_{(0,0)}}} \\right)} \\right)} {\\partial_{0} {\\partial_{0} {{φ}_{(0,0)}}}} - 2 \\bar{\\epsilon}^{2} δ \\cos{\\left(j θ_{0} - j \\operatorname{atan_{2}}{\\left({\\partial_{1} {{φ}_{(0,0)}}},{\\partial_{0} {{φ}_{(0,0)}}} \\right)} \\right)} {\\partial_{1} {\\partial_{1} {{φ}_{(0,0)}}}} - \\bar{\\epsilon}^{2} {\\partial_{0} {\\partial_{0} {{φ}_{(0,0)}}}} - \\bar{\\epsilon}^{2} {\\partial_{1} {\\partial_{1} {{φ}_{(0,0)}}}}$"
],
"text/plain": [
" 2 2 \n",
@@ -186,28 +193,28 @@
"\n",
" \n",
" 2 2 2 \n",
- " - \\bar{\\epsilon} ⋅δ ⋅cos (j⋅θ₀ - j⋅atan2(D(phi_C), D(phi_C)))⋅D(D(phi_C)) - \\\n",
+ " - \\bar{\\epsilon} ⋅δ ⋅cos (j⋅θ₀ - j⋅atan2(D(φ[0,0]), D(φ[0,0])))⋅D(D(φ[0,0])) \n",
" \n",
"\n",
" \n",
- " 2 2 2 \n",
- "bar{\\epsilon} ⋅δ ⋅cos (j⋅θ₀ - j⋅atan2(D(phi_C), D(phi_C)))⋅D(D(phi_C)) - 2⋅\\ba\n",
+ " 2 2 2 \n",
+ "- \\bar{\\epsilon} ⋅δ ⋅cos (j⋅θ₀ - j⋅atan2(D(φ[0,0]), D(φ[0,0])))⋅D(D(φ[0,0])) -\n",
" \n",
"\n",
" \n",
- " 2 \n",
- "r{\\epsilon} ⋅δ⋅cos(j⋅θ₀ - j⋅atan2(D(phi_C), D(phi_C)))⋅D(D(phi_C)) - 2⋅\\bar{\\e\n",
+ " 2 \n",
+ " 2⋅\\bar{\\epsilon} ⋅δ⋅cos(j⋅θ₀ - j⋅atan2(D(φ[0,0]), D(φ[0,0])))⋅D(D(φ[0,0])) - \n",
" \n",
"\n",
" \n",
- " 2 \n",
- "psilon} ⋅δ⋅cos(j⋅θ₀ - j⋅atan2(D(phi_C), D(phi_C)))⋅D(D(phi_C)) - \\bar{\\epsilon\n",
+ " 2 \n",
+ "2⋅\\bar{\\epsilon} ⋅δ⋅cos(j⋅θ₀ - j⋅atan2(D(φ[0,0]), D(φ[0,0])))⋅D(D(φ[0,0])) - \\\n",
" \n",
"\n",
- " \n",
- " 2 2 \n",
- "} ⋅D(D(phi_C)) - \\bar{\\epsilon} ⋅D(D(phi_C))\n",
- " "
+ " \n",
+ " 2 2 \n",
+ "bar{\\epsilon} ⋅D(D(φ[0,0])) - \\bar{\\epsilon} ⋅D(D(φ[0,0]))\n",
+ " "
]
},
"execution_count": 7,
@@ -240,9 +247,9 @@
"outputs": [
{
"data": {
- "image/png": "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\n",
+ "image/png": "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\n",
"text/latex": [
- "$$\\left \\{ \\pi : 3.14159265358979, \\quad T_{eq} : 1.0, \\quad \\bar{\\epsilon} : 0.01, \\quad j : 6, \\quad α : 0.9, \\quad γ : 10, \\quad δ : 0.02, \\quad θ_{0} : 0.2, \\quad κ : 1.8, \\quad τ : 0.0003\\right \\}$$"
+ "$\\displaystyle \\left\\{ \\pi : 3.14159265358979, \\ T_{eq} : 1.0, \\ \\bar{\\epsilon} : 0.01, \\ j : 6, \\ α : 0.9, \\ γ : 10, \\ δ : 0.02, \\ θ_{0} : 0.2, \\ κ : 1.8, \\ τ : 0.0003\\right\\}$"
],
"text/plain": [
"{π: 3.14159265358979, T_eq: 1.0, \\bar{\\epsilon}: 0.01, j: 6, α: 0.9, γ: 10, δ:\n",
@@ -280,7 +287,7 @@
"dφ_dt = - dF_dφ / τ\n",
"φ_eqs = ps.simp.sympy_cse_on_assignment_list([ps.Assignment(φ_delta_field.center, \n",
" discretize(dφ_dt.subs(parameters)))])\n",
- "φ_eqs.append(ps.Assignment(φ, discretize(ps.fd.transient(φ) - φ_delta_field.center)))\n",
+ "φ_eqs.append(ps.Assignment(φ_tmp, discretize(ps.fd.transient(φ) - φ_delta_field.center)))\n",
"\n",
"temperature_evolution = -ps.fd.transient(T) + ps.fd.diffusion(T, 1) + κ * φ_delta_field.center\n",
"temperature_eqs = [\n",
@@ -320,6 +327,7 @@
" for t in range(steps):\n",
" φ_sync()\n",
" dh.run_kernel(φ_kernel)\n",
+ " dh.swap('phi', 'phi_temp')\n",
" temperature_sync()\n",
" dh.run_kernel(temperature_kernel)\n",
" dh.all_to_cpu()\n",
@@ -362,18 +370,21 @@
"----------------------------------------------------\n",
" T| ( 0, 0)| ( 0, 0)\n",
" phi| ( 0, 1)| ( 0, 1)\n",
- "phidelta| (nan,nan)| (nan,nan)\n",
+ "phi_temp| ( 0, 0)| ( 0, 0)\n",
+ "phidelta| ( 0, 0)| ( 0, 0)\n",
"\n"
]
},
{
"data": {
- "image/png": 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\n",
+ "image/png": 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\n",
"text/plain": [
"<Figure size 1152x432 with 6 Axes>"
]
},
- "metadata": {},
+ "metadata": {
+ "needs_background": "light"
+ },
"output_type": "display_data"
}
],
@@ -393,7 +404,7 @@
"data": {
"text/html": [
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- " <source 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type=\"video/mp4\">\n",
" Your browser does not support the video tag.\n",
"</video>"
],
@@ -409,9 +420,8 @@
"source": [
"result = None\n",
"if 'is_test_run' not in globals():\n",
- " ps_notebook.set_display_mode('video')\n",
- " ani = ps.plot2d.scalar_field_animation(timeloop, rescale=True, frames=300)\n",
- " result = ps_notebook.display_animation(ani) \n",
+ " ani = ps.plot.scalar_field_animation(timeloop, rescale=True, frames=600)\n",
+ " result = ps.jupyter.display_as_html_video(ani)\n",
"result"
]
},
@@ -442,7 +452,7 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.7.2"
+ "version": "3.7.3"
}
},
"nbformat": 4,
diff --git a/doc/notebooks/demo_benchmark.ipynb b/doc/notebooks/demo_benchmark.ipynb
index f8bd7ca7a465a961e9bfefc4012712f5e88fe554..d9eaefca2244ab449347ef6a68364eefee3c7c60 100644
--- a/doc/notebooks/demo_benchmark.ipynb
+++ b/doc/notebooks/demo_benchmark.ipynb
@@ -212,7 +212,7 @@
"outputs": [
{
"data": {
- "image/png": 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\n",
+ "image/png": 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\n",
"text/plain": [
"<Figure size 576x576 with 3 Axes>"
]
@@ -230,10 +230,6 @@
"def bar_plot(*shape):\n",
" names = plot_order\n",
" runtimes = tuple(do_benchmark(all_implementations[name], shape) for name in names)\n",
- " for runtime, name in zip(runtimes, names):\n",
- " # assert that pystencils is the fastest\n",
- " # if some change degrades performance of pystencils, we see this automatically in CI system\n",
- " assert runtime >= runtimes[names.index('pystencils')], \"pystencils is slower than \" + name\n",
" speedups = tuple(runtime / min(runtimes) for runtime in runtimes)\n",
" y_pos = np.arange(len(names))\n",
" labels = tuple(f\"{name} ({round(speedup, 1)} x)\" for name, speedup in zip(names, speedups))\n",
@@ -281,7 +277,7 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.6.6"
+ "version": "3.6.9"
}
},
"nbformat": 4,
diff --git a/doc/notebooks/demo_plotting_and_animation.ipynb b/doc/notebooks/demo_plotting_and_animation.ipynb
new file mode 100644
index 0000000000000000000000000000000000000000..13d658a9cb4980a78cc984caeeb78e220b543553
--- /dev/null
+++ b/doc/notebooks/demo_plotting_and_animation.ipynb
@@ -0,0 +1,837 @@
+{
+ "cells": [
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "from pystencils.session import *\n",
+ "\n",
+ "import shutil"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Plotting and Animation\n",
+ "\n",
+ "\n",
+ "## 1) Stencils\n",
+ "\n",
+ "This section shows how to visualize stencils, i.e. lists of directions"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 2,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": "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\n",
+ "text/plain": [
+ "<Figure size 144x144 with 1 Axes>"
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "stencil_5pt = [(0, 0), (1, 0), (-1, 0), (0, 1), (0, -1)]\n",
+ "plt.figure(figsize=(2, 2))\n",
+ "ps.stencil.plot(stencil_5pt)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "By default the indices are shown the arrow endpoints. \n",
+ "Custom data can also be plotted:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": "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\n",
+ "text/plain": [
+ "<Figure size 144x144 with 1 Axes>"
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "plt.figure(figsize=(2, 2))\n",
+ "ps.stencil.plot(stencil_5pt, data=[2.0, 5, 'test', 42, 1])"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "The stencil can also be given as an expression in a single field"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": "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\n",
+ "text/plain": [
+ "<Figure size 144x144 with 1 Axes>"
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "f = ps.fields(\"f: [2D]\")\n",
+ "c = sp.symbols(\"c\")\n",
+ "expr = f[0, 0] + 2 * f[1, 0] + c * f[-1, 0] + 4 * f[0, 1] - c**2 * f[0, -1]\n",
+ "plt.figure(figsize=(2, 2))\n",
+ "ps.stencil.plot_expression(expr)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "There is also a function to simply plot sympy expressions depending on one variable only:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 5,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ "<Figure size 288x288 with 1 Axes>"
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "x = sp.symbols(\"x\")\n",
+ "plt.figure(figsize=(4, 4))\n",
+ "plt.sympy_function(x**2 - 1, x_values=np.linspace(-2, 2));"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Three dimensional stencils can be visualized in two different ways"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 6,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ "<Figure size 1152x432 with 1 Axes>"
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "stencil_7pt = [(0, 0, 0), (1, 0, 0), (-1, 0, 0), (0, 1, 0), (0, -1, 0), (0, 0, 1), (0, 0, -1)]\n",
+ "ps.stencil.plot(stencil_7pt, data=[i for i in range(7)])"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "This kind of plot works well for small stencils, for larger stencils this gets messy:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 7,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ "<Figure size 1152x432 with 1 Axes>"
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "stencil_27pt = [(i, j, k) for i in (-1, 0, 1) for j in (-1, 0, 1) for k in (-1, 0, 1)]\n",
+ "ps.stencil.plot(stencil_27pt, data=[i for i in range(27)])"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Adding `slice=True` shows the three projections of the stencils instead"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 8,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ "<Figure size 1152x432 with 3 Axes>"
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "ps.stencil.plot(stencil_27pt, data=[i for i in range(27)], slice=True)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "## 2) Scalar fields\n",
+ "\n",
+ "*pystencils* also comes with helper functions to plot simulation data. \n",
+ "The plotting functions are simple but useful wrappers around basic Matplotlib functionality. \n",
+ "*pystencils* imports all matplotlib functions as well, such that one can use\n",
+ "\n",
+ "```import pystencils.plot as plt```\n",
+ "\n",
+ "instead of \n",
+ "\n",
+ "```import matplotlib.pyplot as plt```\n",
+ "\n",
+ "The session import at the top of the notebook does this already, and also sets up inline plotting for notebooks.\n",
+ "\n",
+ "This section demonstrates how to plot 2D scalar fields. Internally `imshow` from matplotlib is used, however the coordinate system is changed such that (0,0) is in the lower left corner, the $x$-axis points to the right, and the $y$-axis upward. \n",
+ "\n",
+ "The next function returns a scalar field for demonstration"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 9,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def example_scalar_field(t=0):\n",
+ " x, y = np.meshgrid(np.linspace(0, 2 * np.pi, 100), np.linspace(0, 2 * np.pi, 100))\n",
+ " z = np.cos(x + 0.1 * t) * np.sin(y + 0.1 * t) + 0.1 * x * y\n",
+ " return z"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "To show a single scalar field use `plt.scalar_field`:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 10,
+ "metadata": {
+ "scrolled": false
+ },
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ "<Figure size 1152x432 with 2 Axes>"
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "arr = example_scalar_field()\n",
+ "plt.scalar_field(arr)\n",
+ "plt.colorbar();"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "A similar wrapper around `counter` from matplotlib"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 11,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ "<Figure size 1152x432 with 1 Axes>"
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "plt.scalar_field_contour(arr);"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "A 3D surface plot is also possible:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 12,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "<mpl_toolkits.mplot3d.art3d.Poly3DCollection at 0x7f38908f9828>"
+ ]
+ },
+ "execution_count": 12,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
+ "image/png": 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esTiMuFqHdGxI//LhdKME3FyWvb093LlzZ6bbYIbDYpFhBjCveYeJs5hVHMdBrVZb9G5MTOdiNAiCdOZhtVrF2toayuUy3nrrrcylvfYyL+eTxeJyYts2bNu+0K3UWvfNrUzcysTBHOZWDkqCncbrjsXi6HBQy2RkMdH7Mpz++Tdgb66j8GA6ZZ1a65lfpHjy5Amee+65mW6DGQ6fVRgGi5t36DhOpp25LJehCiGwv7+P4+NjHB4ewrZtlMtl3L9//8KZh0w/y14muywss6CWUsLzvJEWzolb2dlf2Wg00u+HuZWDBOawheYyH6tlRCl1pUTPtIii6MLk41UgrtSw9z/+AbZ+/IemJhTn8R4lIoRhyK/tBcJikbmSTLPv8DK4rotqtTrz7cyKLJXREhHq9XrqHtZqNTx79gzXrl3Diy++uLJX5OclerlncXRW4ULEJG5lIiQbjQaOj49TkZm4lbZtdwnJKIpweHjYlQS7CsduVnDAzWRkOWRuVE7/4ut49i/+Ne78ky/Dvzu9ERTzKOFNekr5vb84VnN1xDA9dA55TcThtPoOL0OWxNYglt1ZTBabBwcHODk5QaFQQKlUwmuvvYZ33nkHL7zwwoWLXWY0uAyVGUSnW7m2tjb075LKjk5RSURdonKQWzmsFPYqiiYOuJmMVe5Z1K0W9v6n30f9W+/hhd/9Z3BKW1O9/3k4fo8fP8bNmzdnug3mfPiswqws8+o7vAyr0LO4TGKxd+YhAJRKJdy6dQuvvfZa13M+zVmL82RZQz+4DJW5DEKIPrfyo48+wksvvdT3t4lb2VkCW6/XU2EZBEH6WkzcymGicpUcC3YWJ2NVxWLtb76FJ//zVxCdNvGx/+F3YOXPnwc7CfMIt9nd3eUZiwuGxSKzMiyq7/AyZN1ZlFIuXHA1m820tLRer2NzcxOlUgn37t07t7TItu2F7/u4JLMWl3FByGWoo8HH6PKM2luZfB50isogCFCv19Ov4zjuciuHicosuJXsLE6GUmopLh5PCx2GePa//gFO/+Lfw7t7By/8d78JOSMxPK8kVBaLi4XPKkxmWZa+w8uQVXcrYRHHN45jHB8fpzMPXddFuVwee+ahZVlL5YqOgmVZSysWuQx1dJb9vLQMTOO11OlWXjTLVmvdN16kVqt1fd/pVg6bW+l5HmzbXti5cRnPDVlgVd6T9b/9Dp79/v+G8LCG9c9+Ejd++Rdm+tiCIJj5nOi9vT3cvXt3pttgzofFIpMZevsOHz9+jM3NzXSgdBbEYS9Z299FQESoVqtpaWkURdje3sbOzg4+9rGPTbw4yqJQT5zcZSyZYrHITJN5l1tLKeH7PnzfP/fviKhrbmXiWtbr9fTrxK2UUg5Ngk2+n6ajxXMWx2dZy/rHheIYz/7gKzj+sz+D9IrY+vufx7Uv/fTMtxuGIba3t2e6jd3dXfzgD/7gTLfBnA+LRWapOa/v8PDwcKQP9yyQ9Q8srfVUFz1BEKTBNJVKBWtrayiVSnjzzTen9nxnuQx1Gcny65dZPqZ9TpkWQgg4jgPHccZyKxMhmbiVyffJ+9lxnHNDe0Z1K5fxmC0zqzCbsvn+3+HZ//L7CN5/HyogXP/HP42tv//5uWx7XmWod+7cmek2mPPJ9juEWTnG6TvMejhMQpIouoxu0SgkITeXiR7XWqelpUdHR7AsK+07XF9fn4kQyXIZKpNd2H0djWUVi+MwiVvZ2V9ZrVbTrwe5lb2iMvnczPpxmydZDrchpXD4f/xLHP/Jn8IuFCByRdz7z34Nxe97c277EATBzMeOPH78mHsWFwyLRWahXKbv0PO8TA+0T0hEb1Y/sBKxO84HBhGh0WikwTStVgtbW1solUpzm3loWVbmXj/LECjEXB52YS/mKomeSdzKXlF5eHiIIAjw9a9/vc+tHNZfuajeymUiq2Kx9dEHOPoX/xyNd78Hy/MA18ft3/ot5O4/P9f9SC5gzPL+wzBciQqyLMNikZkr05x36HlepgfaJ2Q9EXXUWYtRFOHo6CideZjL5VAul/HgwYOFzDq0bRuNRmPu270Mk5ahXvUFIZM9tNb8uh3AMLcy6e3+/u///vT7OI67RGWnW5kkwSb3eVES7KoK96yJRVIKJ//XH6L29a9DVesQtgWCwJ3//J/C2dmZ777MoX0mCW3ic8FiYbHIzJxZzTtclTLUrD+OYWKXiLpmHmqtUSqVcPPmTTx48GDhi48slqEuc88iw0yTWTsWq0ZvuE2nWznKbXuTYCuVStfPOt3KYU5lFt3KLFX1tD78ACf/+1cQHZ4g2t+H3NwGRQr3/5vfhbW2Nvf9CcNw5iWoT548wY0bN2a6DeZiWCwyU2de8w5XpQx1lZzFVquVlpbWajVsbGygXC7j7t27M/9QGZcsBtxM2rOY9QClVYJ7FkfjKpWhToPLJKFaloVcLodc7vyh7USEKIq6RGUQBEPdyvPGiziOsxTP72X77eeBjiKc/tG/Qv0v/x+oiACtINc24N6+jbu//h9BzjhgZhjz6Ffc3d3FrVu3ZroN5mJYLDKXZlHzDldFLLqum9nHoZRCq9XC8fExvve978FxHJTLZbz44osoFotLLVCyPDpjXJKxFsv8fFwl+Hm4GBaL4zGPVE8hRCr8LmKYW9lZFpuckzrnVg4SmLMsQwzDcOZzAi9D8NEHOP3Df4lodxdaEYRWgJ9H7oUXsfPLvwKxwPfIPJJQd3d3OQl1CWCxyIxNIg473cNJ+w4vw6okQzqOg1qttujdGAkiQq1WS93DpN8jl8vhk5/8ZKZmfF2VMlQWJkwWYbE4Hss2Y3EStzIRkq1Wq0tYJudpy7KGlr9O6lYua88ixTEqf/KHqH/tzyE8H3Bd0MEzaOli/TM/iO1/9LMLP7eHYTgXschJqIuHxSIzErPqO2SWv2cxDMO07/D09BTFYhHlcjmdefjs2TOcnp4u1UJlFLLoLI5zgSQZR7K/v4+jo6OusrBB/2d91hizWrBYHI8kCCRrdLqVxWLx3L/tdCsTITnMrbxobmXiVi6jWAw/+C7qX/0jBI+fQFg2osMj2BsbiJsxSr/489j80R9f9C4CMM7i+vr6TLfx+PFjfOYzn5npNpiL4dUBM5B59R1elsQdyvJCd9l6FrXWODk5SQWilBKlUgl37tzBG2+80fe8j5qGumxkcb8vKkNtNpvY39/HwcEBms0mtra2UC6Xce/ePSilEEVRurBKeo0GXb33PK9vgTVq3D6Xu54P9yyOBqehjodSKtOfg6NwGbey2Wzi9PS0a24lYM6Z3/3ud+H7/kDXcp69lTpoofHVf4XgvXcRVasgSKh6HTKfh4oUbvzT/xSFtz4xl30ZhXmUoe7t7bGzuASs9pmFGZlF9R1elsSVy/KH5DI4i50zD5vNJjY3N1Eul3H//v0Lr7pmUXQBRnhlbeEupey6sNDrHrqui3K5jFdeeQX5fD59z4ZhmMbjX9Sf0zkcPFlo1ev19PvekrBOdzKOY1SrVfi+D8dxlvKcsQzwcbkYTkMdj6w6i7NgHLfya1/7Gl566aWu/spOUTnIrRw2YuQy65DWt7+J5r/9E6hGC6peAwkXFDQh2v2hO7/y6/BeeGni+58F80hD5Z7F5SC7K2zmUixL3+FlSUJuFjGnb1osohwyjmMcHh6mMw993x8oMkZh2ZzRVcayLARBgI8++qjLPdzZ2cHLL788dLGYBNyMgm3bsG37wveUUqqr/CsIAmit8fDhw/TKfbLgH1b6miyysnCuYeYLl6GOx1VwFmeBEAL5fP7C813iVnae8zrdyiAI0s/x3gtpg4J7knOerldQ/+r/iei730asBYSUIMtHtPsh7GvPQe0/w83/6nfh3Lg582MxLrMWi0SEVquV6fXdqsBnlitE4hw2m03Ytr0SfYerkIg6j4UyEaFSqaTuodYa29vbuHHjxqVnHmbVWcwKne7hs2fPQES4d+8eXnnllYWm+FmW1bfI2t/fxyuvvNK1aNVad5W+dl65D4IAURSlV+4vEpVZPEcxk8FicTziOL6wPJPpZpyS+XGSYJPqjM4LaScnJ93nPK1RfPQe1v7uOxBxDCIB0WpBVeuwNjYh1rag4xi3/tv/HtbGxmUf6kyYdcuBUgpSSr6YuASwWFxhOp3DzlCat99+G5/97Gcz4x6exzKUcE6LaZ94e2cerq+vo1wu4+Mf//hU+wxYLE6fQb2HOzs72N7extHREZ5//vlF7+JABjmYUsqR+oy01umV+0RUVqtVHB4ept93loOdF9az7CIj6+fdecBicTzYWRyfWeUdXFSdoY/20fq//wjBR98D5XKIa3XEwkIcKQjHRtAKoLZLqH7uR7H3zjsAznrJz0uCned5ZR7vz6dPn+L69esz3QYzGnxmWSFGDaXxPA9hGML3/QXu7XTwPA+np6eL3o1Lkwiuy6SyKaVwfHyMg4MDHB0dwXEclEolvPDCC1hbW5vZB0mWF77LMn9Qa42jo6P0uevsPex0D09OTpZ6XMwkoz06b5sE6ZwHEfUlItbrdRwfH6ffJ/vQKyp7F1jc47W8aK35+RmDZRudkQXmnYRKcYzwa3+K6HvfQVyrg6QNhCGE48OqV4GgCbm5jcKN57D9q78J0SFkO93K5DzXaDTSr3srNC5Kgr0sQRDMvF9xb28Pt27dmuk2mNFgsZhhJu079H0frVZrZcRi1stQgbO+v3E+uIgI9Xo9dQ/DMEzTL1966SW+yjwCSb/oIo5VEiq0v7+PVqs1Uu/hRWmow5iXGB6nN/Iy20iE39ra2tC/G5SI2Gg0cHJykn6fHMtBQ8F5rMhiYWdxPDjgZnzmKRaj999F9PafQdfrUI0mAAmEIZSwET98H869+wgfPUL+Bz6PjS/944Gp46P0kicVGr3nvePj41Rsdp73zhOV57mV85qxyOE2ywF/AmaMacw79H1/JQQWsDplqMnjuOiDIAzDNJjm9PQUhUIB5XIZr7/++sL7VZbBoRuXeY5eGeQe7uzs4NVXXx259/Ayzt08mIdYHJVRExGJqCsBdpZjRZjR4TTU8eAy1PGZh1jU9SrCf/evoT98DzEJQEhoTYCKED7bh3P9OuxbtxG8/z42f/7LWPvRn7jU9jorNC66mJbMrewM7anX6+nXg9zK5FzXbDbTDIxpuZW9sFhcHvjMkhGS0qtpjLTwPA+tVmvau7gQVsVZdF13YKKo1hqnp6fpzEMAKJVKuH37Nl5//fWlWUwt0qG7DLNOop3EPTyPy4jFeYh5IcRSi9lBJD2QjuPMdKxI8n9SAcKi8nzYWRwPdhbHZ5ZikbSG+v/eRvTNt6HDFjQsEGnoeg1k+6AohGUDGuY8sP2rv4HcJ+Y3fF4IMbZb2SkqG40GlFJ477330iRs4MytHNZfOU5v5e7uLj7xieWZK3mVydbK7gqTvLmmEUrj+34qPLJOFmflDcJxnNQhTQTG4eEhGo0GNjY2UC6X8fzzz8+1v2Ickp7LrInFaYfzJO7h/v4+jo+PJ3IPz8OyrKUWY6vyfhzGZcaKJFfsW60W/uqv/orHilwAi8XxyOLFukUTRdFM+u7U4w+hvv5voZ48gvYL0IqglQKFIeDmoZ/ugqIAYvsG4r1H2PpP/kt4Lz+Y+n5Mi0H95Mk85lKplP4scSuHnfuSC2qD0q9d10WlUsHTp09x69Yt3Lp1C3t7e7h9+/YiHjLTA59ZMsS0StCSnsVVIstX6uM4RqvVwpMnT/DBBx/A932USiW8/PLLKBQKmXhcSc9l1vpgp+EsdrqHQRCkfaMf+9jHpn6lf9KexXmxTGWoi2TQWJGEt99+G5/+9KcB8FiR82CxOB58vMYniqKpjh+iRg3q//03UE/2oIMGlPRAQQRS2vyuGYBqe7Bu3UH0dB96/ylK/+y/hvNc9kotgyDo61nsdCsvOq5a677xIh988AG+8pWvpEngBwcH+MVf/EWUSiXcvHkTN27cwI0bN9KvP/3pT2NjwrEirVYLn//851MB+6UvfQm/8zu/M9F9XQVYLF5BVk0sTiNJdJ4kMw+T3kOlFHzfRy6Xw5tvvpnJD/ysjs+wbXts8dXrHnqeh3K5jAcPHsx8ePCkzuIqBdysEuOMFelNQlzVsSIJWutMXChbFk2xPVAAACAASURBVPhYjU8YhlNZN5BWUN/8c+j3/xY6ikFRBBWZcnNdOYUorENVarC3tqFACB8+hHP3eaz/wq/D3i5P4ZHMn0FicRyklPB9v+sC861bt/CTP/mTAMw66XOf+xy+8Y1voFKp4MmTJ3j8+HH6/ze/+U3cvXt3YrHoeR7+9E//FMViEVEU4Yd/+IfxxS9+EZ/97GcnfkyrDIvFDDGtD4NJFsjLjOu6CIJgqcViEATplbJqtYq1tTWUy2W89dZb6fiPhw8fZmYh10viLGaNUZ3FebqH57HsPYHLHsCTVQYtrAYx6liRxAFY5rEi7JSNB1+kGZ9p9Cyqj74L+tZfQB8fQEsbJGxQrKCDAAIE8vKgRh2oHkMVikBhHX75OtZ+6Tch89NzNedNFEUzLXtO3v9SSmxubmJzcxOvvvrq1O5fCJEGn0VRhCiK+ILLObBYzBDTfiFnuXSzk2Ru5DKhte6aeWhZVtp3uL6+3nfcsyq2ErLqLCZpqL0kMysX4R6ex7K/X9lZnCE6BqIAiAKIsGW+ViEQhYCUEM0ahI5gK4W8VgApQBMoV4SIQ0C3AMekMQICJCW0FgjjHNAKEREQkUBVEfYV0NJACAtaurD9HDzfH5oAOws4DXV0+D03GZcSi6cH0H/zF6Dd96FdH9pyQEpD6wgUhKDKMSi/DvX+dyC3SrBeeoDo3W/DfeOTWP/yb0I4s51ROA9m+Xm0v7+PnZ2dmd0/YD7nP/WpT+G9997Db/3Wb+Ezn5lfwFDWYLGYIab5xkzEyayHqs6DZUhE7Zx5eHh4mCZflstlvPjiixcuqLI+AiSrYrdT5DYajbRXYpHuYZZhsXhJiICoBQR1oFWDCOpAqwGybIioBUEEEhIQwnxtWW0hqAEiEGkABEgBsgoQOoaIWgAE4PjmfykASMCyIYngkwJsCZ80hIoBCgEVAEKDitsQrQMgiKGUh6jpIhQ2mrCxrwSqEdDQBED2pSD2/j/uWBF2FkdHa83nqAlQSo1/3IIm6G/+HfTuB9BxDHJ86CiGDiOQIujTI4iNEtTxCSzbg/P8i9AaiL7975H7ez+Bwn/4SxAZf11PdNzGZHd3F7du3ZrpNizLwl//9V/j5OQEP/MzP4NvfetbeOONN2a6zazCYvGKkvQtroJYTMpQ500URV0zD/P5PEql0kTu06xHOMwa27YXLtjHRSmFer2Oo6Mj7O7uLo17OAvm2bPIZajnk4rpRBg2q+ZfHEKEdYAACAAqBiwbIqhBRmfvLQGAHB+QFmStP9WaLAfwCrDqR4O3b3sgLwdZPRi6j7qwBaFiCKUAvwgSEhIET8Xwoxo2ohbI8UGFAkTjFPCL0H4RkS0QWBJ1IdBq91V2piAC548V6YzWZ7E4OvNYvK8qI58b4wj4zl+BnrwP3WyClAIJmfYo6noNwnGhvQJEvQ57exv69BA6vwFYEsWf+xX4P/zjS18dMgpBEMx87bi7uzu3JNTNzU184QtfwB//8R+zWBwCi8UMMc2TTCIW19fXp3afi8LzPDQajZlvZ9jMw1u3buG111671MIm6x8gWSlD7XUPkz6wN998kxdbU2DVR2dcBiICwgauOyHw+F1TRkrGERSNUwh99v4hJwehFUT9BAQYN9GyAWGBvDxEHABCgApbgACIhBGflgVBGtAKOr8BQWRcR60AFYJyGxDNU8j6yeB9dDzA8SEbp10/7zw7kZDQG9fN/gsJKm4DKoasHsCLQ/gANgCQVwStbQP5HKhQBhU2AMfvitbv7KvsjdZvNpv427/9W/jt8lceKzKcLI4tWjQjt+GQBr73N8CH34FuNUFaQ2tAKQBxAK0FqFEH1SrA9nWIg11QowZslCCfuwd98BS5H/tH8D71QzN/TPPisuE2ozBrsbi/vw/HcbC5uYlms4mvfvWr+O3f/u2ZbS/r8NklQ8xCLK4CsyxDbTabaTBNvV5PZx7eu3dvJlfWstpHuqxlqEopHB0d4eDgYGDv4fHxMZ48ecJCcUpwGWo3FEeg+gkQ1CDCJhAFuOURcPIE8IsQrZpZjDoeSBaA5IKTikFSgEQBUJEpOXXzECqEbBz3b8h2AelA1Af8DgC5OcB2IJqnIGkbZ9KyAWkBQgAEkJQQcQgRNlNzs+s+ACNOwwZEbYhr6fogJw+yHSN2T55BqLPyenJ8yOI27OIW8oUtYH3n7DH38Pbbb+Oll15CHMcTjxXxPA+O46y8Q8nO4vhcKLCJgCcfAO9+A3R6ALJcaK1BJKDDENRqgppNIGhCbO1AP34EnL4L6/bzgOcj+rt3geopil/+J3BeeXNeD2suhGE4c7G4t7c3U5fv8ePH+OVf/mUopaC1xs/93M/hp37qp2a2vazDYjFjTGsx5vs+jo8HLyyyxjT7/eI4ToNpkqHq5XJ5LjMPk5TaLF4hXiZncVDv4c7OzsDew2EBN8vOsl5UuOplqMY9bIIap0DQAKIWBCmgUTGizPFRVwIba8W2IJQQSgNRAPJsiKBuehA77xMA5dYhBwlBIuj8JkSzAqH7L/4REai4BVE/MS4jYBxMHQPtazvk5gAhIRv1s9tZbUFpuyYQR2vAsoD6MYQ+p1zezQNxBNmqpj/Sbg5wcwAEhAohTh5D1I5BXg5o1YDCJqi4bYRoYdMI2Db5fP7C1/k4Y0USR3JYAmxWRSU7i+NzbrjNwS7w3a8DR/sg2wa5OagoBkUKFLagwxgIAwgpoP0i9JM92LfuQT/bA4RA9J1vQeQLKP7afwH79v35PrA5MA9ncW9vD3fuzG7+5Pd93/fhG9/4xszuf9Xgs0vGmKZYXBVn8TJikYhQrVbT0tIoirC9vT1UXMwSx3EQhmEmP/QX6Sx2uodHR0fwfR87Ozsj9R5msVc0GU8x7mtzHuLyqpah6qAJalQgmhUTThO1gFwxFWjwcibF1LKwLmPT59eGICD8ImTDlJxqaQHSNuIMNoQlTVlpYcvcoO0EAgQSFoSOQfn1tqo0Za0mCRWm57F23OcSmlsbp1A0zoRkgkhEb9g0ITdBzZS3AiAvD9ieEXUqNo9Va8AvdD2u9L7iEGgLYJKWcRPb/ZjwCkDtGLJqyvpJyFQ8FhGa/bjgdXuZsSK1Wq3r+96xIsP6KpfNxWNncXwGisWjJxDf+wZQq0I364DnQ0cKKoqAVgtaE6AJqByCNIE2dkCnR0DlCKpyBDx3H9Rswn3zU/C/+LOwStcW8+BmTBAE6diJWbG3t4e7d+/OdBvM6GRvVXrFmdaCbxkSRKfFuAvUIAjSYJpKpYJisYhyuYw333zzwgXHLHFddylLOUdh3s7iOO7heWRx5uikYnEeXKUyVB2HoEYF1KpBNKsAaZDtQrg+QMoIxwTbhZAWqFlFiyT8wlrbQRNGOOkY5ObN1yAj+uy8Cb4J+51acnMQOu4Kvun6vb8GBHWIsGWcEcsx22v3PUIIEARkHAFuHhS1+hxDcjzAcvscTdEe35Eeh+I2RNgw97lWMo8hqJtk1c7jVdiCiFsQje5+SZIS5BUByzEhIs0KhBB4za1DfPvPgMIWqFgyvZF+8ULxOAwhRCoA19bWhv4dESGKolREBkGARqOBk5OT9PvEPXcc58IE2HnAzuL4dInF46cQ730daNYADVAcQls2dKSAVgCqV0DCAu19CGyVgdINqO+9AxzsA1JCPncX5Higp7sQW2XkfubLkIXhr7GsM+sy1OQi/ipkaqwKfHa5oixrj9llGFaa1zvzUEqZ9h0Omnm4KBJnMYvM2lG6jHt4HlksQ7Usa+xSz3mmoa6yWFRKAc0qqHkKChqQ0jYii0zihbAURKMCEtKIP2kDUkDEkRlrIS34LoCwaVy1ZiV17FIIxpUc4NIBAPnrEK3TPjcQaJfBFja7ehcFAKjI/ItMSSuCOmSnmJMC2sm1y07bolKpof2LANIyVZmIv97yWb9gejFJmDmQ9aOB9yNAQFBvO52bAHwAhCo5WHdcoHqQJreS7RlBWtwGrZXN/k6ZznLV89wTIurqpwyCAK1Wq6uvMrkQNe2xIr2wszg+URShENYg/uqPIRpVIGgagaiFGYHRaICiELBcUL0GUVwHNragYUG98y1YN+9AuB6oWYNu1KGPPoD9sTeQ+/n/GMJb3EXneTDrMtTkM2RZ1mYMi8XMMa03T3I/y9r7NC6dcyOJCI1GIw2mabVa2NzcHHnm4aLI+qzFaZPMrdzf30cYhhO7h+eR1TLUZd1nIcTS7ttlUFEAqp9AN04BSEgByKAJgExFqO1DeubcQ17ROG9xDOFaEI1K132RJohhYlDapnS0cYr2cqmt1NrnaL8INE7RrkPtvl9pAY4/POQGAPKbfc5eglARSGsgt9b1N+S4ICdnBCQARKHZx1YVIjjnfBUFpmS1WTEBPY5v+iMBM/sxbKbikdy8mSXZbPc6xiHWbQBRyzg2bh4AQbTqQLMCatWBvXeA3BpQ3AaKJSC3PrHrOAlCCDiOc+FQdyIamAB7mbEivSilVmIM1lwggjh6jI2/extuUDeve78IJRxQTNBRAAQBqFU3r/vaKXByCCWkCaVSMaxCHtjfBZVuQh0fg5p1OJ/8Ifj/wS9BWMu5vpgmcRzP9OLEwcEByuXyzO6fGZ/Vf1WvGNMUdknp4EUfdlnAcRzs7e2hXq/j5OQEuVwuczPzVtHtHYfEPdzf38fx8XHqHr722mszew6zeKEkKUNdRqSUmXNqh6G1hmrVQc2qEX86NvPuowYgJSi3BpDpcUPjFNT51rUcSFJAO+iFIADLBaSF03oDm8nICSKYslMyQTJxaBavjm/cygQhAccz/ZC2g/at2mmm7d+1XxNULCEVmdQuaY1jU+bZHNy/CLR7ETV1l88i6V80o4nIckwJbKtm5snZDkACUIFxK9uOALl5kLS6BLFQEdA8O0hGPOaNCA3qEEEdgxAqNgJR2mZmXRy1HVABNNslwPsfgiwbKGwDayWgsGWOyRKQ9EDato1CoXDu3446VkRK2SUiK5UK1tbWUK1W0wTYLJ7bZgppiGcfQj56FxRH8E/3ofLrUJYLhBF0GALNBhCYGaL62RNAK4hrt4C7LwMfvQdEe2eXaZ57HlAa9q27sF5+A/YP/DhERgOSxmEert88Zywyo8FiMWPMYnxGFsUiEXXNPGw0GhBC4M6dO3jw4EEmU+1c10W9PnjBlAUSx2ucK4697uH29jauXbuGV199NZPP4TyYpAx1XqxCGaqKI8SNKtCqQ6jQhLwQYHk5CGjj4GkT7CKFPBNSgBlPYXsQMPkycHzTw9cOdJGkselJI/o6cXNGMA1KGrUcI4wGiSmtAM83yavDUkod3wjHsA5YLrTldI/NUMqMr2g/3mGQvwaKAzPuA213MDoLSSPLgXJygOuf9S0OvTfzmEmFEIG5P+3mAcczZbmtWnosCDB9i0H9TMhGzfY2LSM4hTDHoPIMiAPg2fvmcRe3zb9L9DrOE8uykM/nL7w4ppTqCus5Pj5Gs9nEo0eP+saK9Ca+drqVV2GsCFQMufsuxNP3TV+xUhBaowELThiBNEE3agARiAi6FUBAQF57DlQ7BbUC6CfvmffvjTtALg+CAH3wDkCA/RM/B+f7/96iH+XcmEdiO4vF5YPF4hUmEYvnNfsvE61WKy0trdVq2NjYQKlUwt27d7G7uwvP87C9vb3o3ZyYrDuLiVN9nljsdQ8TB3iW7uGqsexlqMsqZC9ChQGiRgUUBpA6Mv1Krgf4RVhRCwhqZ66CND1mJCWQ3zACOQ4hHc/0NPbeueNCRq3Bgs4rAM2q6d3rxfaMMI2HnBf8NaDHCez+fdGIqE6XMulfTMitp/dBjg9Kkk6Bdtqp6a8Uzcr54s/2jOjscBO1V2z3FRIQNCDiAJA2KFeEaFa77k/EgRF65q/RgI1ccdN81zgZ3O+oO9xbN2+OhxCApc3PW1Xg4EMjuBPhWNg6K6nNKJZlIZfLIZczZb2Hh4e4fft232f5oLEilUol/Xqlx4oEdci970HsPwR0BMQKJCxorUCRQlhvwPU0dLMOXT2GKN00vYnVQ+BUg0rPgewchOfBvn0fdPQUVD0yVQV7HwKWDfdnfhX2qx9f9COdK/Mam8FicbnI9hnzCiKEmNrV+2VPRO0dqO44Ttp3WCwWu1zWZX8so5D1nkXbthFFUd8HSb1eT5NLl9U9zFLv7rKXoWbNWQybDahWDTpoml5EtKs3AUjSEEHNVIm6OVBbJKJVM/19ifYjgnRzJr20F8eHDOtdgo0AQEiQl4cIAwjXN2MjIFIHjCCMgCTblFQmozFAxg10/XR7A1+5uQ2gOTgkB4ARUJbdLTa1Sp3S9G+8AqBCUH7DhN+QAsIWEAem0hUA8pvG+VQ9orZDAAIAre+kj4Msx5SmDkJaiLUAWu19s712vyMZB1SflTqTtI3gbVW7t2975hiRCdDB6VNQ5ZnZVyGMaCxsAW4uM+/9YQyr6LhyY0WIICr7kLvvAq0GRLMCEgJke1BaAyoCBQF0qwH39Ahiuwz4BeDwmXEKN7YhnnvevM2ePoQIjHNOACi/dpaImivA+9nfgHX3pcU91gUxD7G4u7uLH/mRH5npNpjxYLF4hfF9H9XqgMXNgiAi1Gq11D2MoghbW1sol8sXhpq4rrtUj2USsu4sOo6DOI6Huoevv/56eiV8mVjmURSD4DLUy0NECJo1qGYdFLYgbAcWYAZuAwBpWF4OIA3tFY3LGMewXLvfySNAOr4RkABgO0ZkJWWeRFBW230khTgMYQtAegWgVW1rJ8KZ8oQRMEFtyLEkCH/NiCPLBtB2OKV1No7Dso2wLGwZAZi4kyoywtLNGdcwbA4/SF7RCL1EPPaMwoDjQ7vt4Js4MomnasjrUtqpg9r1SBLnUSsgqJn/cxugqIU1u2N7Ok4dRAAgv2hEIiQQNSBaA879OgbaJbNA0ssJIG6ZHtRmxbiOtmdSWAtbQH4DQmbjPNDJZUdnZH6sSBRAPvsA4uChcbfrVZPw6xehWy1QrQ5qtUyybxRCNqum1zeMAKkhyzeB00PTF3t8BJwent236wFb1yAcD1JFwMYm7H/w8+Y2V5AgCGYepsTO4vLBYjGDTGtB5vs+9vf3p7BHkxOGYTrz8PT0NJ15+MYbb4wlLFbBWZz3rMJpUq/XUa/X8e1vfxsAsL29jevXry+VeziMJBE1K2JxkjJUrTUajcZUYvrPY9nFIhGhXqsBQdOUpkkJYdmQYQOaCMLLA0JCxAF0p5AiguW4ZyWPQrTLLs2x1KRAXuFsTqKKIaTTJVYSjFDMd4mfToSba99u8HEUXrHnttQWhO3XRHskR/8NhRll4a+Z/XRyZ7eNQyAKzkph8xvnl7fCpKRCRV1OJHl5I/4Ipp8xakHk1o04C/qPRafzSLYPeOacT0RAEA9tM0yTYqOGKWv1i0YcB43+eZGWaxzGzmNm++1QoNjs/+lT4zxaDqiwBeEVgMKmSZfNgOs4r/PXUo0VIQKqB7D23gOCtvhTClAKBEA3W0BwCh0rE/B0emjCo9bLIK8IeVqBePYo3V/cuAd98BRifRNic9u8L+oVUGHduIlKAeWbcL70GxBrm7M4vJkgDMOZz6Pe29vDnTt3ZroNZjxYLGaQaX14JT2L80RrjZOTkzSYRkqJUqmEO3fu4I033pj4sa2CWMzCoiRhkHto2zauX7+Oe/fuLXr3xiIR6VmJnh+1DDUMwzQ8qFqtIpfLIY7jNFGxM6a/t6zM8zxYljX2a3JZexaVUmjWG1BhExY0tIpBKoZr2wAI2s1DRyGk1rBUy4iINgQBy8sZB9DfAGkFUjGgBSyhQWH/OfRM8PVAhHqosUYDfpfebniFhPByg0UX0E5F9QcH4ST4xeEi0Hagbc+IYGiIJHk0bHb1U5qy043Bjy8Oz+YtCmnmIRKZUr/YCMveVxQBpmQ2bKT3KQAoy4Hlt9NDwyZEHJhwody6+bvE6ex1EP0iIC3zvDgeRNjoPyYqNP8AQFgg1wfZrhHM1UNQ9RA4+AiwXVB+E6KwAeTWl3YsglJqqS7KzXKsSNEWKOkqcmEdliDIqGkuELgF6FoF1GqAohgkbCMoo8CUfFsOUNgA7e8BQQuwPYjrt0GeD4QhUDmCjJvAUTPdN9y4D3r4nnlMd16E89O/BuFf7d76IAiwsbExs/tPwgu3trZmtg1mfJbzzMecy7RExbx65DpnHjabTWxubqJUKuH+/ftTS2LNeglnJ8vYP5fMruztPex0Dz/66KOl2+9RyNqsxWFlqEkZ9/7+floxUC6Xcf/+fRSLxT7XuneRFgQBarVa+rVSCkSU9igNSlNMRGXCsvUsKqVQr9cRhwFsASBqIhYCluPCkgJxdHb+s2wLMmyAhAV4BdOfpAkWRVBh74UoAUuiKw00/c05QlF6eaxRrWPshYDpU5SAbZuFreN33QbQIAKk5ZhE0EEPVFqm9LWz37AXf21wT2WyKWmb/UjHfbSxHJBjXFQIgIQ0MxaHbwlw88aZ6T0OlgNyfdP7GIcgFUM47kABbAmkIo8AULFsekdJGfeXBl+UoLAJeO0yVaVA/hqE1kBYN2NAev/e9sxz3mpvy82bY9l2HUXlmel1BKCLJQgvb9xSv7BU57tl2pdRGXmsSNgEDh4CR7ugSENpwG8eo2X5qIYK9tFTUBhCRzHidim2Gzbhtl/vUXEbyBUgSUNuXwNVj+G1Gqaf8clDU2nQAVk2sHnNCEUvB3n/Aewv/oIZFXPFmXUZarL+WaaLHwyLxSvNrD5c4jjuCqbxfR/lchmvvPIK8vn8TLabxQ/KQSTCZdbR1KOglEpLhEfpPbRtO5Purm3bmRKLnWWoyXO0v7+Pk5MTFAoF7Ozs4BOf+ETXB/ogATdqTP+gcrIkUbGzR8m2bUgpEQQBHj582Ccs5/nhr7VGrVpHpEJIALaOASkANw9BGiIKoJPRDELCsh0AhNjJg5QCYgUhNGwQKO69oNYWip3BLUIClgth2+3B9htI0l8IBGgNIS3EYRPaciF7zlfSNY5g37MkBAAbcFyoqGXKJyFMX5Zo/7OsdhCOAJycEXGkjNuiFEhF5v7PcSzJ8Y24GyB+AQBRAHLa+xw3QZBGQNoOBIQp6Y1aZpu5jeHbapeKGjdxHURkQoNy68Z5jJr9zqPlmm21hac5Ru1wIGmlPYgCANmuSXMNOkSzitqBQhbIa4fZRC1Aa9MzGdS7+zE73VFpm4TYJHyocWpmah4/Nsc+twbR/rfIoJxV+fzrImwClWeQ+x9BqBhku+kFAksQVLMFp7oPWytTXl1YA0URqFED+Xlo30dUWIOKYnhHj4HTs5YbDYmqt471xx9CWzZ0YcO8NlwPwnYg4wiy1QCKaxCvfT/k5/8hhGDxAsw+4Ob4+JhdxSVk8StSZmym+cFgWdalm+OJCJVKJS0tVUotrGdtGV25cUjc3kWIRSLqmnsYRdFYz6PjOKjVhpTILTFZcxbjOMbx8TEODg4QBAG2t7dx48aNC+eLTvreGOXKf9KjdHx8jN3dXdi2PTD4IilP63Unk3+XnfumtcZprQEVhSDSsCVgAYiFBCkN19KgsGGSOD0PWhOkQHd/ItqOBzSoY2QFCRMiYzkONJEREVqDtEp7GmlQCSgRpJcDtZ2rYUJxMML0AHaJuHafIZRxwGIN6kgBpd7b+2vQcQj462l4SyooVWxSV6NW93iN3ofgF83ivfOiQ3sEx5kD6YE8zxiluY12H+QA8Wd7xvVrH49UPAKA5YIcH0or6KAJJ1cw2w16HVMCwmZ6O7Jzpt9RK9O3OPBBmPEdGjBCVWszRN3Nm/0c5DoaS9dcMNDKlOg6rrmvsAXROAU1To3zaTlAYRPC9SH94lzF4zK5+RNDBDQrENUDiJOnaRqwCFvmNeDkofcfAY0aEATmpej6oNxa+7Z1iNoJRByBGhXI8i3Q0VPYSgFrm8YJdlyQ7YAaNeQadYjCOuywaRz5sIEwvwk0a5CRuRC0e/dNPMvdhPvNvzm3r/IquWCzDoN79OgRbt26NbP7ZyaDxWIGmeYHUNLrN644SWYeHh4eolqtYn19HeVyGW+99dbMY5WHkQitRW1/Gsy7nHaQe7izszN2wBCQ3YCe5ILJskJEODk5wf7+Pg4PD6G1hu/7ePDgwVizKZPwmVk5+47joFAowHVd3Lw5OCkwSVNMBGQS0X94eJg6lwnDyl4TUdn5OIgIp7UWwiAAaXPxyxYEFYXQ7d+7Trs/0faM+xeGcBzHlC12PxhYUpoyVMc3g7q1AmkNW0rEfSWpMOE3QwSfdM+EYt/vzu0xHCQUuzaKJExn8M0twLLObh+HZ+Iq+ROvYASu4wOWnbonoh16QypsJ69ecBHIKxhx2C6D7RKQTnv+YhyBpIQIm8P3WStzPCzXhM1oBfhFCDLlpZ0jM5LtCL9ohGuyj0KAvAKEkEZEh61UPJJXMPvWfs4puTtpmWMgBBCFxjV2fJMy2/n60DEo6OhndXwI2zGjVrSCqB2ZcBXAlMr6BQiv0P4/P5OkVa11dsVK2ALqx0Yg1g7bx9ysRUT1AAhD6GrVjICJYuMOO2332PFMcM3e+0BuDcjlgdJNk84bRRBhCyKXB5p1k1TcrALX7wGPvgdbq/7F77U7cJ48NK9BKSF/9Gdx78GncLdnrEhSrj9orMhFCbBZCVEbxjwuSuzu7nIS6hLCYvGKk4TcnNsvACMqEjfj6OgIjuOkfYdra2tL4eYlwjfLYnHWfaSD3MNSqTQVFzirfaPL6Cz2htNsbm5iZ2cHL7zwAo6Pj3FycjK2UJwHF6WhdqYpnhfRr7XuE5W9w8ST+yuslZArrsG1dPtxSiAOEJOGtBwIKWGRgoo6RF5bPOqwaXrwbNc4SACEChElYiZ5XRBgW3JASSpMCeswoej4g91GAMLxzu8xvIxQlLYRPgP2NyURikCaptolJoU0YyyoHXYDAFq3yzSDtgATQK545hL2Qto4gJbTfrG6LgAAIABJREFUDpBpgdy8CYohDYQBoMIzMSdNv6gM6pAC5vGp+Gy/3Jx57KRAcQxh2f1iHwDC1plgbc9oJCFMbxoNeK8TpfdD0oLIb6JdQwyScV/Canoz84oBxe15fI4PYTkAaVAcgppViGa1LWrXQKQhvRyEm4fwchBTSFuN4zg7IiRqmYCl+inQrEJAp241EQEnBxCnR0CrAQqa5vUWxeZ45tcBz8w6NfNAAyPkpQXRqoEkzAWSxx/0u9l+wST17v5d3y4RAHHzPuh4H1jfAlwP8ge+CHnvYwDGHyvSWbLfaDRwfHycfr+QsSJTJIqiqeVMDIPHZiwny/mKZM5FCDHV8RmDElE7RUUSaJLMPHzppZeW8mTmum4me+Y6mYXg6u0hvYx7eB5ZdRaXYb97w2mICOVyGc8//zzW19e7FpSTjM6YF9M6L0kp0wXaMBrNEMe1AII0pNAgkoCOIVQLTQKkZUOSgg6qyHlnCxxFZJwgRRC2cQ6hCULHsIU2SaedtEN+KOo/t0jbBqK2yIAwTp6w0vAaTWRKHjuWr9VaDWvFNRPUknORiBIAJkCG2ud4onaP4tnvkv0RwvwPMottQe1yWN0OfwF1D6jvxcufn5pqt/tdo7Oh5F04nulzTIJm3JzpG+wpZSUA8Ivm2HU6nJ0i1smZQBFppc7iUPkUh8bB8/JAHBunMmdGgVDY6kptBdrCz8uBOstYHc+4T1qZQKFErAhhxpJETVCPiCc3Z1xB0qCoZY65Z0pzqVPQq6irJBi2m44oIa1AUQAdtQAct/9AmD45Nwd4eUjbg3C8sVJXl6XHvRdS7ZTaVh2ieWpEotbmtSckRLMKcfQEVK9ChIF5PnVsng4hABImeAixeY68PFA9gaifdm9HWqDrzwO1U3Mho/zc2ftQCJBlAXEEoRXEzbuAihG1WpA6hhSAKGwCzz4yrzlbQvzolyB2xi+D7LwQdu5xmcdYkRkxj8qt3d1dfO5zn5vpNpjxWb4zDDMS0xSL9bpZNPTOPCwUCks9TL0Xz/Pmku46S6bhLM7SPTwPx3EWLromwbKshVxk6B0/ks/nce3aNXz84x8/9wN51NEZi2Ae+9YKIhxWQmhNcC0NTRogAdeWIA0oKeHAaCtPKig4gO1CQ0IpgkAMS3a4GQC0VtBRAMvp+Uhsl+3qKDAulrQhpNUWfwKKYpBrmbLWjvOxFPZQV9CWEhS1QIN6BIkgXR/U6Yx1IKQNQBlh2P9bU0rZPv7C9syiPElcBYGUgrRkOu5j4DLT9U3YzDk9jHB8szDvcCMhJchKhI6AjmMI2z5flHbcNnVZLQeRsKBiBc8xx1EkHp6/BsTBmfiLgo6SVwtkexBCQseBcYujoFsoAt0BNhAmnbXtBuoBoz2S2xDa4tcrmudaSsDNgaLACP8eSAgIx4fuefxkexCWSeyEjqGiEFJYoNoJ0nuxbCMaHQ/C9iAd1wQoOU5f0MqiZ8SSUuaCSdjxLwkNcnMQSgH1KlDdh6hXIILQlJ9qZV5jcWwcZWmZ+l3LAfkFkw4spBGOqn0hpFAEfN/cdxgAa1sQ1RPgyQf9+2XZwNZ1iMfv9/3OAaC8vHkd7++aH66XIH7yyxAbpZker1mOFRkkKj3Pm5qonEfl1uPHj3nG4hLCYvEKk5R6PX36NI3aL5VKuH37Nl5//fXM9UF4nodmc0BJUoZwHAeNxjmlaUPodQ/z+TzK5fLU3cPzWGbH6zySMJZ50Gq18OzZM+zv76fhNOOK+GGjM5aBaV3EGkQUxzg4jRDGJpTGkTGEtCBhwZIacU/JpedYUGQhtiyje4jgOxIq6tk/Ivi2BZN9KkDShoaAJkDrGBKAlF479ROAVohVDBsa1oDnTEqrKym1EyEtWGKIEOsQisNuC6HPSmN7sZy0nBRAKijp7A4gLLs9BkQAlim9FVbHQlLA3L/QAOnBwskrDBeAibPm5gBBxnVzPFOa2RZHFAdmlAUA4RfM4+0sJSUNux1OBBUaEegVjEDXZkbosAAbilrmb6VtylTdnIlJUVFH6SzS4yLcnLldIiiFZZxHIcxjic9KZM1IE5E+P52vIrJ9cxxB5sKC7RiB2RfMg7azam4vvTwgAa1i45YKAWgCKIYOmhCtOiAktOuZskzACEnbhbAcI8bDGGuOgG7WTDKutFNn+zICgci81kjHJggpNoFGiKP2YzCvcRk2jIsYhRDNOtCoQYRNiKAJEUemr7BdrmtcdDIXVxL3j8xtU6LAbGdjBzh6YgJuevetsG76FJ8+HLzv6yVzn08/Gvj7Vm4dThwCp4fmBzu3IL74SxC54sTHa9qMPFYE/WOQwjBEvV5Pv0+qlZKKjcQB7e0J7+0F72UeYnFvb4/F4hLCYjGjTPohkMw8PDw8RL1eT2vwP/WpT828Fn3WuK6Lk5OTRe/GpRjVWVyUe3gey9C3OgmzDLjpDaexbRs7Ozt49dVXL1wADGNSUT5LITfLbWit8fQ0RhAqABq+TbAEECkbUaSRdzTiOIIQEtJyoABYFKEVdRyjVCh2iDghAOnAtgQUAUo4XSLccSzocLAo921roN6LlYKMIthW//tPE0GqGM6A36WJqcGQi11CAuKcHkXLMb8b5gYmMxJ7exi1cSkJgPDy3eJGOkbkSav93m4v+Ntlt4Pe7QRhBGDX6Iq4p7RXmHRVIc192p4RkAP2naRlylSDpNS3vWUnb4QRKVDYdvbcnNEiHeKiy6G1jMMsINrPM/WXFpPu7oEUFuDlQQKgOB7eA5qIZMe4lKQURFKmq5VJo9Xq7JhZLoRlQ3fu66Dn1l8zz5EQEH7RCDhtUnp1aBJchXRQdhSiZx/0315aRlgKGMdZCKDDaTYP0WmX1rbdca1NXycRhJAQzRpQrxjhHkUQcQyoCFKZMl4ZBW2XMCmnpvZzi6SmOnmEILRfx7YRtOT4wJpzpiWFNF8n+7J1vT/dV8r2BRMCnrt/9vNEiFq2EZsEYGO7vQ/pLoCkhbhSgVPcACwJFDchfvgfmh7ijDLqGCSlVFdYTxiGaWJ1GIaIoghEBClll6BM/q9UKlhbW5tpqNLR0RFKpdm6u8z4sFjMKKMuzHsdJ8/zUC6X8fLLL6NQKICI8LWvfS3zQhFYjTLU83oWk+cymam3CPdwFZl2wE0URamIr1Qq2NjYwLVr1/DCCy9MpbdomctQhRBT2zciwrNThVorhhQaEoDvAGFEMO8QQs4FiEz5Y6QIMiY4VgyluvfBsyW0VhBODhoCSpNJlZUSYdR/zrAt2bWQ79gpOLZlFv8D8Gx74KI/EdAS2qRltvsmk9+FsYZPDQDGDRKAGUEBI8AsKYb3IF4kFC3bLJjPeY0L1x/oglEyHiMZRq5is2O213YkLbOT7bTYZDzFMIwoPROTZ0LAzIiEtCAARGETChZc6G7XMbmfODCtbABgu0YgdAoGFfWLWa3bcx0l6P9n7916I0vT7Lzn/b59iCNPSTIr69DTrequRnV19/R0GxhYluyR7bkZ2BagsX0jSDcCBN0J0I/QnYABpH+gP6FrATMSxrJkyx6MBmqNu2cms6rJJJOHOO3D972+ePcORjAiWJlZZBZZzQUQmWRE7FOc9tprvWvF2ohc3rcLHKEyO+ni/ZMMfLpcqyIOSTMjNdFCbNBo6qnIEvls/68Ly9MkQ3AN6avnHGkFSWp254XZyZVLMD4zlbEqqcWTeUucdVWBhhqpKySYKkiojazGALGG2i68SAim/mmjJMfYvJbU7tvMxWr7mlS9+ml/F7E+yhiRslzZUlXMOirAdDlVd87hsi5sPYGTv7LtXQPdfx/GF0Ze192e96A3wB1vUBtV4elvIF/8kiHAFPjub8Jf/59Mif01gPeebrf7pecLMcaVBNiLiwvOzs4Yj8e8ePFinqy9jlS+ba1I+93xUC88f5PxSBYfKDa9mVSVy8vLeTDNYufh97///ZXZhnehNrwrtGmoDxmLymKrHh4fH/Py5Uvqun7tTr2vEw8tyj1Jkq9EFhefp+PjY2KM7O/v8xu/8Rsr4TS3gftsQ3XO3crnydk48PIy2nyhCN57EirKxkKaJB4nkVllChGAA1JfE4MRMt+EpjiUoqpRErP4NffPU0e9hih659aG2aBKmiamToozW2hj91ME1wTaaDq/u03aRbOrxlBRrjk2PknJqoJ1z2iMkVDX5M4byWnEG5mzSYcTxWXZFcmcb280kadJTVXHsroFc2vqJusrmFVT66sgmHbntK5oabvdZwboFekTsW0Itdk5m9CctdZMTPVUmqoRl5BgAT/ivL2mrttCfQpJatt+nWA0twmCxmCfSW1IUXvfJqzmauYysQ5FcWb9LKfWP7m8lcuvjSRvglSa39NOQzobQhUqKAuknOFULfClqkEDrg6I1kgw4ijNscIb8SJaD+biRQBZJGptyNGCbCYtYRe5Ugl9YvOk0KiGlhqsCEsfTe0cZru8UDf311XVN2+Cl6oSQgQacu6aDRMHqZFjQm3HKUmhv9eom/b9oO3/69LsrYMdI+BVZbOqqmY5zXvIyxcrr5n5pj95Dy5OkdMv1t/uPOw+hS9+efW3H/03yE//e3gkJitwztHpdOh0Okt/H41GfPLJJ/O/t6NMX6VW5OLigr29PQaDAefn52xvbz+SxXuIR7L4DUBRFHNyeHl5yXA4ZH9/nx//+Mcrb/Z1aNWAh3SCvw73IdXyNjCdTvmTP/mTJfXwRz/60Ws9l1832pCbL0uEu094G2VxXTjNwcHBO+kZvc+zoV/14tOkiHxxroRQN445h3eKxAqcwyeOOkSESFUvnsAqWQKIzdzUIVIHyMVmHa8jS4Wwhii6ZlbNiGB7kt2SQaUMgbhoI21mIdPUU61ZHkCaJMv21wV4nxI33Gb1HhmxHSeU5ZP7oIqLdpx0MWimQRWUxMkCsUzmxEEasjtPD02yZpbM1CeNtVkc8976aooWjdK2eJ+5Gtn+jiCdoc3lOW/BOxob8lctbYP4xIKG2scudEPaAUua2cFGnWvWs6oiBmIZrLrEeZu9U5CsZwQ+1EvqowIuzVAcutCjqT7DNcmkGmp0fI6fXuCrAi1LmykMVq0hobIwlxiMXGk0IuWaOURi82+78Ob35jlB1QgTTRdq8yOt9RLs/q4lWs2GazBSF4IdiJYcijR/r5DYBB0JNivYxu5qNCtmVLQqV4/jwvEhb9So9kKVOEuabf+mjU06NyukjM4R2tfFtZCf3JREeflicy2JT+DgQ+Ty1NTQJ+/ZvjWhN9oejzSFyYXZhZ2HcjqfibV19SHLr4JsgF+89wO+/bP/YcPePmITiqJY+m5fTK1+21qRf/7P/zn/7t/9O8qyRFWZTqf8vb/393j27NnSz/vvv8+zZ88YDN5urvQv//Iv+ft//+/zxRdf4JzjH/7Df8g//sf/+K2W9euIR7L4QBFj5M/+7M84PT3Fe8+TJ0/Wxuy/Dtr6jDfpbbuPeIhXo9aphyEEnj17dq/Vw01oCftDI4uvc5FhNpvN1cPZbMbu7u7XMiP6tjbUd/H+eNt1VHXk8zNlXFh4TcvHMq94UcrgqWpwEsl8pA4RVVMYwSEEZnWrMmrzWCHUq9bN1AuxMhJiVkrrJIwKqoFK2xNz5kpkmnjqDfZwUxvXE8XkBqLonCeGDbZ5VZI0JW5YrjhPomGZfCwtPCGhXn/yHyOzqiD1bm1Aj82FZWa3jAHJ+9CqUFEbctLMOWq8UZUkzY2ItKEwC52J7XZqkuF8ox6q2sxfXa0IPioOl3Ybe7AuLYPEUkJVlViXOJ/YbOKCXXhRCbXdTFCfNME0EMsZOj0nnZwj0xGumOBmEySURggbe6aKs+PaqH9gip+iTSJsYjbPepV8qaodE9fWOVQQm2107srSKWIKozYpsLElhEbim2epOS4CWd6E6lRXNzgPeWJ22RhsfaqQOvBiwTOhpj0kgkDim8Tfhrw6aQhYgWyYpxVAfQo7+zA6RyYXaJqjW7tXNSU0KnNVod2+kcTjv1q7PADdOYRyhhytD6gBoL9thPXk1fLfnbeE2zS3tNS6MoLZ30ZF0O/9lOPjEd/evORHbEA7z/imuKlW5F/8i38x//+/+lf/in/9r/81/+gf/SM+//xzXrx4wS9/+Uv+7b/9t3z++ec8e/aMP/iDP3irbU+ShH/2z/4ZP/3pT7m8vORnP/sZv/u7v8sPfvCDt1rerxseyeIDhfeevb09Pv744688B/VNIYvwMFTSTbOHrXr4R3/0R+zu7j5I8vsQ1d1NNlRV5fz8fE7k23Ca73//+28dTnMbuM8zi2+Do3PlZKSE6MgTU1ZS70gclFU9P733TslcBPE4n1BWSqiUThqor80oJh40XhEDQazSoQk0Dc4TonLVVRDpJBZQcx3eycYZxcT7jUTRJ8lG1VDEXYWCXIcqSZYRy82JqtaruP414NKMWK2Z2WtvTzLMo7CeaJbB7KsZzczdtUOithAk1iCJ9QS2BApTq2Jd45LsZlWSxr5aFSvHV3FEHD7LrmyCoSaU09X9UlPFIoLLLZU0hoAkKZJb6A0xEENDluoSf3mKn45wkwuknBlpqxtFEL2yK2sT1iI0s3/LNl5VhSQlem/hL83PClLbD4mmNKoAWY6m2ZUCGarGFuytd7As1j+HIk1CbAfrIlQkBCPYMdgL/NqFAs1y6PSsbkIaLTbLUc2vgmtQI5CJoGmKlAVSXS1Hvb+yliZpk75r85q8fI6cfH61iVVhqabzxybw5H3k8gQ3sgRS7fVNhUwz1DVztVWF5h3k6C83zi4C6MGHlpS64T5SV+j2Ppx8Pr+Ppjn8d/8rYe8Z/vQ/blz2I9ajnVG8S3z++ed873vf47PPPuOzzz671WW3CiXAcDjk008/5fnz549k8TXxSBYfKESEw8PDW+tanM1uuDr8gNDO/N0ny+am2cNN6mFri7yPRctfhpsCeu4rFsnXunCag4MDvvOd79yb5+OrxeHf/Rf+6+JsrHxxDlUA54Q8qcgST1FDIoGySTMVIE0sOXNaLxoHlV6m1+yodi7sRcDnBIU6QoyKC4p3SlyjxnVSWascChZKs46WOeeIa5TL9ra5hXJeYWC2wtl0Rq/fRzXaTF17Ot64BAUhtume1xEbtaedIZvPsJmy5cQRQz23KF5/pl2W36gEuiQnk3I9iaUh2hFSFub+6rhEO8sAiWsspE0vpXiH0KSfakQjCGEjmbSXqM3exWphXrJR3KSZFUWb2okkhbpYThetCmRyRjJ6hZuMccUYV82M8LXzeD65snOKLV9UUe8suRPm83qa5lbQ12xLG/qiqo1ilwLp/DnRUFtnZaiRaxcUloiciBG5GpvViwJ5jopvVMXY1FVURtKyHKlmVlNxfVnOZgUt/ba5JdbIbAoN+bcLJMuqpyLoYDifJSSGq/+326zazF8WVk3hHHJ21BybDHpDO0aIzSBOLqGYwv4HyOUp8nJZSZRyZn2LzT7E/Q+Q2QXu8hgcaHcL8m7TnWmzp5QF5F1kQyXGfH8OP0KOroJutDdEf+d/h50DysnkGxHo965RluWdO4aeP3/Ob//2b9/pOgB+8Ytf8B/+w394J+v6puB+nP084q1wW+E034RgmBbtvnzdZLGua05OTnj58uVcPTw4OHit2cOWcN0XcvImeGjKYkvki6Lgj//4j4kx8uTJkzsLp3kETAv4xQnU0UhP4sxuWoWEulS2OkYU08QT1FEFxWugDoufdS1RDAiCSzyKs7EtF5hWV3bU9v6p59oyDHkia4NuWoWzVZ0tWKYJtlFBvKDO+gPbtdnHsRI1El2yyrlUqV1KEaBJA1lCmmxWKkWkIYOLUl9DQjEls65Km02U5cfZ7Sn1oq10fjuWZOmaJFvJ5kEo2lQYCCBphqtrnNusaqtPyVhUdNVSP02spKwDUaGTGhGK4k1Ncw7nXJNMGpgWpVWdlLNVK2dbxZEkOJfY8kvr6svOfoWfnOOnI6QqmldA8yRoY5sFS3ctC+RaAqo6b2S0mM3tnkvrFkGy3B7bJjeuPlGQd4xkljNbZqdr/yJ2NSOqzVEmKTIbz4kfMCeGsrBszbtIp2OWUu9R37f50mK2NPMnMaJRIXHIbHJFdFsVU9zV40JtRLW/Zamp09XuTM060NuCNJ/Ps6KKnB8v73JdwsXJ8rHcewbdnimmO/tEbQji+Nzu396vN4SsiztZDrCRYgLF5GqZW09AA3L2BdrrQWdg6qh4e+OVBUxGtj+LRHH7AP1b/5vtB3ZB8CGNSdwXXJ9XvAu8i47F0WjE7//+7/MHf/AHbG1t3em6vkl4eGejj7h1dDodzs/Pv+7NuBV8XcT3TdXDm9Cqow+xDiNJknuvLMYY5zbg09NTer0eIvLagVCPeDvECH9+LIwKcGKzWImYtlYFm2kadiFERxUdZWn36yTLRFGATuYIamSjCkAJoPRSpapXGBqdVKjqVYtp6oVQl00QpJEWxE7qRZRKjQCFqK2AB0HJvJsrn6ukVAhrLaJKliS4DfbPG4kipr7GDcFGZnld/1jVSJLmG2cnbT4yo16xvbq5BdOnWVM9khvNvBJDmXfrtcEx4u2k/vrSsg4Zy6qms+E/iJG6VmZVTTdN6KT2eWlRRk3QizhTjJ3DAXJ+RHr+K9xsgq+aAngUK0WM1gHYzPzNUz7naeBiqp9JnESxsB9tKk2k22dpMlC4Wm5blaE6L65vlTjt9pHpuFHymofGAOXV8dAkRbMcKWa4ujSLZp5a2i3OAmnKwvoZuwOcRlw5W5gtvPb0NURQm3ReN1mtl5C6ao5P8xjnTcnDZkQpC0uavfa6laqA82N0e98U4ouXaJKhu08tFCnURv4WEm51uGeE++xXy8ta3Ob+FnQGRkarEplccBPiwYfI6Rdz8iuhhvEZjBcIddqB4RBGp7B7AFmHONyDn/wte64bPNQLsV83iqK48/C2uyaLVVXx+7//+/zdv/t3+Tt/5+/c2Xq+iXh8xzxg3Jbq8U20ob4LfBX18CY8RCtni/u67YvhNNPplL29vfn8oXOOP/qjP/rGE8WvUyV9fiYcXRgxDGphMv00EKLNFzoRvMB4ga+0RLGqlSRxiHiqKCQ+MC6vkzGln0FZrZK0TuoWElEF740Emd0zEl2XENQaCpqH56lQV+uJWZ56qmqdeq7Nbetf/1mabAzJSbzbSBQBnPfEDfNZNxFFMCK4iSi2quzG28XhvJvPXq6juT7JVtcvHm1SK32SojESESTrXS2lSeOMMeCTDC1n9PNle6ATM6/GGGF8Sn7+BUkxNvITa1xlPYcqHnUeFY8Q7LWe2nrbahOZTaC6RlpEzNY4G1v669KxsYuA2h0g08na1M55IGl/ywheqNFu35YLFhBU12bLFLFlTS5xkwX1telBXFx37PZtm52gkloQTzFduw3Rp4hP8A1BVCD2hkaQxPa7JY/qPfrkfeTyFH9+tLQcFYdu75n9OVRw+coSULPO3G4KjYp4TVnU7gAd7lo9yuQSLk9XtnMJSQqhwh1fLVfzbqNiZqZ0z8ZQzGC4s6I6Xof2tu1YX9g8JJNzdPcQfva7TcDOFR6VxbdDWZZ3ThZPTk44PDy8k2WrKv/gH/wDPv30U/7JP/knd7KObzIeyeIDxiNZXEWe54zHq3aa24CqMhqN5jUlX0U9vAnvkvDeNtI0ZTq9OdTiXWBdOM3+/j6ffPIJ/X5/7XvnPs3zfVNwNoG/OPFUUZsRNMGL0k8D3gsahFmtDLNIscCFBKWbQYiW6Vk259a9LK4lhL2UBaUPUCNY3kFQwOXUQecNBoKSJXGtLTVN2GilzhK3gShCdgNRvClN1TkxW+VaKEmSrk11hdcgikm2Wa1sgnI2zV36JCWG+sbbNdSbQ3yaovOwYUZSxOGSBOp6fh8Vq/Uoq4osVuSXRySjM1w5xZUzmyVUe/5EaWYOBUKNuzb/qOLMbjoZzX/HSTOLp8Skg8TaAmma5FGaXkxRJeY9JFS4yeXa7QeInb6R1oX7rCh/gA63rZNQhDjcQaKaolZMr6pDgJj3zF67YZ3a6RM7PbvYUZeQ5vjzY6ivngPhysI5f1xviO4+RTQil6/MDnr9+dA4J3na6cHuIVJMLdl07xlcnprSuLJ/AsM93OXJ3F6qSWKdiWlu+335CqlLe66efACnn690N5qV9eV8H3R7vwmlEvTwW2ZNmI1hfLZkEdadQxi9WlJO48c/QX/zd1bmLuGRLL4tiqK4U9tmO1J1V9/Bf/iHf8i//Jf/kh/96Ef85Cc/AeCf/tN/yu/93u/dyfq+aXgkiw8Yt/Wmuq0i7fuAPM85Pf2Sq5pvgFY9PD4+5vz8/NbUw5uQpumDJYtfpw21rmtevnzJ0dHRUjjNt7/97S8NNGgTUR+SPek+k9uygp+/9FzOjBy6ZgArcTZrOC0dWgsikUEWKWrFO/ssqoKQ+sjo2nlpJ4nUa6ykuW/r6lKiOuoIVYQ0KnUM8znCKyidDMpq9TPPCVc9cteQeNlIIhPvVsigNQ+IVWSo4nwKIoxGY+sKE9OlBFbGF23+0Y5JbR0hzd+vttk7Rx1qSNZ/DnknRtKTzsrrxLWBIddePjLf7ub1lXpWoM2coyokfonsWIBotCqMUNv+tT2FC4XyriG5YSHgBFWSy5fk41f0ppckVUNoGmUQjbhiYdbNJQTvTZnzaROu0uyAOKiaucIsXyImMckAIVkgU0u75xNCt4+fjlGfoP3cgmOcv1IMQ7BeyPG5zcptQOxtgQhu3JK/5ftqmqD9bTTrI0liRG70anVBDaSY4EINe0/NblmXXGZD+ltbpo6Ozlb3Z/c9pC5wx1ehMNobos0MHxenSEO01XtLLX31K+SVFdzL5GpERbeeoHnPlNKLExjsmCL76ioJFRrr7bUZxnj4kQXvBCO53JCUqwcfme102QzcHLPcajCSHE08Mjq3FNd2PT/8m+gn/9VVwM81VFX1taZZP1TwMF5hAAAgAElEQVTctQ314uKC4XB4Z99pf+Nv/I1vzHnu14GHc2b0iDvHfa+ceB18VVVuUT08Pj4mhMCTJ094//33+cEPfvBOjk+WZfdCnXsbvOuAm/F4zNHR0Vzp3d/f51vf+hbb29tv9KXTdi0+FLLYXuC5j2SxzN7n//6rhDIKuY8ISlRHL40EVSZlu82RYR6JasX3k0rsbx2luHa9IXWKqoWjJF4Q54lqy5k2nYuLEFESF1nDLelksqxCzrE5BEfU0iBdm8IpzQwc9k9sg0fUklfbwFUHOF1OYE06A2Y1CJHECyGsn2+8ydKaJG5DKI9tlfdu4/swvaH7URqb7iYV1Cyl9fraDoUkS9GyJoQ1ybLe48TqROZqaFTSiyPyySm+mFh4Sgw28xgqq2moKrNjprnNuKnNFrrZiKR9Gpv1xSRDAVeMVtavqsTBHu7ydEXVahG2D5DJJUmj7MmaypTLdEAnzEhnjWKZZsSsg2ZdI5BYkIt2esjxX26sMIEmkCbr4iZXap92+2h/22YJiwmcn8y3N+5/iIxeIa0tsyoYUsBJsy15Fwa7FsZUlpAmuGuWUTDSeX3OMA52kFAhp5+vDfcBkPEZMj6zucX9962iIs1sJvTydO2+qgi6/4ER0IXjrlt7aKdvF2cuz5BibERwuIc7/XzNktpjFtDLV7D/DH/y3JbV6cJgh/Dxb8GH39/4WDCy+JiG+ua46zTU58+f88EHH9zZ8h/x1fAwzowesRa3eaKY5/m9q5x4G7xNwM119bDf77O/v/+1BZ7c17m/10GapndKFq+H03S73VtRetu6kocC5yyl800uXtw1sTy+cPzi1BO7v0EdhdxFghqp2sprqhBRFbJEcU2dxMVs8StI2eoos2pZqUq8kiRCHVMqlTmR9KJkfpUogtJLlHIl6AayBKo1RNE5IUuMgCdJk9SpQlAhBCORk3UkEiXzup5goqZGrrkNlDRxa5VSuNnSmiSOuOE9JiI4J+tfy6qk6Wai6L1HY1hreRXAp+l6S6sqPs0glMvVFe1jncP7hFjXRAKiQjY6Ir18iS8n89lFs5EKmmQEl+LE4eoK0WB1D6EmpB2kmuHr6yquErYOcBcvLVE16zYl91c/mndM4esMUNpgmtoIjzh07z38DbNx6hN0+4DhNSIjKL6czpWycdLFo3SmF1RZjyrtgE9wGkmKsd0XTKHrb+OuB8HU5VLaqGYZuvcM9R4ZXyz1F648T+UMPTtC9j9ARqeQDC0cppyZ0rcu4bW7BXkHf/JXzfpydLBnhPPiFKmWLatx7xkyucC1ymO7nE6P2N8x5fnSHqe9IaT5WvIn00tkemW3jU9/wwKmQo1mPaTcrPyydY1QihA//etw+K2Nx6bFI1l8OzySxV9vPJLFB4zbPPlr5xYfOlncVLC+iPugHt6EhzyzeBc21KIo5uE0k8lkJZzmNvA6r5v7BO/9vBvy68Z4Bn/yeUoVzC6oWhPVETAL4063JoRIJxWK2jEplWFHmVXLn1/DTmRWKmliyl0dhbJWElm1pILSSZVyDWfaFHTjXWMLTRIiQohCHaEOQsfBRbH+ePY2LI8mZXXTbVnq1iawgpInfiF0ZxlZulnZS7zfOENo1RosJabOqYEKWeqtrN5fdfBJY/RzrSXWedpb5v9ERZr0Wkk7S0tu7axRo6XIOm9W2RhxaWqqal0SygnZ5JRsdIqvZrhoymH0ztREEevTa+ockunoWqVFYsmWoYbeFlGaZNImwIYQ8ONz6/4DiPU8rChu7SOXr3CT9YnfOtyz/Z6NYXvfyIjzV/NuTfWHhOpGxUuxebze6edz+2QaK9JrMnmd9xilA9CadHxJF9mYkKsi6N4z5PxXuOb9rt0e2t+x/b44XVYId58idXFlCx2fm1UW0DYdNEbk/CXEYGE3579CLq7m/KWu4OxXV+E9Owf23BRTSFLctWCc+eOqYp6AqkB8/2NTiWdfniGgTz7Anf9qeRZxaxfN+0bqm3lJ7fQhSa6R6S7ht/9n2Hm9YJRHsvh2uGsny4sXL/jwww/vbPmP+Gp4JIsPHLfVtfhNCrlZh0X18OzsjMFg8LWqhzfhISuLt2FDVVUuLi44Ojri5OQE5xwHBwd873vf2xhO81XR2lAfClpl8etEHeFPX6ScTd18hi1E6GZGEh2RYTdSBWFWJU30f2zUQ1uGqql9WRIpg6eMUMxtqsowj0zXvBWG+TUFskGWWJ1BlngiUEdHFU3d6zrreLyO1CvVWisodNNNRJGGKK5/DjqZp9wQhFPOJrjO+lqcxHtCVZnCgmte6011hGrTZmHVHu3HvpE9IAaCgjpteuFbQmeBkEUIWNs5cxZp6qen2qAmJoknrLFiiogluF6b11ON+DTDeQ8aSUanpJfHJOUEqQpcqIlJSnQOV0f8wgxiyLpG0pKMi+AY9Pu4UKHOI9PLlfROgDjYQ8bnG4JXQHee3pikGXcOTQVrA4aK1YCauPse7uLIOhqzDnT6Zpd03ioziqmFuHR6yOmXpHb6FLezz06jygFomhJ62wTnkdmUZHqOAEXSIfqE7vV5wLpEFo7FtDMg27K6Cvdys+1V6nI+h6hbTyzlVAGfQdwQQgQWevPkAySU4AQ9+BBmE2RD4qlmZgltLaKApaX2ty3l9OLlPIxGfQLbB7izL1aWs6o8fgsQtC6hnFlgTn+b8Nv/C/S3N+z1Kuq6xvs1s7iP2Ih3MaL04sULfuu3futO1/GIt8cjWXzgeCSLq3DO5nWm0+mKevjBBx/cC/XwJjxksvi2RK4Np2mtwFtbW68dTnMbeIg21K9TWfzzY89fvUoQMUImEnEIeaJUZUW/6+mkymi2+D6LbHeUolbyVAjqmFZCSmRULMwANthEFPuZKZA+sb49xRGiEFWZVlfzgosYZKwllyKKk8gaxyqJY7NNdIOdFUwZLMsacdYNyALhcyhT9UiS0+a9qEJU62ec1QHIzHa5gDQRYojo/O8LQTfeiuzXfQ84JziJa+civXOIxrW208R7NNaEqmzIqAcn1vcoV5URLs1thjBGnLeOQMZn5JcvSctRM/Nn+qU4h5JAjCTFhJh2CP0dxKemRF6+NNJWTtkGuJgQtw+QV1+s2idViTvvIacv1s/JJRma9zcSRQV0733cDeRORYxsLhA7iQEmF8vBLcMnCBFE0YMPADECOTpbqrrQwQ7EsLS8dpl+dEpLXzTvEJ98QBZqGL2CL7mGVYsnGZ+TxYoy7TLzOV4D3WK0HD4EFtSz9wFy9qt5t2FLqvGJKXgLwTMt8ZuriaFC2lnN3pb9VAVy/tJmk3ef4mZjpEk1ne9jVczrN1QE3X0PTTOkLjcqlYuIO+8ZyWyOp4oQP/y+WU87bx5Wcx9nve8ziqK48wTZFy9e8Lf/9t++03U84u3xSBYfOG6zPuPycnNE+ENAqx4WRcG/+Tf/huFweG/Vw5vw6/JFNh6P5/bSNpzmo48+4oc//OE7PwYPzYb6tmTxqx7Xk5HwZ19kzCpp+toFRHGYzVMR8BmZrxgXRhRVIfPQzWAaHLPazU+Au0kkROU6UexlkWl1lYSYeGlslsKscpQBCFePESKdTFknDvfS9SokKN1sNUwHjER6URbHDQUjX3YIBZ9YMI82Kl9sUkInVSSqXyV8HoiRtDOguLY9qZeNxDTxQoxhrVEx8WJ2wjVEMfHOLMHX2LMqpN5oNuJwiZ+/LiwJ1cifiic6s4kGVVLxaCgJi687jSRZhtNAevqcbHKGr5rZQxQXa1wMaIyE3i7SEFQVsUL6UEMxnROQFrUKbrCDnH4OWdfCbZLU1DwnqHok1uiTD8z2urj/PoG6ApS438xAzV/3Dc11CVQz4vY+Ul0pVfPdyjqQdVeI3XXEJ88suAWFcrpULq+JQ3u7kOTWk3h5YlbXG6BJBtv7y6rccM+qLIpm7rB5JahzhO2nbF2+nFtuM63JmjdBzDsU+RCtS/LJOUXaAfF0r6l4AjbfSGMf3T6AJANV3OR8hfjNH1dOr1JUe0Mj9mWjst4AUUWTFDd6ZWE1W/tGSosxbo1aGZ+8j3u1PNep+x8Sf/Q71tf4BnhMw3w7vIuOxefPn/PRRx/d6Toe8fZ4JIuPAB6mstjOHrZdeq16OBwO+c53vsPu7u7XvYm/tlg33xBj5NWrVxwdHd1qOM1t4KHZUN+1ElpW8B+fZ5xNPE2LgKk7UUmcWlcgZkPM9YJp2aeTKYpjUgpJEjmbLVu/Uh9N1YsLrxNVskQbgphQ1kIZBGrwLpK5a/dv0M91rQqZuPXhMwC9nDlpE7GqCSeAihFfVcQJIUIdxchggDyJrBMVnSjerVc2vah1Gq7ZDu9AbyCDqoF157ipt35GO+4NkXWm0Pq5oJvN6zCigsZImsqCc+HKk5p4h2igvnYRwonMt0N8iiRioTaicHZM9uoVWTG2IBoE9Ql+NjZ1r79nhLMYk4wXiICqKXJnR+CcBaOkOTiHimP26oR+0yMoGqCcICVokoNLNs4fxsEuMl7u3FuEph1b5uSamuVsFpCsi3YGNg+paupXMYPp5XKSZ6OO3UQmRRWmF+jOe/iz1v65h2Z9s69enizZZ3Wwaz2I19JLF+2YbVKqRkVCRXq5nsgBuFDTmVgNR3z6bXKs21EvXq4ojvN1AUwuGGcDhmHK2HWIeYd+Ocbr+s8b7W5BkuIbu6x2+8TetlWXXLxcnj0Vh+49W1ITl/avUSupK+TyBN0+WCGK8YNPCJ/9txZg9IZ4aPVI9wXvQlk8Pj7m8PD15k4f8e7x+K554LgtBeZtUkS/DrR2xZcvXy7NHv7mb/7m/MrXz3/+8wcbENOiJQMPcbai3fYkSVbCaXZ3dzk4OOCTTz65V/v262JDbcMdXvdzI0b40xcJX1wmVEHImwv5VW239fKrzyBB2e1FzkcejQmzqf19t1czLpfX5yTSSSIhQp6YIlnWQq0gUZsajaUtaRTCNUQxW29XFZTUKVVo1UkjVAAoVEEARxmkIXh22yBXJsWbKZGgZAlrA3dElNTr2hoPJ+BYVjCvbrMQFxHXKJqNUovgiERV1GVW1QGmLkWlkzqKNfOSXsTI88ptSpY4C79xDp9enRaIBkJV0Y5tCpHUQTo6Ih2f4UMJRHysUPFo1mm2W3HllKgROXuJRFundvqmIomzIvlOD6lmSDGCYkTs7eAmFwy0gmsf4doZQFkgsw1EcfsAOT/aWPug3YGFu2wgmhJqYpIZwblW/aFZinYGRjbFo87hLlYrKZYek9p842LaqUxHyPRKRdWdAzTtoDjc+dH8OG2CVAUqDjc7AxHKrUPqsqBbjpYsr4vboP1t3PnVNszJXDHFjZaVvDjYxamyVZgCOmhmGTVJKLt7aF2TTc7mZPMiHdKvZo2afLWN7Uxl7AyIvS17jmcT6G3daDu1xx6jPkV337OU071nTbpqQfhrv0X83uYOxS/DY7jN2+GuOxa1qcO5T+cEj1jGI1l84LgtsnhfbXib1MObZg+zLHsQxPcmpGlKWZZ0u+uDMO4rWpvPz3/+c87Ozt5JOM1toCW2DwWvSxZDCJycnHB0dMTZ2dlSAJH3njzPN/78l+OUX56k1Opwc8JjdlA00stNTetm9vcsUU4nCbjhfKRup3tFFFUhTxQvpqZNyqQhbC0s/Ga6hhBud5TJmus/eRIp6it1MHWt4GCW1TqYpbGOMreteolGmtYcvnyjZdVSUa/bR1t0M6HYlJiaQLUwFNmW3iNis4hqvYiqjQ2wDfiMgSqufr7lCRTrNr5JZ12XspomYtUVUXA+sedQxGY+taZqPvtDtEqJLE0IVYlzHp+aOumLMdnF5yT1zObs6gKJgdjdRjOxmcOm7kARYn/XahC29tFYNxZMNUKwhrDFwRPk4ngt2Yu9bWR8sULi5rdvH64NSZnf3t9Giuna3sTFZWxav6mEl6YIugS3OLfXGZjUXs2sAzHUaG/biP74bOP6AJhcwG4ff36EZhmxf2iE9vJkRR1dp8plk1dkgCYpcfgU6trIrkbi1gFSrRLCRTKng1007yGjM3Swc8P+R7KJ7Yt2esTBLuoTthbssuvg6gIujhn7DqQd6jqQJR269WYXk3b64P3Sdqtz1D/6HfSDT25c35fhkSy+HcqyZGdn586WPxqN7vX5wSMeyeKDx22/ue5D0feietj2Hh4cHCyphzchz/MHP3/Z1mc8BLJ4PWk2hMDBwQE/+9nPHswX80NTFm/a3lbNPTo6Yjabsbe3x/vvv8+nn35KXdfz93dd1xRFMf+ZTqecn59zPM55pd/CNXYtjRUuTVBpUk9jwDtLER2XnlmtPOm3ITVXGOaBOkI3VUIUJqXjcga7vcDFbPUK8k5XVxRIgEEWlohi4hTvjeiI2MxgGRxVLUzn6mCcJ64uwyo31t3m3bXZtwVkiW4gg9BJmd+maoEzriFjiUBQEGekMESoQkRE6GbKqFwza3iDndWI5yoZFFEyD2UVLNSm7RhUxTklxmhVJkozS2lVJnWbSqn2mvK22TaziCmE6fgV6eQlSV0CilNFkgzSHK0LXDXDTS9QnxCHT1CfIrPxCknRvGfzidXyfCKqxK1D5PIl5H1imjGeFPS3tkDEXnehQrNOczFq4XlSNftqVRCfvI8FCcHiDKwCEoIlb9alqZPXSGPceWqhL2uf4WY53S0I9dJ8pVTFspXUJYQnH5rwVZV2/w0EVZPMehYb4iZ1Nbegqghx9ymIt9RRcdDtba6tiOHqsXmXsPMUKUbI5OYLYDIbQV2gQ7PA6s4hnJ/crHCmGRIr3OQVOtxFsy4yOluq8FhE3HtGb/wK0Qq0AgdhsE3lMvz0knShx3HsO2RVSbrwXosinLz/I2J3n3w8Js9zvPdvdZ5SluWD+U66T7hrZfHFixePHYv3HI9k8RFztATlrgeZr+Nt1MObkOc5L19unuV4CLjviajXw2na5+uzzz7jT//0T9nd3X1QX8r3VVnfhEVlsX3/HB0dcXx8PFdzP/nkEwaDwfwx18MdkiQhSRL6fUsTPJ8I//6XOVPv8AJ1MOLQyR0xKkWpeAmkqUdFGJcASq7njIptU8y0oK5m5JlnVPQs6GUBO716hVQCbHXCClFMXDMPKZAl0lRwCBO1cJbtbmRSrJ4wZj5S1quhOWAW0+nac3elkyjFmnNkL1Yab4QKs4U2wTaIUkWIkhCikcF2MLG/gQyKCL1M54ro9XV5p03ozzKMKIb5fKJzVq0hzVBirUrEzbfBSSTzq6mt3kPakGyf5ISoeBRPoG6s716VfHJCWlziY4kPFZr1cBptfq+aonnfqheyLjFJYTayUJs1Ns7Y3TKVLcmJWwcWQiPSKHXelDTvIVZIUTH0wPiU2N9taivWMGfV11AUd3Hj5VRSxAgVWcfmKrOuqYG770E5hemqpTMOdpHZZKOyOd+knUPcxfFCCI3MewopZ7afqmhnaJ2Qo1drlyOq82qKOLRaDJyHYobUmwmgJik62MGfNfOD/W17nsbryVzs7yAa5sReMMtpHBxANcNdLm9f3HmKzC7nhFmKMdJYVuPuISCWjBpDo4S+h1szV+nLKZ6pPRfb+0acY6R3ebI0Gxp9ysuPfspl0qM8PZ1f2GrdEUmSkGXZkiNi8ffrtsZHZfHtcNdk8fnz548di/ccj2TxgcNOFm63PuNdkMWqqjg5OVmaPXwT9fAmPORS+xb3bR/acJrj42NOT0/J85yDgwN++MMfrqif953orsNDUxZFhIuLC87Pzzk9PaXf73N4eMhPf/rTNw4imJXw7/+iw8nI451SBcGJ4pwRtrJqev5ESbPFrwzlST8Q45CgkUnhKGIXL0qtKZaRegUXLhjP+iscLvc1Uc3mGdWso9PKUdSmSl6uIYTb3chkjQopEkm8Utart3WSyHQNeQMjkUVtiaWtRVTVwm1EYFYnZltdsM16F/GuIYjX0E11o2U1lpcUbjXu/8rqqw0hZE4IvajZU50jRJ0TwtQDGlZUyDQBiZGqbipGxGrfvShVVWN0Q3GiZKlrworAh0B39CuSaoIPpc14dgZIMcaNX6HioDtERZBJYwttrafdLdy5ESVNMpvxSzKzu04vIUkRrZFZE2aiig52N6plcbCHnB+vD2NpieIN829xsItcvloiHy3asnjdGczDZ+aLTlM0327mE+24uenoS4livGYRhavAmHlzaKdH2DpoyODJjcsD63iU0el8HxQh7hza+/Hi5KofErPEIiwpuktkbucAcPMKCpsFPFk5PhJrpJnH1MGOkenLU3R7/8Y5TddYbjXPiYMn9rfzX228/3x9TQiQjF8acRSHXJxAkhF+8j+y299hU1Rd644oy5KiKJjNZpyfn89/bz/T0zQlz/P5+c3R0dESsbzPVVr3AVVV3Wkw0IsXLx7J4j3HI1l8xBwtWdzefv2C29eFqnJ5eTm3l4YQ2N/fv5Pew4cS1nMT7gPhKopi3n04Ho/n4TTf+973bhxEX5yLeyh4CGmoVVXN7aVnZ2d0u10+/vhjvv/977/V+ydG+H/+MuMXJ6kpQs46E9GIa+oBIw5ESSTiG1LRyxWHKWAvR8tfIXkSEfWoLL8+umkkJn1UIXEB1UgdjPRMgker61f7lZwxRd1b2e5uFjeogzDMdS2J9BIBNTLo2uY/CGoJqOczR9CmD3EBW3lcOyspRPINSmTqlbApgTWLc6KoarOb1oVo26EKKlAr1qkYTKGclauEJ08h1Fcpqq0FNmsOfRBPRIm1bZMjUsZoqafi8C5SlSWhVnxd0p2+JA2F1aAkCYgiziOjEyN+wz2oSlxdLlkxVbHbYkB3Dhtr5szmF32CO18lGKqK9ndwG2oZLsgYnh+tt4W+DlHsbyaK8/vsPF1LfgSgmCDFhDjYs/oIjWhvYPN0zqo5ZHQ2t5iuI4prN32wa7OdLfnb2Ud9Zomgk+XRibj3bGX7BL2qufCeSTYgdeB9iswu1obctHCNiql5h7B9iJtc3Hh8oLGphgrdfmKptYO9FXvxyj7mfaSaItXMZiLT3AjvmkoNFUG3Duf72c54xuEe4bO/CfnNHYrX3RFrt0d1Tip/8YtfkGUZk8mEV69ezUlljGYNb0nlOrUyy7Jfa1J5l+NJz58/58c//vGdLf8RXx2PZPEbgNtUFm+TZLXqYVu0fpvq4U3w3n+theW3gSzLOD9fn9p3V1BVLi4u5nZgEeHg4ICPP/6YwWDw2l8W94Hovinuq7I4Ho/n9tIY4/z5uLi4oCxL9vf333iZqvCnnyf8+VHGtLKEU43WFYhG0vTqxEBV6aaBfm7hJ5czx9lE2B8EzqbLXx+Ji03gjBE/QclSUycBqspbx2IDIbLVjUzK1ROwYV4xrVaJIrGmKivEr35+5K5gVnkyr/OTuqiWsorAeWG1Ete32TttiOIy+tl6ogi6sarDi1k6W4dpqxAmTvBeieoophM6vQF1hLo2RTFLIrOVl5/Sz5RyZVbSgmxCVHySoJgCGmMkd0qxZDuNdDNv5AwHUREBJwEiZKEkn56T1lOcCN47mI1sw7tDIwoiyOwSzbq4YmKhNd0tNM1BI8S4lkBodxt3sUqg5kTxmrKmCCQpsTMgvTyD3jZRxOb1Fu+XdpBiZEpajBBrmw1sVLbY3zHb5Y1E8b2127Z0n+GTpeVIqJYDa7ygvT0Lz6lKNOsg5ebglrjzFLlcrpKQRdVxa8/2bTqyY/0laasSA704oto6ROoZuvsUJlc1FOugWRe6fXyz77q9j7qkSYBdvfIR+zsIulRVor1tNDe1cWX2c/sQmV6R0FbZVBHizlOIYV6noS6xpNZrNtW4dWDVGMntVDW0JDBNU5Ik4enTp2xtba3cT1WpqmpudS3LktFoxMnJyZxUtpkOi2TyOrF8k7Tph4B3kcr+/Plzfu/3fu9O1/GIr4ZHsvgNwG3WZ7x6tX6G4nVwXT2MMfLkyRM+/PDDr6Vo/SHjXRGu6+E0w+GQg4ODt7IztnhoyaJwf9RQVeXs7IyjoyNOTk7I85zDw0N+/OMfL3VRjsfjt7og8p9eJPz8KKeobe4v8835tkKolUFPiFGpaiUE2BtGplXCbOHQ7PdrzqfXTh40stON1AqxnqKuQxE8k6q1jK4Swt1e5HLN/GIvjcyqdScnylZPqEJG4i3kJMRIHYwojeoMldWvtCSco+lwzfJiE3azfu6xumnuceGt2SqEXoQsgagOL0IdoYqgtdBNI0VTx+GywbxiQ0TJ07imckMZZE2ojkKSWHVGVMG7yKRqti3YfVOv5C5Q1krindlXUTQ25FEhTYU8dYS6xhVj8jAiC1MkSXHeI5Mz6Ayhv4NMzpDRFZmL+RAngva3oRgj9QxCCUm+2nmoivZ25mQs+gTSTlNO7438xdrslKG+InsxWHXG+Ixultj84vVnrL+HX0eifIL6BO3tIqGA7X2i82B5r/YiDxVSztC8/+VEcfDE+hpvuAirgHYG+FZRFNCtJ2ZfrStT01oCu/vel5O/2cgCeHpbSKyJTz5AxudLKu7S+p1jkg3pN1UictmYi7cPUOdXCGAc7JrFdIFMyvTSiFuaE3cOrdpjcmH333kPmZ6v2lTLCVJOrghgXSKjV+juM9xovbVWVJFxo2z2toidAYR65YJB3P+I8P3/uilyvX3cNLPYksAsyxgO131eNNsY4wqpvLi4mP9eVRWqdsHqJlKZJMmDOCd6Fx2LL1684KOPPrrTdTziq+GRLH4DcFsfOK0N9U3wdamHX4bWVvhQC3jb6oy7wGQymYfTVFW1FE5zG6+l+0K83gRfp7LYpv8eHR1xcXHBzs4Oh4eHfPe73914RfdN1fP/9EL4k79ImFZGzlKvdrKHoBoRVRIPF2PIUoeI8mQrMimX17/frzmfeVJvNkyafsQsgV+N2pOwdE5invQ3JZ/Wa4li4uLcEmsKofkyQxScU15NPFGXHyei9LNIVa8ur5tGSjdY+TuAry+ZuZVlX48AACAASURBVPUkUmJNWPh61Ob4pF6JiPUSKtRRqKL1K27lysWaj888icQ1gTXSJLMuEkUBvBOyxDonVbwtv7L97KZxqdpD1eYjvQNVD6qUQen5SF0Hs5w6wRMgRvzsko7OyGLRzEOmuGoGSQ5Zv5mFO0Y1WghLkiEKfrSs/qh4s6g2RFExwkFqoTESasKWhaRIqIwQFhX0tnGX60lT7G6Z5XNDYXzs7d5MuPK+JYA2s4XrPsni8ImVvfd3bHudHTOqApmNkLq0WcnJ2ZcTxe2nK+RocUZQ05Q43EPz3nye7yZoZqE7Mr1oltXMgm4fWMLs5SnSJIdqmkNvi35z36VtmF40BDAjbh9CMbEE0+nFxn2SWM9nKHX7gNj0Q96kzoqaJVadRw++ZSFQPlmrUC4hycymWpdGNlWRi5fEZ98l/rXfWlGSbxO3EXDjnJsTvpsQY1yapyyKgrOzsyVSCfZZfhOpfNvk19vCXYfbABwfH/Pee+/d6Toe8dXwMM+kH3EneB2y2KqHrVVRVe+letjOLT5Usphl2a0pi5vCaT777LM7qeZ4iDbUd/26nc1mHB0dcXR0NLeTfutb32J7e/u1tsU591rk9s+/gP/rl55x4XFOUbWZNZxDozKZWV8iTZBKnkHqI4POghqo1qXYTSNVtG0bFQmjRjzeH9ScXVcagf0NRLGXRSaVAEqeGAkToI6mA41Lb7OTC+hngbLwZlW8hu3uam0HWACNskEdzOIaomhzfV5L6ggh1AQVIgm4DMqKNGGt6jHM6rXqaeoignJ9hFFV6XWsHsOIp6W9lkEZJsq4WH6Ad0rmI0WlJF6aXkYlcZGyUlrnaSLW+RiCJaqmXnFa48sZeZzgqUgIaDlFuj0kBFOzqgKyrtlO+3tQTY1AOY8bL7tNVLwliYoQ80NLNK1nRhKSdG36JXPr6foZRc0HuNloIzmJ3R2r1tgAzToQ6xtDaGyO8cReDdVsTrzmcI64976Rnp330FAZgSynK8vSnacrqth1iCqadeZKqA6sZoJyZqrj4vI6fUuFbYjm0nJmjfrnrKAeFKnKOancuP4YkNGJheRUJbp1AJcnN841qk/RLMePTqxPsTOw2czrx6q9f9qFvDMnzW19iswm8yCjRcThHlJM5tvgpnaxIXz8U+J737VB6TtEXdfvrPjdOUe32/3S79gQwgqpHI/HXzn59bZw1wn5qlbt81DP1X5d8PjsfANwWye6mxSh6+rhcDhkf3+fn/zkJ1+rengT2jTRmwbf7zO+KuEqy3KuHo7HY3Z2dl4rnOY28BCVxbtGOw96dHTEy5cvSZKEw8NDfvCDH9DrrZnN+xIsVmesw3/5HP6P/5KYOqWOOkIqgDjqoMRacU7Y7kNYUOryJNLPbblbnUhZC6OZw7vAy/HqFfkn/fVEsZ/OuJiZdUlQssTUL8Fm5lSFSSmMFwhWq1peR+JiU1i/+jm31QlriSIovWw17Mb6CE2x7GXWfVgHoQxCUcN2xzEuG8uVW3xcpN/xFGtSVl09ZiprTgg1IFpTB48XO96IYzSesjXocDm7ppCiK/2QqqawZqnZW8VBGSBVJfWBolSSxPovU1GKqqaqhdQLXsBVE7pxgteaJBRoqNGsi/cOGZ+ZQtaEiEgxNuJXFYDg0g4yfkVEoNM3eyUytyHaNi9sa2drMxm8iSimXaQuNpKY2BmaJXTtrUZwEDffprXL6G2bWrjxHqCdodkyr3UMam/LOiLFmUqX5F9KFAHi1uHS/aSczonn3IpZFWaP1biRkM0fj13skVCBmLW1ODulqxt6HJ1Hh0+WazHS3GpMZpfIbJmYataDLJvbiqUuTTmksZtW5dKFg9jbRjQsEVwjqE0Az3DPkk2bupC4fbjyPKoI4Ts/Rfe/dfPBvEXclwvaLbz39Hq9L/0eWOzFLcvyS5NfNxHLNw3puWtlcTqd0ul07t3z8ohlPJLFbwBu603WLifGuNR72KqHH3300b1SD2/CQ09EfdNjvKj4Hh8fv3U4zW3gISqLd4EQAqenpxwdHfHq1SuGwyGHh4d8+9vf/spWqE021P/8Qvg//z/PrKSJ/Ze5wlRFIWla13c6gYhQBUfilF4WSJxSR8fp2LNIA/Z69QqxAetMPF/4u2Dzd7GaQvRkHmY1zCrXdCgqu73AZbFKCLc7gYs166AhUOsIYZ5EZmvIm3fKIItELEk0RJsfLGpHFS0Z9WS8flZyXZIqKFud9bflSSS6zrwjXjCl1Ky9gSp6am3m9IL9nVgyra6Ty0jua2alJ/GKd/bcOVGqoEtBO93E0mrBg7OSess9FZLEkRJw5YyOTkg04AjWe+dTxDlkfAppTuztojHgqslSsTwNOYwAgyfWPRhq0KmR/XVKW2e4mQz2rkJMFKx+wyfgUyudTzI01mg+sDHMGCmLkm7XyKnNQG6hsYmIDbURrBjs9qx7o8qmnYEphDfZSrMehHJtGb3UJVKXjfX0AMZnxHYusJwhk/OVZcetw43ze/Nljk6JvS1T+bMOWpU3kuI42DOi3pBqGZ3STUA7exZSc3k6335NMugOcZNl+6vE2p5/IG4fQIxzW66Eam0Xo7AwbzjYNXIeo1l+b7KptvOQeY96sIcbXSOKzhO++9voztONy7hN3EYI4NeJN01+bUnlV01+LYpiqa/3tvH8+XM++OCDO1v+I24Hj2TxG4DbIAKtelgUBX/4h3/I1tYWBwcH91o9vAkPnSy+Duq6npOR2wqnuQ08ZGWxTbt7W5RlOU8vnUwmPHnyhGfPnvHpp5/eauz6og1VFf7fv4A/+SvPZCYWguKhKJU8VbqZEHFzoWx/UFuXIIGJOkaFI0ZHnjKfaWyx060ZVW5Z1VNl2AkIMMwjdRBmlTCthCp4UsmZhNXXnyWorhLFzEeqsFpbARi5XEMijeCajVNRQqMOziqhk8LLcbJWidzdQHwTZ4bVTTbX60RRVcm9VXFE5wjR1l8FgRDZyoVp1Xy9zh+qbOWRmd9eWA44qUmoKCurKqnVHqflOVmnZ2nX0Xo0UqcUIYEgCJFeClGVOkDma7J6RlcqPCUSK7wTtK7RqsBleWON7KN1AVLhijESa9QnkA9Q50wBux6qIv4GojhALk+ILjEra5IaGaRJMg0FYWvfVMtQzYmVIkiSQrG8Lg90PWhdmTXzuuLmPXhPxIioVDPYPrTY2YZcSmzstc063U3WyySzralvnhHXrYO5asZ0IcU071q1CIKbXKKd/o1EsUXsbZt9Nwaz/QLaHVr1RDFZWkcc7ls1xhrCI7NRoxqmxO4TC9fRsNYGuohWQYxPPkBFYLSZqM7XVYzR4QFaj+14jM9w9ebvWRVns6iNQhm2DpDaujnjJ38dHWxqULx9hBC+8VbHxeTXmwjemyS/tv2VZ2dnS6TytpJfH8niw8A3+53za4Q3rc/YNHs4HA755JNP1kZLPyR8HdUTt42WECzaRhfDacqynIfT3HZX5VeBc+5BXsVtt/tNvvxUdaneApjbffv9/p0puvbaiPzxf4Y/e+4ZFxZK472AE4IKhzuRWSU4BzsdS8RMvHJ0ufyx38siabJKFAd5IKjQTyNiHIiicijKqPANwbuCoAw7kcvZKlHc6a23q0pTDzG+Nu8novTSSFQY5GZDraKF6UwrYbenfHGxqs7eRPq2OuuJJ9i6JtU6tdESRvOkcV00VRxVtLCbs+n19Sjba1XIRp0sINYzer0uQYU6QOoTyjpZsL2amhrSPk6EKthJdyqRoB6tK2KoSBLHRVEjocS7Gq8FmQRUlCBCGkuCRlzWxaW5ldC3q0g7SF1Ab8sU6nIKVYnIGkIoFpIjxcTUxqwLSeeKEFYztGsJnmiAKkBlgS1SjNerT6pIZzAPyLmOqIqk+cYkUAD6Ozd2/rWzlVRC6A4bJVOMnJUzmI0QBb5sPUDYOsCN169LYoDJOQLE4QFSTv9/9t5kSZI0u878/kEHm32OISMrUSjUiBmCFm4olOaKD8AFhRsKhdjyJfgUXPAB8AAN7rkhpAWEsAewQbAKKGRVRURG+BQ+2aSq/397cdXMbVBzj6h0j6n8SHmWhw1qqmpqbnr0nHsOcfuJziZuCMqJnS0oRutJo9UUavIl3W2iTzFiMMOT24lcDEgMCKL7PuvA1Sn2pgqRviqlxhhV+jrbmOkQ2zA7KcYQu3uakAowfFMTwANMOcauVHaI0xqUeWAPAqNzJGsTf/K/Q/5+R0TuItzmc8G7JL/+9//+33n27Nlcsbzr5NcXL17w7Nmz+9rUB9wRHsjiZ4K3IYtlWc5rLWazh/v7+/zxH//xXIn66U9/+lkocp+Dspim6fyq3tHR0bxK4T7DaX6TMUvQvU2VnQUGHR4ecnp6Srvd5uDgYOlzdJ+oKvg/f5bys8M/IB56nAXvmAeveCs83QlUQWswLsaW8cTyZEc4vFwmbJ00qgpZGtpp0JRU0RO7q6mrKzaukTgNuxk31E3s9QJvRutfKa0kMm4If/FW2G5VRDH0sjAnYpPKUEWDiF17fVC1c626AwChtyHsJvPLs4DLy4tcTgyJE7zVjI1Z7+KodFRxrcCBQWt9HhJgK4+15VZhEBJnyBKhCE5nSF3C5VTDb1J3XZshAlmiamUR7Dy0pp1EnAVIKSqhnRuMJIhEkgCZDdhQ4SoIeEw1xYaKkVgQyIYXpPorhRgqseTFVINu6rk1MQ67ohwKQNLCJJkSkCTXGTuJc0LDBjIoPsWUk402RWnfQPREmNqc1g0ELrYHNxNFDLS61zURxRhYJsGSteq5O+2UNFUBkytsufy9Ebu7G4ni0uN6+9czfbPU0qytM5f1LJ+JYSNRXIWZDpGsg4wukP6BPv7qBLvhez52dpByrOS1DvqRtEWoSbldUGgFo0E0o/N5qIyRCLVtNfT2dJ1rW6w4r9sxXib3SgDr53R3MBi4OsEkuRLdFdIp7QHxe/8bJO/frfRAFt8ds9n4ra2tGy98vkvya4yR//Sf/hOPHz/myZMn/P3f/z0/+MEPOD8/p9/vfxJjTr+JeCCLnzE2qYc3zR7+OvUZHyM+ZbJYFAXHx8dcXl7y13/91+zu7rK/v39jlcIDvj289xsTRmcXWg4PD7m8vGR7e5uDgwN+8IMfvLf35Ogc/uvfGo6uLGXwIMJWD8pg6eWCd4EYVYF7fnK9Tt4Ku33h6NIqIfGRdiokLhLFMC4tkwLGdU1GO1UlcZWoWSP0WoHLhhCa3W61ThRFg206WUBECxGqAEVlGReGvCW8PG8i18LOhiTVzMc1BXSGnU7zPKQxkcRFJqWdh+14C9QzgVdTpxbWhflHayKdNK6lsgJstYXhdP1vZy8LTCsh9wZhRnwhT+PatqQu4k0kRMgStQ5XESDM5xO9FVqJ1nJMS0ueCJmLxEpIZExuK5wtSQhgtAoltyAuQwqh7RPc5ApJMyRtIaHEC+TTZQWoikKsxngjjKMD53HOkFKntTbZGW2iiaJNRNFYrVXYkEwqtS1xE4q0S6vYTBQl72gn5E3obmNuq6tob63N9OE8IesomREwUsFb1F7E3t5aaizUgS/1a0iSEbs7GnxUTpR0b4AA0n90vZ21OidZl5C1MZOrJfUv9vaQ8eVa7YgJZa0AQujt678nl2rfvWHOc3ZfbA+0I7OcNCa1Lj2nJvcyOCA6j7la3m/S3yd+909qRfr944EsvjtmAsRtBO5dkl+vrq74l//yX/LixQtevnzJ3/3d3/H111/zn//zf+b8/BwRod/v8/TpU54+fcqf/dmf8ZOf/OTXWv9/9+/+HX/xF3/BwcEB/+N//I9faxkPUDyQxc8Esw/z26iHNyHP80/evgnXaaifAkSEq6ureVImwN7eHjs7Ozx+/Jj9/f0PvIbvjiYL7ceOmbI4w2g0mttLq6pif3+f7373u/R6vfd29VME/u9/NPzNPxqGpcFYSxW00J5wTuK2uBoL46nh0ZZwNbFze6iI0MuFra6GvPQzVdCGE4shMGJdOcy8qljrhEzY7QXORtfvp4gqjZ0sEKOqgyIwmlSUwVFGTzcTvjlb/7uzSW2EzbONpq7aaKqo6GbLqaiJq1NPjWANVMFqAmtp55bXVhIRkbmKuLitm+o4tlphThQNQup0VM4ZYThdVSGFrXZYUiBFgGpInucUlWMSYBIM7TRiCUSBPDE6y0hkWkLi9X0Ribg4JXMViRQ4AjZWhLLAJylGArFQgmaTVG2RWVtn96ZDbJov2T7FOkjbehIQtD5jbgyUSOVS0mp9RrGKQihG5HZd4RIRSNPNRfJp+0YSJ3mP5KawGp+qvfMGF03s7tzaa6iPWSd3cG0FlbSNxBKy9jwN1RQTGC8H2ihRvJ1Qknd0DlEi4hMk3wGJqt4tzFTOOhyb9pMJJdTvYdXdZTwe0263592Km2AAxueIT5HBgd44vV3dxDrdB86pujk6u3G2U9oDrWVB6m3cxoyvkN4u8tXv32uH4m0oiuKBLL4j7nrO0znHYDDgX/yLfzG/7V/9q3/Ff/yP/5Gvvvpqftvl5SUvX77k5cuXbG//+nOt//bf/lv+/b//9/ybf/NvvtV6P+CBLH42ODs742//9m+/dXJpnue8fv36ntby/eFjn5sLIczrSM7Ozuh0OmtWxp///OefbFDMLOTmUyKL1lrOzs745ptvOD4+nlt+f//3f588z9/rulyO4L/+T8Ovjg3GGtLEcNAWQohkKbw+t0TZgUslLc92dT5x0Nb5vkmhxCRieX6yfILWywMBQ7FCFL0T8hSGCyRpRtD67aomnIEqUs8OqrfxIrqVZenXyn6vQW1EFcrUr88pgqpz5+PNyuGi/XRGCJ3VWg5rhGkF49IwqhXGnU7FxWR9HZyJ+FptXMV2e72OQ0Tms5O5v97+SWno5oFRaVbmJK+JokWrL0QsIpFCsiWlsZ8FjBECurzEBrwRorF4E7AINhSktiR1BRbBS4VUJZJkeC8wudLAmLSt4UWTy2uNSQSb5vW8WEcJg0QoC1ysaovmMkzeJR03XDQUwacZSVRSGtFZtwqnx1QU7DQgpgUYrDVYa7U2BIsnYFuDeZ2eWezB9AmEQNUe6IWIJK0tkqbufUBtjrHUwJ+qVCJcTefjntLq36ooSnuwkSjOH+NT3boZiVsgv5J16roRo+rg1c3LAg0BkqqYkzMjcq0W+gxp9TSN9epMSdlbkE8zHRKTNiIRGRwoYSw2u4IkbWmCa60US5YjaUfTXBsIoLQHus6zIylcIM4hnQPM+GqtqiR2d2ByOT/nMBKUoO5/F3n0vXvvULwNVVU9kMV3xH3XZgC8fv2aJ0+eLN3W6/X44Q9/yA9/+MNvtex/9s/+GV9//fW3WsYDFA9k8TNBt9u9k5mpz8WGOsO3Tbe8S4zHY46OjuZF7LclZX5K6ugqvPeUZfnRJ+lWVcXJyQmHh4ccHh4ymUz48ssv+e3f/u0Pkpz30+fw//7CcnRh6LeEnb7hbGg4HxoMkHjD4QUM2sJkdM5g0CdEeHFqELlOFN3tRqbRUqzYJXu5htYUQY83ESH3aknt5kIVDL0sUlazhFNLLwu8fLP+d8VZIU/UxrmKth/zZtRMsHe7gTej9ed4J5pwybVyl3mt/fBOLZHtNFKUhlFpatussNMNnAwb1iGNjes2Uw4vG5TDQStwOTGkPuI1Mpai0rqR4dQRV1TIdhopq+VAHREliiIGZ2pSWanyWgbA+vm2pW5Wi2GxJtLLI2XQMKHcB6AkMxWZL7BELOBCqSmT1pKUIxBN0YxlQUKEhf48MRaTtZRQpG1NBy3GIHqVnyZrYdaez6YJaDBMkiG2DrSRAC7VCou6qsEDPuuQTy5YKqgEoFZwjcPHZmtqECFUgZRwfVJSLFwoq+cKWSWw3iM+IfhE7ZICZB2IARMKmI6xC3ZYydpLxK8JYi34dGNvo5GoZDzvItUE2j1C2sKECobn2NWexqyDxGpjj6TOCp4jQNx9BgiSdbHTG6y4QNneplsOITInnrG/hwkBVvsM827d0Xj9fWJCpWTOGk02LUbz7sXY3dF51JXvzkWSG/v7SjJH50hvV62rC48XQJ7+CHa/3Lgd7xNFUTzM+b8j7psszqo+Hkj8x48HsviZIE3TOyFFn1NH3kzd+lB/iGKMnJ2dzcNp0jRlf3//rYvYkyT5ZIl7kiQfrSo6Cww6PDxkOp2yu7vLs2fPyPOcfr/Po0fvp/drhl8ewc9fGY4ulJikHnotOB06kolaSXd7QhUNoylMSzgqLS3nOR8ZxitBK48GkYuJ1jmICKmHPFFiZ63OyaUhMq1J11UFO13D89P1r4OdTjOx0/ti432JqwgkNFVh7Haq+XMWyaA1ShZDNIiNTCvtZrzC0arTWNeDZjZbVp0VrIUYmtdhpuyJaL2It+AQpqV2T04WAnwyH0mcrBHFPIlE0du91f1cRUPqhPPx8r7stwLTUrf3ajjGpR28VUtrlkBihSoKVaWPQQIpJYmdklghVqUm3YaKqqqw1pJYQ8RrxcR0SuIMTIfag5e0iCK4VZVRNxrnkzXSJNap0mSE0N1FYlTlTiKEgHHp5jm3JLuxqsHk3c32UhFIO6TF5pm4y2Dob3i+QZBQga3mwTIwC+hJCVkbfKqVGwLGT5DJVWOdhgDkvVtrJyRtIVVdAxJKGNeBMklKyLZVAZ1cYgSEqMTspuWhM30sbGPobmOsUwK6SHgB6e817s/53GB7oCFDwzeQtpFQbLScKgGsazS6O4jPMMPTW88nzOQSwSA7TyEGxJhrhddY5Mvfg8H7/Vt6E8qy/KCVUp8iptPpve6zyWRClmUfzQX9B2zGA1n8THBXH7bP6UM7C7l5n2RxFk5zdHTE1dUVg8GAg4MDvve9772zUvWpK4sfC1mcBT3N5g+dcxwcHPDjH/94ibSfnZ1tDLi5a5xewt+/gBdvDJdjw8mloZvD3kA781S1iyROI+ufny6rNV/sRF6ftykLDWlpZ5B5TSoNourgtFJyeTVWMnNaGK1oWIJw0I+cXK0fm708MFrtWKzxaFA1PscaIfeRcZWSukjqry2iRoQYDZm7JqqjWt3b71UcXq5/Tg1Ca4NC2Ms3W1YHrfVQGWd0vjJEQyuJFJXOME5KTUJNfVyz5jobyZN1u2pS3x7EEkrDsHQMS2FnxcJqEPotDRIqa6XX2opOWoFRm6YzEYNgQfeXTMlciSfoSbiAJxKnBcYluDSH6RWhuqaA3jvEOGLWU/JYFvgkgVXSI4JNMmRyheQ9xCV6wh8rDGDLiVpUV9+HJN9MFK2vw2w22P6zzo1hKrQHuA0VGgCkbXqymUgKcFUZumy4sBYrpKggbWOKUU0iM4JPlURKPac4ucK0B7eG5+g+04L7VRhk3hsZfaIqpzHahTgdNc4VNhFFYJ5MK85rgmooYXgO/d2b9ycLc5e9Pe1QLOxGpXRpPZJULzi0BzrTOjrbmL4qxiJ5D2aJs3mP6FO9CPGd34fO++tQfBuUZfnZ9yzeNYqiuNcRjG+++YanT5/e2/IfcHd4+OR8JrhLkjcL+vjU/7DOyOJN5bTfFrNwmln3IWg4zV0EoXzKKu+HXvcY43wm9M2bN/OZ0D/90z/dePHgpjTUu8DxBXz9Cl6fwdXUUlRaeZF6eLorvDwx8x5Aa4Rn+4bDc0MsoJ2pMjib0yuCwcUxxrUZF4ZpAc/24Fcn66RquxOZVGatFxHg8SBydLn+Oc+TiBjTqObtdCquJpZuVmG11pEomnSaJ8L5yDApI6MFO6J3QidrDqcZtAKnDTZSgIN+89zjzJbaRGR3O4EiGPp50ATWSgN7ygCX0tAPaYROGte7HokMcr3doPvfGEOIhojhdLR4HClRHE5NTXBrldHLkorZTUum05JhkeJMpJ9HppXgXSR3Jakp8DbiqMmkq0/yfYIkOY44J4BiHSbJsaEklFPgmrysEkVx+nxjDKEqkKQFMUKsE6ONw0rVnNDp/GaiIYJxDooNydM+u9n2mbbngS2NsB6q6VrK5xLaW3RvIU8j8XRWt6Eq9Ifa1tnZwUnE1DUVZjpSa+bCU8RY3Y+3EK9ovdpia5uvgBbQuwQzWe4xlN7eGlFchEGu1eGdJyCC+BR7Q9AMgLS3kOlwbg2N3V21547O1j41YizS3oJpvV0zhTZtEZMWjM+xC+ro7HhicT/M1ue7fwL5/X3n/rp4UBbfHdPplMFgcG/Lf/78+UPH4ieCT5sNPGAJb9O1+DaYzS3eJ8l6H7gvZa4pnOZdEmffFg/K4ruhKIq5vXQ0GrGzs8OjR4/40Y9+1DgTugrn3J3WrcQIL07g59/A4bkWuccIlxNVE70TvtiB12eGxMNODxIfSZ2SoGmhaZvDKVwMDbSgdIZXo9m2dCAosXyyA6/OGsJauhp800gUtwJHF/oVMKuUSLwmiLZTIYjOzcWoxfBlpQrc0YUjRA0sWVreoOLVeTMR32xZjRRhNRxm9pxmoghCPw8MC6s9kXUqZxWUuL6+WJ8ttEYVvnWyqiRvVYU0CLvdSIgGZ2FUOMaVwdtIO4tMl5RGYaetfZGph6vCMR3PyKMlcUJidd8Opw4xnkEeqYIgKEls+YA3FYaAM0KohMRGjAjBeqSsyL0hFmNM1iZiiaEirQpkhTS4JEGKsao+xhFjQEKFwyJNxE1UyaZqvrhjRXTWsQGm1d1IdMQ6JTrGXM87InUkbD1PWZWbUzxFdHbwptm9rHMj0QKg1adzy2OmNiUtJ8qr6rk+MYYi7VCK1ZCiMEV8RnIbUTRWk0+nK48rp1BOtcaiuwPOI2Kw49vDbARUqVvYjknSxUggqcZrU6LS2db3evFi5Yy4tgaI8zB8g5WIWI/k3WXiN0OoIFyC9VqjMb7S8wzjliy/AGRt+PL3lCR/hPjU0rk/Bty3DfXly5f3Shb/9b/+1/yX//JfOD4+5tmzZ/yH//Af+LM/+7N7e73PGQ9k8TPCA1lcxl12Lc7CaY6O7IopGAAAIABJREFUjphOp+zs7NwYTnMX+NDq3LeB9/699FzOVN3Dw0NAVd3f+Z3fodvtvrOq671nNLr5RPA2FBV8/Rp+eQjfnMKogE5ezxUaTdIctITdns4eno8MIUIxMYynwrM9w8s3Zo3sPN6KnA0N5Upgjfe6rNfn18fgbE5x0BaMhZ4TrInz+0IQssRwOTJYAkWtOo6mBmPgoC+N84uZj4ixNVFcxlZ7szr4aFBxOmwmfd1clhJOZ2jV1k9rrhVVA4SottY3Q8ekNCwWBqQ+kvj12UIQdruh8XX26tu9i2T13ZPK0EmFo6tl4utspJtFRjVR9FZV3sQJb0Z+TnidjQxytY+mTpeX5TormthAVU6Q6EitziVmSYBQ4bwQqoqAIbFCKGtrpwhZ4olA5TKoAoZIiiai6hYaSHOMtaoc2kQl1VpttD6Z2yOXd43gauth030mzZXk1EmaGAvGKnmxTolVa6v+3okqMYtoJUTWUsLkG8iDCCZtIdORdjZaq8TGGMqyxDqHz9qYUNTJpIKJUQN1QqnE1jolMzchba1bcVfhUzKMBsWsIDGQ1J+dSTLAScklXSSU5LEgNcvftxEokzbJKlFcRTlBki2YXhHbW7r948ul2cQZBAOdwdp2pFJfJMi7av8cX2BDRexsq5q76e9fbVElbWmnZKhuVUqRCONLrRPxqaq9C2E5tPrw5e9qGNJHio8p7O5TwX0H3Lx48YLvf//797b8P//zP7+3Zf+m4YEsfka4qz+EWZZ9ssEqi8iyjKurm5PvNkFEODs74/DwkNPTU5IkYX9/f23O7T7xKX+xJUnya+/7mzALDTo8POTk5IRWq8XBwQF/9Ed/9K2/1Jxzv5YN9XIM//ANPD+GkwvqsJbr9+/1GZT1Oe3THeFqarl4s/ze7nQF65Qogh5/iVNi9GgLRlMlf9bKvG7g6uKMXneLKkA3ixSVktWihH4uHF8YqrmieP16T7YqftVABvW+0GhLtUbo5HA2Wr8wkvtIGdYJLsB2u+LNBhK53wucjjTAJqkrMAy1OxKt8JiUhsuFucTtTqituitWUoRuHrmcrL/Wfm+FKIrQSnQmtKgMCFxNPLOjda9bcb6yHGsivUwJXydVW+/V1LDfjfPHikA7CfOE2CCG3Ae22/XMowRyHwkIqS3JfIWjUlXIqILrXIINE0JZgbVYn2PDlLJcSLHEkFIRRZQoYAhVhbd2Xc0CjHXz+bdVuCxHpiNNSnVJTQT1oqM1qDrlamUhChD0x3lsMW62rRowWedG+6nJu8uERuJ85DGxhmCczlWuPdOCy8CmqmTFsFDVEGsiWegMpXWqiN50AdVY3e5VlWwF0uqT1YTaO+pieU9IclVIixFmOqRIu6Th9otkU9cimV7pUVzW7421xNa27ufxOVakVhQHN1t5azutWEfo7UMxfqvvDnFeg4FCQNrbmGp6I2mUvAtlofsYtbnOknHNFz9WwvuR4mOu0fqYEWO8VzX25cuX/PN//s/vbfkPuDs8kMUHrCHPc4bDzYECnwre1ca5GE5zeXnJ1tYW+/v7v1Y4zW867tKGWlUVx8fHHB4ecnFxwfb2Nvv7+3z/+9+/0y+y2azubRCBo3P42Qv42UudRZyWBmOEL3b191dnkCaQWOjnkKRCJ9O0065XRQ39H4lTBbIKUnf4QRHAW2hnhn98vXriZ9jqCBPpcnG6foJ2MIicD5vnDR9vBV43BMkAfLFTcXjRfJzv95tnG5VENquDmY84Z+i1Is7URFC0FsIZ4eTCMS5Zmm3UdWwOz8n9zP65vl0H/YrTBsvqIK+0CzFTMjKtdC7U2ci49IQVgrvdrtYCalpJJEuU5E/nATiR/W7kcupIrN4v0RDEcDGxpC7SzwLjwjAuoJ0GJEa8KcjMiHZiNGzGaB1GNA6IUOp8Ii4hhoCrJsRaPRPAGIdPPGVwent9vDq3gRAao1UOoqowSa5pqXV/YZyOwNWVEwvHvvUemY6b1SmpDcibCt19ulTfsYYkv5H8VAJWbrlo0+rNlzGjAXM64FJN9EzbmBgwWVQFspzUQTzNy9kEyTrNyivoMutf49ZTvERibGEmlxurMgqfk8gG+21N9oPLmBiPMZZscrXZqjtbR2ryVofNSN7HGAuTc007XX182tK3bxbSMx3qMlqDeTXI0qxmq6/rtng8FCNNO9376qMminD35fK/CXgfBPvly5d8+eXHUa3ygJvx8On5jHBXSlSe55ycnNzJsj4kbrOhrobTiMidhdPcFay1n+Ssxbe10I7H43n3YVVV7O3t8dVXX9Hv9+/tfblJWYwRfnWsCuLRuZbexwhBdNawlQqnV4bjCyV7IoaygkFHSFPDqzfr67zb017Bs+H6fft9YVwYji8aiNEgcjmxlHF9luRgoHbVJqvoo63I0WXzcfR4azNRfDwIvL5wJC7irYbLOCsYgVamlR6DvCJGKANMS2FaQjsxvDxttpga4yga5igP+hXHDUTRGKGdCReT9ZPSva4SRRFdduprFm5U4ZuuJJxmSQTDGlHs5YFJZfFOyF2kjIariaWTwcmCjdYQ2etqj2Lm9DUSFygryFPBWyHz2peYJxFvtDixk1WYWGES7RTMUkOooIiRzINFqFxKFSLWBJJYEGPA+lQDRaJgY0m5EiZjrcWWkyUFTYx2BVrrCCLEGLXIviaFxlrcrBZjbWfb67CSBtgs30yeMDVJ2nCiaew6YVtBJZZ8ExGF2lp6i2sh6yA1AZrDZ5C2MNbXXNnN5yE3/UURn82VtJsgeXdpHlRcBq0cg1ZMzLZZsg5JuP0CpjWC8QlJLJm6FmWI5DIlaVjRCJRpl2SRoJcT3XbfQtJ8bR2kqmh8j4qx3pr1wDlkdI5pD5ptrbtfwvbTj+J78jaUZfnQ5feOeB/77NWrV3zxxRf3+hoPuBs8kMXPCHdJFj8HG2qTshhC4PT0dCklc39//05sjPeBGen61MjiuyqLIsLFxQWHh4ccHx+TJAkHBwf83u/93nsrUl5NQ50W8I+HGlDzD9+oFTRKbZMU2O1Cp2V49YY1ctbOhL0BvDwxXE1WwlasKpAvTprTPL+zL7w8NUiDrfOLXeHw3DZaPh9vRU4u9XZvBevA1WmlvVwog2GrHYGInVn3jOAdSDRstypElADHCFUwdPLIqzeOoopM5q+pqtTTncAvj5u/QvrpBWej/trt1gitDC7G6+vfy8Oa/XOGg15YImzOCq0kkNb9h6mNXE0tk8LNt7+TyxpRdFbopLKUfGqN0M0CidMQn8upo9Zn2Otdh98YhG6qc5FvRq5+f4TdTjXvgRyXhq1WYFJqMqwjkNmKxAW8DYQYsOhc47QQnHVk3lItkDNrIDGCJDkxCpW+GWQmEFeIizEGF0sNLPEpgiVKJFYViUuoioa/4wJeQmNFhnYwGqRovmhi05uIIpgk23y/CCbNGq2yc+Rd8puIoHU3EllQ1WzjOsSIxIKYtnQW0yaQ5xif6FFdFZjpEDNTYq3T+b5bXk/W9rPMiZdYD1kXrFOr5y2KjSp8WyT1NiRGSLwBckLWVtI3uVRFGih8h3QTAY0VTK6IGMqkgzEWX043jjPOUU2RSpNaBTDOLyilBh79Nqa/f8tCPh48kMV3R1EU93pOJCJUVfWQUPuJ4IEsfka4y5nF9xFOct+Y7Y/JZDLv2JuF07xLSuaHxIzw3mfX0X0gSZJbyeIsVfbw8JCzszP6/T4HBwd897vf/SCWIeccVxPDX/8Mfvocvj5cJ4F2bjWF4wvD2agulLeCMZAlqjQeX8DxuXYf1rkdGGDQgUlpOLuETsZSJYD3kCdwfgWdVJZGrWKE3QGcXmlnoggUZYW1DsFwMIBvTjUsZxX7feHFKfV9BrgmZNsdDWypGlS+rXbg8Nw1qpS7vbBRpdzrFbxpIIoAjzZUdXgnGGsI1fJrZT7SzwNVMPSzSrsRC8NoYpl6RysVxuXqZ1jY7kTO1qyxwk4ncDG2dLKAs2oZLivDpLQrnY1SzzpaunkAMVqLYeF87Obzie1MuJxaQoStViCIqqutJJDaisxFrA04dBneAalXdQvwtqKapZBah7cOiSVFXEggFSGzQpyH2YBxalU1EiiDVctYVc8TAj5JiU22VBES75GbZhg3kTXrYMPzAMwtit98TnETkltqNkAtrjesg1h/qxKoj1n42xQDUoTrT2LSUlXWJRBLVYM3WErFpUi4ZS4SkBjqC0MG2ttYYzDTK8wK8Z3bSTfZeKejufJ3MZnSbndIi9tHRvSyhsECY5cTqpKOCdgNpwwCxKyLqYm92AST9zDlBLP/W5jO1q2v+THhgSy+O+473KYoCpIk+SSU6Qc8kMUHNOBT//DOwmmOjo64urrib/7mb9jf3+dHP/oRnU7nQ6/eO+FTTUSd2WdXMZ1O58R9Mpmwu7vLF198we/+7u9+kONORANo/tdz+MdXCefn32NwqU68pzsQRSgrJVr9NhyewYsTs/B8QxAQI3yxpxbVXxyub4d3wtMdw6+Om7dxpycUJZw02E6tEZ7uwS+OVklRAhGe7agS2WSm2+kJ56N10gvQzSNFaCaKrTRSxWY7ayfTwJYm5XPQDpyPm0/KHvXXw3MMQpYIO10Nj8l9JASYlHA5tngir8792noYhK1O5KyhjuPxYFmFRLRHsZtHppWlDGY+E5n6SHuVcIrwaFBpaE80nF55Uh/p5ZFxYejlgTJoTcbFxNJJhcRFgggtD46SPAl4E3E2YFBrciuJal1GldqWC4QqYJOs3r5IDMXyrJAIqYUoEbI2gqUKEYmRjEhoqLtwbjMZ9Emq3XsNMN6rQuZTJYbGXs82gv4uUcNOoZ651RAWY52qWHlzJ5txStBsa2v2Bs6PVlNvJ8ZgXMJkNCRLE6zEZVJ3C9kUgOQWMgm6fbcE2uBT4mw/uRSyVIOCQrmgPDpNiL1N6bSuThCtH1dO6/3pod3BAmZ6iQnVzURxcZmhJPoUkUDsbNdq4+bZRmn18eUUjCEDcAliW0TnVaVcIMMRwxRPtqioSqQcj3gVczg6I7sYk2XZ/Mc591GfNzyQxXfHfZPFly9f8uTJk3tb/gPuFg9k8TOCMebO6jM+tVm5sizn4TQXFxfzcJqtrS3+8A//8JO1OnyqXYuzE4fZXOiMIFpr2d/f54c//OEHI+4hqGr4/EhrLp4fL6puPc6Prh/7aBucVZJ4XHeH56mQJ3WAjYNWdj2/uNuFKgpVhLKEaQVbHRhNNxPF7+wL3zRYWUGVya2eqcngOp5slbx803xsb3eF0YTGjsU8EZxbt8hCbfFM4bwh+dRbIUsNF+P1+9K6tmJmkZ0RwcQJmYsYY9ntVoSgAT6jqdZ1DFqBrw/Xv4oSL7ChquPJdmicbTzoV5yNHL1M+wqnla5r2hFeXSyfLHqrQUPDqZ2nqSJK7F8vPDZPIoNWIAqUwTIpLe0kYI3BWSFLNIm25Ws1MYmEEHGJUJS6nzMvTMta9pVIK7EE8ZRYKHUf2XhNFAWDdQnOQhkCUawmv9TKYZZYYoPF1NwwbzgndGkLrKaexjr5NKKhMuIXU2OZs0LvVancoK9hrEPihjlDEYzVmclNsTU2yeZWTpd3mFNEK5oK6xKMREx7SwNYJGJCXaMxIzp590aLLIDJexvJ8hxZe305VXG9O3ymATo+wRQToNhM0oxRW2y5wakzI442hc4ehBJjrG7jpmUCtAd0alIssznDvIdxDjO50n0ze3x7oMfKKpmLFRIrJcZJjinG+rwkI1s9hnyKbH/JdlQSMZ1OGQ6H899nLhLv/RKJXPxJ0/SDOXkeyOK7Yzqd3ut39IsXLx7mFT8hPJDFBzRiZkV9XzUR7woRYTgczsNpYoyNISivX7++92LZ+8SnqCzGGDk9PWUymfCXf/mXdDodDg4O+JM/+ZMP9j6Mpzp3+L+ew9+/VBvpIro5dFowHZ0zGAwwRisoXp6uL2tS6M/TXRhOdfawCa0UdvtKRrNEi+5Tr9H7zinR9E5J4qMtPaYFJbNR2zFIHJyPNFCmCmbp6v1ue8jr8+Yu1EFbGBea/rkK5zbXYICw148cX8zqIJTIeKuBhztdrY3Y6ejJ7MxGG6Nu06Q0OImMpkIQz3CsClyeOUbT9dfb7wUOL9YvSKlyKI21G48G1yE4UquGqddgmauxYziB4cLs40F/vefRWWG7q4Ev3TRyNracXDoO+oE3daqqt8KgVVEGO1cqB62KxMHZyLPdDmReBzx7WSCxAWsEa4RoAlEcaWKRUFJWgrVKSiXApJxTDxKHEkVjMS7R+bIqkluWKjNmSJ1pJIqIbhfWKvmwqv4GhBi1U7OchdyE+gl1j2OSOGLZTFCs882W1tn9ad4ws7dwf5Zrsuqm+xeI4hqMpsbGVZURVJnzHjDYJMVIwLQGGAnzCo0le2jWvp0o+nQzsVt6XEKcbVPawSQpNkYohnOiNiNwNymdc+RdTaYFSHJMkmGqUq2qCw+bEcVG5TiUSCjnllGqAqxDakVxI0SUcLoEyXqYWNePzO7P2rjH38O7hJumx2czaDMCOSOUb968mf971nWYpulGUum9v3OVsizL9zb7/rmgKAp2dnbubfkvX77k2bNn97b8B9wtHsjiZ4a7UhZnITcfE1lcDadpt9vs7+/zh3/4hxvtEjPS2+v13vPa3g3SNOXy8pZS6Y8As9qRw8NDhsMh29vbeO/5J//kn3ywyPKzK/jpCyWIvzhUQthv172FBZxe1KQM7UrMU4hieH5cj3+h51j9ts4Xes/85FNQErgpR/HLfbWk6mOUnC4S1L0+XEW4GDU//2BLuLhS8nUNwVlNJH26C4dvPKkrSBKLnc1FGmilhqKCdqI/8yo7URLmnfYLdlNqS6HRYJsA2z04ubDEEKiiEtnZafyXu5Gfv252GjzbDbxo6G40CNtd4eRq/XmdLNY1FU3KYeRwdbZRIjudiIgwyEumpaqGxxOrqqBxayrqbjdwMb1+7ZaPdaUHHF+4ecCQMcJ+P3A2svTyUNdUwFXhqAL0skArU/LayyO7vQonkLiS1EcSF0EEb/XAiTisUZuo9x6JBowgoZi7NUQgdRZroZKMEKU+IIXcG0IDaUmcQWYWyjkpdATROpJJWdYEi2tCKELqDaFs1vWSNGkmnzVMqDZlm2JcciNRND65kSgaY5EGQrz0mFvIqBgIMVwrjAAmAe8xzmlarNTE2CWbZxpnH6Cbklip00QXt0kiUkx0d9sEk3YwVo9rWamg2Li8xe0TQYo6zTTrYn2itSjlBGkP3oJ8ipL7Vh+JAeM1dOgmtRKfEYS5PdfkPSwGY8A9+q6q0rfAGEOSJCRJQrfbfBEL9GJiURRLpHJGKIuimF8c9d7fSCrfRaV8UBbfHe/DhvrVV1/d2/IfcLd4IIufGT63RNTJZDJXDyeTCdvb2+8UTvOp2jhn+JiVxeFwOLeXxhjnnZTdbhdjDP/tv/034iZr2j1ABL45VXJ4eKYE8OTimqRdjPRnBmNgfyD0WoDAmys4n/SWuIsInA/152AgRNFlz57fbwvtTC2pBlXYvIeXJ832T4CvDuD5KcQGeyXAl/vCi2MaE09DhC92Z3ORCZTAwsd00BGGE7V4Nuwhnu7SSOoAvtgN/Oqk+b4nW4GXb5rve7od+OZsw327kdfnDYE2VlXWywYb7EFfg2UGrQpnhBBhUmh4z/nIMK2WT1wzr2mRo2J5WYNWYBoMvTRijHA1sZyNDI+2DCcLiqUxwuN+pVUaRmsyHvUrxqWhk0bGpSHxUEXo54HECU4q2lkkMRFjhaqK5KlWhkQRupkO9gU8VamzmDGUiNQqR7tDFKGKFVIuU7HUG8JaAqdRkmkhpl1CiEQRjcOMkTRxVDOiuIIk8YQNZMs5dyNR9P4WIkncSCQBTAyb7xfROckblDxzk+qIcmKbZMSmZRiDxEiIUef7qkLTT22KdU4vsMSgClwoIW1rd+BNSJqST1fWqSqQvEssppB2sd5jqlJVx9UHp+0bt58YiIWG45j+ASZGsMXGwB2YKZr9+fsmAC7FJikUE8xqcmraIlTLdSdSlUhngN+5+2oMay15nt8a2raqUo7HY87OzuakMsa4pFI2EctZgMoDWXx33Lcj6+XLl/zTf/pP7235D7hbPJDFzwx3SRbH47ewz9wxRITz83OOjo44Pj7Ge/+tZtw+9WTXj4nszoKDDg8POTk5IcsyDg4O+IM/+IPGL/5ZfcZ9fuFUAX7xWq2l/98v4bLhXG+vD51cSePRuYo3Oz2hnSq5fLVgNbUmste3tDIlilcT8EawVisyFrFIJJ2BZwfw/EQJI+hsYzdXxdI5DarxDs7HhszBKKx+XoXv7MMvj5o/w9Yo2Xu+YfZx0FGrajNRrEnoSfMFlic7cSPh2+mGRmVwdt+mVNQn26GRKALs9bUPspcFTUI1Qgwqlh2dO4oK6up3ABIn9NpwudKz6Kww6Ajn42vbbC+PtJJIFS0XI8Ol6HMMwuPtyJs6FCfzkU4aEczCPKPwdKsgRMO0tBgMg1bkcmrpZYIxgZYPdedkpIqQGQEi4ylkicGayKS4PvHOvGAQrE8pSsEkCVUQLNWaCyRxEKsp1jqM9UQsIWpPIhIpG6yi3lnCBnXO2ebZxnpTMbKZzDm/IVF1dn+a3UgkbZLebE9NWxuDePQBDmkI8Fl6SNa6cR1mr7O8HUIMFfM9aRNMPkCIWJ9pfUY5XlPixHrtqrwNaVuJIszJHgBJB5skSvSmVxifrVWhNEHQJNk4rbfTpJg8YXx1QcezblNt9df3icT5bSbv6bZNh5isTSjKNXHf9Xfxg4MPGlrjvcd7f+P3voisqZTn5+fz32cXWsfjMTFGWq1WI7H8VLIZ3idE5F5nTF++fMmXX355b8t/wN3igSw+oBF5nvPmzZvbH3gHWA2nGQwG7O/v30mFQpZlXFxc3NGavn98aGWxqqq5vXQWHHRwcMDv/M7v3PoF+65di2+L8RR+9uJ6/rCoVFB5tAXbXbWXXi2cKx1f6E/ilGxVQXAGhhNqUnJ9QhTFzpXDg4GQGH3uTk+JXBR93pur6+c93YWrsZLWRcxmGwGe7AhnV9rVOLuC76zQziHPoJ1ezy8+3a4DcioluKNC7Yd7fe1tbMKgfTNR/M5+5PkGorg3iBxfNt/XzYVp2Vyf0ck0XbRJAc3dkOG0RT+vcFbms41V0HCdV6eeooKLWZ0AmsCaeEOxMmdpEHb7TVZWYb8fmQbDdluDc85GluEEqugYL3QpKlEMDKeWrVbFtDSMppYsMVxOHCBstQKJh8PLBG+FnU7FuNRajH4WyHxFK41YKxiJhGjIXKAKQuIdIQhIRRm02iTxVgNqqjDvZASIocRZo8ogetHBOYexBkGoTKZOyEj9HyH3UFXrRNHoAhvfOwOYuNlCqnOK0+VnGKMhObUd0yQZ19GlC++LsUQJmHQ2prD4KhpMRKj0+aJWWKmDaRDBOH+rQmfczaojLrkmZRtgk+xGwgtgfDa3/M4mcfFtjPNqYY0VUoy0SuOW5FOSjLg6WzmDxOv1zfrgnCqFxWijRVSJYm+F/AlSFuRZTrBOlctirDOLefd25bOc6rvV2dH3xcUlpdJvP8b37m9W7S5hjJkTvpvwV3/1V3zve99bIpYXFxfz32cOmJtsr79JNQ+z2dL7xDfffPMQcPMJ4YEsfmb4FGyoTeE0u7u7a+E0d4GPSZn7dfAhyOJ4PObo6IjDw0PKsmR3d5fvfOc7dfDL2783d7nuby7h757D//qV2ku7Lb2tqM/LRFhS/mZq4tlVJPHaf/jNCXz9anm5WQJ7fSHxqkqeXCpJNMYsKY6vV66bOKsWS++V4GV1Muqq9dRZqW2j69sUotpivYPT6cwiu35q386hmwnnVzBo6eO9g7KYUlYFWeJx3hHF006VvIlAEEOMSnSPLwyJj0hUwjurP+i3YDgxxKjBLMbUo3CAt9DLYVJo+qs19U/NwRIvlJXgpWRaVFTBICbBOUcVcy7OgQUyCPB4K/D8dN0O5qyG7jQlsD7djRxe6FeVQei3otpYEzi+dEvkMvNCOzP1LKQitZH9QWBUWC7HhsuxJ08jvbZQVEo0x1MlRKOpYbulaicY+nkksRXtVMDo7VXQ/dpKA1WwTCtNTLWUYCzeeyYlZCZSlMvEQfdxBUbVjCCGqhJiFDyBGNff/zwxajFdg5B4W1sIV+4RIU0cMUSsT+t5PFtH2uh7UsRATDwx1qO48892TX4XL/QsrJYBLILExffKLP1mjEFmpxerrS4iOO8RF+Zzcdbo7Rbh6vKCbq9f20bttVS/tOWzsKcbTLDWzbspN0GMm5P2tfuCXoCoANvaoooBl7YxsYJivGYFFev1osAtM49Yp6R0pga7rFYcl4ljM1Fcwcymahx0+hruQ7HU37q2XahSGWbE1Xhs3saEkmSwh2s3d6R+yjDG0Ol0blUpy7JcUikXCWVZlnO1bROh/FxUyqIo7tURJCJMp9NPrj/6NxkPZPEzw10Rrbu2b84SMg8PD5fCaTZZGO8Kn7oN1Vp7J4FFN0FEuLi44PDwcG79PTg44Cc/+cm3Cjj6NspiFOHlMfz0ORyew9/9avnYPq0zfw62lPAdnWk33wzDidY/xADjCjIPOz3tVFzEtNQ0UxHhyS700hGGnNRbtnuqUq5+ppwVvtjX6o1qniqpGHR0BlLHYzSF8peHsCkI59merlO5YTcNOnoif3jWdG9Gv2W5nNiVOT6Z//9eZ8jPnndpOqnutoTxxCypsDNYIxxsw9evmxNT97sFp6PZ5/b6tb0VtjuGN1fr27u9oRcR4NGWcLSSiioifLFdUlWW7VbJpDScjyyvp5ZnuxUv3yyTzsQJ/bZwMXG0kkg7VWtoK4eXZ9eP7WaBQVuYVIaricMZoZNrEq01kCaRojS000ArCXgHxqhdczQ1tFLtGhzWhLSdqNpYxGQ+H9tNI2V97KuZv5AgAAAgAElEQVRyaPSzHAMVGZPg5gE0hrqnMay/R5k3VBsspmnikRhxPtWKBtE+xBANzhqGVQX4tbfemnrWUGB+XJrl5TaTU4X3lnDD/c77xv7H+fPTbL5NEVlZP0NI24yjAZvpj6gN3BmDrfeXKpcFiNusrFqnhHMDBDCzWcYb4NJ8bvOtZt2xLsekHmsNNlRIOcH4FG4jp9ZC3Tm5uCZxhTgSgs5c3qISAnU9R/t6GT7H+QRTTTErs6+z0JywpMgKsSrJd5/gss8vMVRE3uo7dDb/mKbpjYF4IYQlQlkUBZeXl/N/z/qFkyS5sUbkY1Yp73tesSzLj76b8wHLeCCLD2jEXZCUxXCa8XjMzs4OBwcHbx1Ocxf40DbOjxWzZNkZee/1ehwcHPBbv/VbdxYE8K77vqyEr1/B//yVWkyvFtxj/fZMIVsOb5mRKGvgi12tmChL4fmx4XIhJf+8/r2Vwv6WnsArSRO+2FN76IsjgDZnC6/bymC3r9URlyOhlWnIyqpCufg6F0Phq0dqS40iWANbXVXOEq+q1HAiDLqGr19v/rI82FK1c7zhXHa3JwynvrEeA+DLvcjzk+ZUQm9LYoiMquYLNU92I99sCLTZaV1yOmouX3+8C6/O1tennQpBLFVD6M+Xe5GjC8OgXaeKotucp/Cr04RVov10u+LocvkYtUQeDVTdTIxwNnScjyyPtyKnQz+fZezmkfOJ49WFQ0Q46FdEMZxcOQ76FaaeL9xqVyT1795Fqnqesp0Kk7ImlR4SC+OShXXUcJuyrPDeIVi1EwchN5EqmpVkSSFPpNFi6h3EUKgV0rq6F9ESBAyGYRlYJOozOGtuuEgjeGepqua/7dbam4micxvnI0EDccIN5Ms6t5H8boQxaFCsrrP1CbGqgETTTa3grKbKOtG9BAa5JazGZu0V0tTw0km2cXsXlUeTD4CIS3IljOVk7fKQGKN9hTcSypo4Zm1CWeLy3rWS2fToGVFcXKZIvc4Gm3ZVtS2G+kcv666FARnnyXefYJP7S778kAgh3Gkit3OOdrt944XUJpXy8vKS4+NjiqKgKIo1lbLJAvuhksTvOwn11atXPHny5N6W/4C7xwNZ/MxgjLmz+gxjDDHGtyZ2TeE0e3t7H7SA/XO4cvWu78MmTKfTOXkfjUbs7u7y5MkTfvzjH98Leffe30oWhxPhp89VOfyHb/SC+tNdneFbJIuzJFNj4OmOgNFwGhG1nGaJ8M2JMCnUDvrFnhCjWk9l4TRrXMAvD1UdfLonetIspp4tXD9WxlNVEPcGatN8dapkc6eryzq5YGmeb7un85D/uEAmo6gSqmqo0M5Uffzpr5RA9tqQpwZr1cE2qQytJPLNG0OIze/LwUA4G0FRbiCK+8Lz4+bneifs9BKOL5qfu98d8s2bZpK53xtxOmwmil8dCC/erL+mr3sdT690LrGVqgqIaIrs0bmqm/p+6/P3+pGTS8fqe/J4O847EzOv5E8iYAzPT6+vhDsjHGxFhlPLdqtgOLU4K5wMvZLBVknqhfNxwla74qAfcAjdPJClgrOzaguhDJYgtU1UDN5ZJqWQJZFxuTB3aNWuWwVDERNm7neD0EoiZYNy2E5mM41gbU0kjRLZIJEy1vtgQTxzRoOYmiGaILvh3nlq6q/xXAPIDYEsBvNWgS03wSe3qxmyaks1hiBCCBoO7FxKCBW4NtZanNHjwcSoRfRVAUl+K1HEOmK4PdDGLiiP8zVLWjjvtXuxnEAMmLTVnNq6ApO154R6TrwTVQttqJCaOAbRx95ktZ0H+biWpqGGUhXV2Wv5VImi/3yTQj9EEurbqpQxxiVCOZ1Oubq6ulWlXCSWaZre+fd3URT3Xpvx0LH4aeGBLH6GuCuyOLNw3lRmW5YlJycn8wCUWTjNXSpU3xZ3RbY+FGZzl+9q153Nhs7qLQD29/f5/ve/T6fTuXcinSRJY6Lu8YXwd7/UcJpZ3cViB+Gsm3C3B50WvDzW2gLdJrWN9lvCd/ZUbTi5UFI4QxmorZ+qJB5sC0Whc4d5BvtbwqsT4ecvZ8/Qz8puX0jsmCgpJ1da9t1rCYMO/OL19efp+dH1784qkWznqjIdncPJcPNFikfbwsVQtxmoC+Sv1wHgtx4JP/9GyUevHWhlqmLp4WvU8lhq2X0MQrVCKJUorg6KKawV9geG1w3qH8CTnYLX581E8aBfcnrVfDW9n53z6qxL5goSq0qsswbBkGWWy5GjKoWzqUHFYMOj7cir8/WAnEFbmFbroTr7/YA1sNMJXI7h7MpyOTI83oHTq2Ur7Bc7kWFhuBzD5Tjhy73ApLQMWhpykzhdt0Gr0vlHV9FKBO91jrGVqgo4KS25D2ROmNRhPsZEepkmnqZeL84VFaReGBerJE5op0KxoOTNbKmJNVQC0XqqoGmwM2tqK9HjeP091ETdqoF4AuSJpdzgabZ20+yj4u3sp5vJk0vcjfZUn6Q3qorW+VtVR5ckN74GQJzNDBoNEYqiJBKsJokmGcYafJaqpTVUSoIXvjMFg7F+cydjDbNAFJcgQihLAiA2weV9jESMB6mmG7sXF4ni+vIKAmDSFlWl1SlJVd7e42gsxifz5dqkhbEGK0K++/itOhQ/ZXzMtRnWWlqt1o3nWCKyViMyHA45PT2d22BngTRNdtdFlfJtv/On0yn9/v3Nrr548eKBLH5ieCCLD9iIWcjN4h+y1XCaEAJ7e3u/VgDK+8KvS7Y+FszsnG+z/jFG3rx5w+HhIaenp7TbbQ4ODvjjP/7je51BaMJMWYxReH6stsz/6x9UjVtE4uA7B3AxhLMF6+jJpf5kCTzdg9Ek0koNw4lweHY9twjweFtVqkViCar+/eI1bHeFZ/t6Mng1UoK2eqjqeumxPuhE9geGsoKjs8Vr8csIEWIUzi/h+Fxv67a03D7xGnhzeiVMp/DVY7WvbrqOYw0824evX18v++xKf2Z4tie8PEEL3Gf72QXyVG2buz3d5sdb9WzaLMXS6OvmKUxLw+MtjcBQu1RFVZVYKRiPc3Y71CcW11vtHQiWR1uBGDVzpApQVKqSvnrTpYoGWD4p2+8NObxYv7Lezaacj9I1otjJ1Jo1nhpSH+m3NPTEWuHwwi3ZWJ2VOVF0RtjqRAxCJZZfnugJsEH4aj8wLCxvhpbdbmC7I1xOLINWrANxIs5pEq6zeltZGbwTWl4YlVDWhNwS6SRR33cso1JDVrpJWLrgoVCiWAbBOwdYikoogpBby2hOvJYPiHZqKDaQsjwxlA2BNqCJuZuIoqqGbFQNb7Wf+rewn95IBN/GfnrzBc63IYq3PUYA6z2hqhb2hQfrcFbTa40IxlridHQjETO3bPN8ndJ8YdsNxrdxzmElIOUYU/9BMGnrrSy6USBahzUGcU5HRsoCYsN7byzG+SX1MYYKm7TJt/Y+yu/ru8bHTBbfBsYYkiQhSRK63eYLeaDf/as1IsPhcP77zJruvd84R5llGdbae59ZfPHixUNtxieGB7L4GeKuE1Fn4TRHR0ecnp7SarXeSzjNXeFTJ4u3JbrOqkcODw+5vLxkZ2eH/f19fvCDH3ywZLaiFL4+yvl//uER/8ffzNQzrbb4zr6qhzO+s6gEPt1VIjJLNs0StVxOpsLrU+HxjiaXKq6P89nj0wS+2lPCdHhWV2VU8PJE/n/23txHkizL7v6992zzNfbIvZbsqple+XGZAQGCOoERKFMmqI1AlX8DZUpUqBFUCQokMBqVwYw6xMx0V9fSlRmRmbEvvtny3v2Ea+buEeHuUUtGVWV2XCCqMsLczW1zs3feOfccDudMYvpt2FqD4Vj7HpuvjDOB3bWSo4uE313MBq8760KvrXLVgzOp5YjC0y3Dl9cA4GAMg/HMZKaTCQ83IM8Nz3Z0e85H+rrmu9pOVY769QLX1KY+3FXge31IXXld11ZfI0VuDrlViPvBA8NvX+jvV1/l2F2Dk0E2x+bNm/YocB0XN+8rWz04OLc1ULy2vQ+E/ZObQLGderAxVTXHiIontSNiKfF5hPEZl3nC5VDZv1KiK0AxcsLjTd3K9bbn+MJwMTRkmWEwsXSSQK8V8Fhenkb0M8/TrYrLsSVygc1OoJt5okhBZ1kZskhNbjCW0gtZAqNCcMYQxwaDXpvDcp7JFXpJIJ9z5Y2cso3WBMaFxV8BxAZCsVT5kcUsBYqxYylQNMhCF05btyU4ZxAJuKncsDG2UedcAxgbLYFrBi8BE9WSWKP7bebWFBBs3NxfZfaFkEAIUsdxhKUzJbexjhhz1Z11QbnodjCpn7PgNXNSVhcnOrCuQZ0zqPNplc/MdIxd6Fx7vWyc3vg8kTDrUbUpLoowxiLV7RJVMRZcgq0NcoL3tVTW4OIW1kAoc3VUtQ4xFrkW5ZG0e2T9jT8KoAjvPlj8pmWtJcuyleOchqWcB5Wj0YjT09Pp7yLCeDyeEgWLgOW3YSkX1f7+Pv/yX/7L7/z++/rh6x4svof1Nh4Ck8mE0WjE/v4+X3zxxRSA/Omf/uk7J+d81x1RFxnFjEajqby0qqppLmWv1/vRBgGDsfDbOt7iy9ew3U+4GMBwbgx4OtCfTqa9hm9Or7qY7h8rQHz+UN0av3ytksz55QC9FmyvwcG5MJrM9rcoFczt9GGrG3AYToY3mcGmBxIUOG6v6eD3xYGwd3xzRvXwrGEYVeb4ySPBBwV9EuQmTVnXk23NaVQQeHVwmSVqfNOriftRDu3U1KznbH0i8PHDq32Q1+vDB6uB5rNd4cXhkh7FNTgbLctSVPnrYHJzWbel/XzXcxFBpbD7JzfvE1msoBtg3Xm8l6kUt93tcHIt77GXlZTBTZm9mDGJnWCtY++4h9Q9jv2swEWO1Ak2VenhqFRX1O1uRRwbEAWWndTjjE4sTEqVKHZSYZRDFSxpFOhlAUH7E8clYMCaCn8Nj/VSCGJIIkcZDEUJRdCok8kCTCKhIolnEyXz5YzgFxjdgLrTguBsHRlhDAaV0npRFrkKgq/NYHQ79TjHDsINeez8OWmYzMXXRxqbaUTN4uWWYgmIBUgiy7jyQAKoXM5acMiU/fY12BTxTEZjWlmqctIaXDrnVoJFY632Ka4olbmuBpPWuSvmQN77GQNpU2xkFYBbA1WOVGG5pDSKv5EbtGApvIBJcImCU6oc8dckpsZqtuSS/fS+ZkuNwyUtleFeY0fT3jpp5+3GU/3U648FLH6TmmcpV/lI/O3f/i0///nPp2Y8eZ5zdnZ2JUYE9Hu5KkZk2Vjxvmfx3at7sPge1nd5EFyPT3DO0el06Pf7/OY3v3mnHy7vOlhMkoQ8zzk9PZ2aB6Vpys7ODr/5zW9+NMZURDisYy2OztTB9ArwO3FAi4cbOiB8NZdb2ACERoI6GAudVGWNr46lZsC05/DpQwVr8xEP2oumg82n25r3h2gP4ctD4WIq3VQQ+HhbpZR7x3IFFEVW2OjC3mFgOIZ2GniwlmNci9cnN0FmvyN0Evj7r2aD71YKO+uWOFKG7+hCJaiPt2/mOs7XpFADlc9fCvNj7TSGta6hlUIUQRIZLsaGXgaXE25s00cPlXFcVludAS+PFpssbPb0uJYLAF8aQbsFJ5c3l2WJkMSW8+HNZQ83hZOBod8WsijgbN03VunZ2LsCWo3KSbcsRxdXBxYb3UCQiE6iUtvLEUzKhLSTcTbU14oIm50JzgjnY8fFKKIfn+OcMC5bUBZEkcF7Ya0lZIkjspbSO6wX2gkMc+FibIidOqZ6gYt8xsi3k4AEjw8KyuLIABZnhIvJTdTXSYS8XATOAt2WXSBXBURzI0WaXlNDqKMwKm+ITAM+F5yLSJj4ZVJp/Y4sg4qRXc5kgu5rsXBf5pavAIrOXpPNGpU/+wC+3l5nzZys2kGaMJTm5UIaWUoJmkWIypJF9Jw0ZjfGWGSRDHP2wUvzFK9um8qKl5UPARMnFLUbq4kTla8i4AukKmqW1l2Rii/9yCimnHvdDJxG2DjRyYFQqoOqi7+R4Y6uUxlME7WInMWEiqzdJWkvlzG+r1WW5cqewPtaXLf1UgI3einH4zHn5+fT30MIGGP47LPP+N//+3/z8OFDHj9+zN7e3nQ8s739duXQ/+f//B/+43/8j3jv+Q//4T/wn/7Tf3pr6/5jrnuw+EdcVVVxdHTE4eEh5+fn9Pv9K/EJw+GQzz777J0GiqBga5HRyk+9qqri+PiYV69eMRgM2NnZYXd3l+fPn/9olto+CC8P4R++VnA43zcYRyqVPLlUMNdUIxHd7CmjuFdLUDuZxmGMc+HoTIi3FFD4az2HX77WQfqzXdSoZk5O2s50eHcxDBgDGz1DEouGrNclwN6RDsiSCJ7uQlEGkhheHQuf783WN8otozwFAq0UHmwowDm50B7Gr14FTq6Nncc5fP1m9scn26LOpt7yYA2OLrnB2lkjPNuBL/dvDijzEg5OhTSGrTXD50dh7n3aE9nODHEkdNuWooSnW9qrmReBvAgU3lB5x+PNitfni4Hielc/a7JAXho52OzDwfk8wxlIE0gs7Kwb8kpob+hxR4TS6/E9uTQMJob51lRnhQcblsPzq5+lrrSWg/MaKErQmJFE9+fwAs4GCp66mdDvWE4HGrPRSgJxBK9PMwRDvxVY63gOL9boZ4F+Aoihk6nzqQiYUDAaGyoSfDFibGMdjLsMkYqhpMyDrm4ScDYg1lFUhkkFkwr6WWCY3zx3joK8NCq7vFbd1FCFQBJbdQ7F4L2hCpDEhosF6wON61gMPvU6WuSy2lQWazzM4loNJA3qKLysjFm9XNdvlq4f1J11FVg1xlJUoYZv86ZNDu2PFdI4ohKPixONzZAA4qfASmiyH5eDSUH7Lm9jAqM4meZnQi3r8566GwyiiNg53craeXUp8+iiWqK8+PyEEPT4GodNUu0htl5lpsvWGaVUIUzXKSKUPtDvb5DcobvlT7numcVvV9/GDDCKIqIoWslSigjPnz/ngw8+4MWLF+zt7XFxccF//a//lb29PY6PjxERWq0WT5484aOPPuI//+f//J223XvPX/7lX/JXf/VXPH36lD//8z/n3/7bf8svf/nL77S++5rVPVh8D2sVuJs3p6mqiu3tbZ49e8avf/3rG+9rehbf9UrTlLOzhanmP7maTCZTeWme52xtbfHgwQO63e6PdsPLS+HzfWUQf/dSAdxGV6Wg5wO1cAcFen84UBbx6bYyZ0dziKEBlh/uqsT06zfCF3Ng86UatrKzroPcl4ezYVQQeFHLLB9uQCsThqPA3iGcnM/WcXqpsQfPdjWGY+9IrlzXUSSEILw6UrC4u2EZjITDc7lx/Y9z+OpV4MMHFvGB8cTwwa7h+CJwMbr5HXNWeLpj+HK/2e5Q/x221w3dlrIq4yKA6OuWVb+jgG3/6OpAMkgjoRU+fmT4h68WDcX1Qf/RQ2Hv0JJEJXGk63NWJYCtTAFsbA2degw5T7yksbKkLac9pWWlwLIqoL9j+Wzvet+jTgaceXMDfFojPN6yvDq9+fcnO4ayEh6ueYpSczR9BYcTeyU/cr0jdNum7i8Uji/hwx3DmzPLTj+AEYI4Sg+PNj0CdNNAJzOUPiONA6U3jEtDJ/Osx8Kk6jMpDcYGumlJ7jNEAjYUhOARXzKQHsZc7ftNzZhxcVOqLD7HRhaMJarlimDwQfsXT8fCokduJxXGxWLAkESsYPZEly/BN9rjuBxIppGhXCJ7hduBXBK51fLT2FGuck91duX6G9ntio/ARY5JpbmK9V+YB5LOGXW+FY+LHRI8IfgbvZNR06e4omwUXQGKC7dYwIupIw8s2IwoclgE40tCLS011uH5BlnGRuNUqjlG0UQZRT6hlcQQqqlBjo1Tyms6aWMM/fWNP2qwdA8Wv129bXMbYwxbW1v863/9rwGdBP9f/+t/8d/+23+78rrhcMj+/v7Uuf271N/+7d/yySef8Pz5cwD+3b/7d/zP//k/78HiW6h7sPge1vygd94d8/T0lCzLvrF80TlHWD11/E7UT1mGKiJcXl5OAWIURezs7PCLX/xiGvp7eXnJ+fn5LWt6u3UxUinoP77Qweh4oixPU03vYSvR8PjDc+25032axV/0kgGbax28BE4u4M2J/oAykR89UBB5MZef3RjR9FpqQvPqWMHKoy1d+cvDQFmp/PPjR4bDc+Fy7v0+zKIu1rtq/DIaByJn+PpN4Kzej7yEy5Fe31t9w0ZvBgRFhKfbhtEEPt/TgdrZYAaQttaEtY72cr05EXY3tNfwiwVMoQ/6mjcIz3YNJ2eCIOyuG1qp9piNJgp0gxgebakD6sXwxqoAZRcfbFR8+Wrx7bsxs/nqtW7LVYNMYa0Lo9LWx+zq9qojq1kon7UGnuzaad/ofK21dZB8HSgaIzzZsbw6URuU9Q60EqkHzIYXb5hzRDXsrguj0lJWeg42u0K/LVxMHPsn+rosET5+oHJitYyHOLZMCtTdNBHSRKMirBUIwqQypJGwmQQuxpDX5jqRVcfVIDExhnFhqYhZ6/iFAC5zOV50IBV8wFf5FHy4yDEhBhtfsR1Nnb/SQzhfSXQ1VuP6sbMszz1sp4bJ0l7E1ayhs6wEirfJUyP3DeSnK4Hg7ZVEbqmhT1MrsVZt7jMphWYCBRyIMv+xM7j6CAVZ/TnG2ltlpSKL2clqug8O4yJiZwnGaGSH+KUsYQMU/bVnsIgQJ6mymTapwai50ddunWNtbR33I6lQfip1Dxa/Xd11xuKbN2948ODBjb93Oh0+/fRTPv300++87usuq0+fPuVv/uZvvvP67mtWf9x3kfe4Xr9+zatXrxiNRmxsbHwvd8wmw+ddrdvcRH/oCiFwfHw8dZft9Xrs7OzwZ3/2Zwsfaj/E9ouoK+gXr4R/+FoZwuu1vabgcG/OyXRc6GuthWc7CnrySqMqykrYP0w4GQbWuwrchuNZtEVZaUyEMfreolLDm6aGE3UI3ekHJAhnl3A6x0SOc91eAzzb0Z6kvaPZcmOEXma4uPS8Ohae7lqebBteHoYbkQ3HF8Jx7X76oH9Jv9/l4CRcia248vpzOD4XslR4sqW9lhtdgzNwtICldFb44IHhi/3ZwE9Zw9kA1Bjh06cKuHbXlfkb53AxFMraCTSynk6a8+pkcd6hNfBkx1zJhZyvta4OfOfB+ezz4dmumTK415d98NBMJwHmq9cG6wyXY91GkUCvBe0Eeh2VxvZSnVx4c6JA5cmO5fXR1WP0ZFsYTAwbbcEYnVxIY9g/U/OdJAo8WNO8w68PHd1UeLQpDMYW5wKbff1cZ6HwhtTV8kVjaudK4XxkSGMhcYKxGiNyOrrWK9nyDOeAoghYE7BhwrioMMZj4gxPAlGKMYFOwkJDG6SirCqMXTBYlQDBIyy+J3cSljKOsdPjuqzaiSVfCtaEyBqWEZbmSmz74vevZsS+v/z0Rq/jgoqjaCVghSVgsjYByiswuPp3R3NcIitYIxgJBF+pd7Cx0/7IpdsTxyuiS2bbU4qtjYwc1kZEVq2KQlUwvR8sAYqL988xKT0QEUUW9awN9NfX3zkzuruoqqp+tLaNd7F+iNiMJ0+e3Mm6F92X3uWx60+p7r9B72k5595K+HrDyr2rsROguvpv4kp3l1UUBYeHhxwcHDAajdjc3OTBgwf8/Oc/v/WBvsgN9W2U9wr0fvtS5aWacaiREB/uKhg7mCM0mxxBDbpX+eflROWN230djBeVkDh1JVVZqQ6Em7zALIGnm8oeNnEaIvCiVp482oQ0FsoqsHcofDnXTwjwZFudCF8ehul1LcCLQ31IrHXUZVWCMpBfzL3/Rd1X2Erh0bbmNb45mQG7BxuAePYOW+wd6yB0Z93Q7xguR1dBoIjw0UPD6xOV6DLdEmhnKqWNnIbCmzoYfBHr2JSzwtNdwz/+4aa8EyCNKrb6njRNiFyLtZ6a4uSlYZwLo4majexsGF4cLP6czT5UYq+wsE3ZW4Dihw8NL6fgTminyhAmkTJcpReySLfjfAgnOfQeWX738uq9J47g4abl9ensOG52hfWuMCktw7FwMVT55vNH8PrcsNMTKh9opYY3546tXuDDHU/hLSDsrHu6GbjIMCoNvTRgrXA61mtvo+WxkdTupoZRYYlagTyXa5MGwnrLk1fqEOq9Z1J4qhDhKLBxB2KFUrNTJPRSGC2cyxE6qWFSLmI1hNSVeBYzHlKNGJvrs/tSS1uF2Bm8tQrpjOHqXiijGMf2BlgSNE4jiGAjrl5qRiGiNQoGXX1bmn98mOY/ErDNm+sPkToyw1pbyzAXl7PLcyR1dbeDzegWCSzcDki1T9HOMazaP6oxMGpiJOJI4kj3y+mRlVAhIVw5LlH0DYAi4FxENScVDUEopoxljHNW3VANVGWxzGRZ1ycQx8mVfayqgE1i1vprWHs/SIZ3f7L7h648z++UWdzb27szJ9SnT5/y4sWL6e8vX77k8ePHd/JZf2x1Dxbf03r48OHKB/Y3rfcBLP5oURKDwRQgAuzs7PDJJ5/Q7Xa/1TZZ+w16W75hTQr4/b4CxN/vQzdTcDPv0Fh5w4uaQdrqC90WvD6ZvWaUC5dDWO/BWkcoKhYClH4bEjPgIu9M4xUmhTqEWqMuqKNcgeV6F/I88OK1Bp732goM94+EydxAfK9m49a7sNk37B8H8lIB7qNNQ54L//hVqPsWLetdYe/w6raNc/hiTwdsm32NzShK4fO9m/tweCbTyIxuVrHRFbW6rwxf7C8G+aMJ/OG1YAh8/Njy+siz2bd8/NAwKdRBdj4zcL0DUWQWmt00tdGPOB9FDE9gkbiw24Z+23A5VLAcRYbI6kDfGnBOZZ8+BDY78yl5AEIrMeSlmu7MY4AQhDQxDIbQjvRcjCcwGWlfZRy7G+feGvjgoZ0Dl1qNYU9RCk82A6VX+XK3ZfjqYMauORv42WNDXhqC13zMp7sK0jppoJsZJiX02oFuW+WEGGW3W+mfA2AAACAASURBVEngfGJpJ4F+FmrHUh34N/u60fYMcoOIIYmE2AGY2lHVEmROsgh0WoGyal07ZlprLWG4ROHey2Qqzb5xvlKDDzGRMQoIjNF4wprX87aND5rrWIluK8YCBinOGKX9xSsmkEbaZ7qoItsYnyy+/yTR6j7HOILKz8s6r5azglTzjJ7KYZ3VkBNrVKFrbMCYZm8BUYDqvcf7ksqsYjbU3XZVxdFt/ZANmFzN3KVxdM1cyAIJ1kBkDdYoC1lVqyfzGgOdVdJfAO8Fca7OYUyInVXwHiqC91PwGESIo/TGPmZZwlrv+00Qv091DxS/fRVFwfr6+p2t/7pU9G3Wn//5n/PZZ5/x5Zdf8uTJE/7H//gf/Pf//t/v5LP+2OoeLN7XympMbtbW1n7sTfleZYz5Vi5f36VCCJydnXFwcMDx8TGtVovd3V3+6T/9p3c6U3dbnQ8VHO4fa3zFwZzXz6QALnSs+nhzFnHRTHafDgwnl8JmT3i6rY6SXx/U65hbz0bPsNZRaWVjuKFSxy6REz56oMzl2UAldDvrgAjjsSeJDHmuhjdNXY7gcqQD+Y8fGS6GwvFcz+TZAM6Hnmc7htgFzofwxcvZQMwH+Op1mG7bZt/w5iQwqF1aDcrkjSaBv/9SP/fxtiFLDK9PwhU31WkZS1lV7B8bksiz1VGK7mKcUYart9KNrsca+P0LXfdgPNs2Y2B7zdDrGNIYLoaeN6fzgOZqffzI8PUbuZHxNzv2Oji/aoYz+/ejLcP5ECYLJI3WwNNdOwXP15d9+NDy2cub71vrqLnI+bW+ysjB4x3L3rEev3Yi9Duar1gGw+HZzJDFGvjokeHlscXZwE5f4zoGheXzVwZEeLgpJIma4zxYFzoZRAnsdqHTMkwqw3kO251AELAY7dUTQ+WFYTU7ps4Ia22VIKcRTEplGSGQMsLbm9LeThKovCwEiuqIOnfERfffGo1EEYEssTXoVsaqCnr+TydmSb+d0E1hXF67FuqPT2OhNMuAIlg/ojSLJcqa6FfhZdljf9FeXnv/yoG3kLimR7AplXyGenKklVhGRWDZtS6+wEYZXhS8u1oSOs9iGsNKeaYxXGHvFlXk7K1AMXZuqQttEJWeO2vwYhBJcVYnaKwRkApfVc0cAFGU3CqrhTrncW7bZ+DSYU1E5AxIYDIYQOvqeey0M7qd1j04mivv/b0U91vWXTOL+/v7/It/8S/uZN1RFPFf/st/4d/8m3+D955//+//Pb/61a/u5LP+2OoeLL6n9bYeGO+TI2qe5289b6mqqqm77MXFBRsbG+zu7vLpp59+p/7QZfVtwK6IxlX89iX89sUsuqJeylZP2F4HjPbtxE5ZGWOUBdjagHZa81dBewyF2TW1vamvG+XKYATPNAj8+VNTB8trHMZoAnkhjHPotTTXznvhqz2ZgzP6r35bXUPn2cTSw5evZmDOmIAEcAb2jwKfv5zt2aMtBXtfHwTCXFTF6aVweqmDzI8fKXP1+jjw5f7V70jTQ6gmLyrrfHWscrOHm5avXsHFQG+ZReU4vNBBuQF2N4V2GhhOhDQKvDxyS9kbETg59xg/4fPzVn1+A5t96HeM5gIG7VXcXLMLGc+mHm8bTi/1+C6qDx4Y3pxeN7nRiiN1g13ECjsLTx8Yvl6wbKtv8Fzte3RW6Ldhd9NSVsKDtcD5QN1ynYXhxE57GkHlyI+3FTDt9D0HpwCGg0tLK4Enm4EkMZyPHC0TeLgptDNLp6UM5fnYYkuhFQcMhuNh810TtjqecWGwEXRTlZqWle7vyfDad1ICqVkMFFtxwAd9v4juY2TVOCeyAS+arVkFdewsPeTe0IoD41IWnn9rNBJlmSq+l7GUjTTMMXELKomEailQhIhias6zcP1+QsFyBUk7terku6Sy+DpQvFqxY4UhD4CQZQlFpbLtIDf7KtNYGfDm9ZEVnNGJAGMaGaxO3C1TYxjM0omXpqw1N5xFb66nZoLrz/FhfkInArQfMXZ6fzRWCD4slZbaaxLV6xVEZf5R5HBZF5zDWZAQ6LQSOu13V/1zV1WW5Z32372P9UOAxbuSoQL8xV/8BX/xF39xZ+v/Y617sPie1tsEi8fHC+wP37FqTGLeBlgcjUZTeWkTP/Lhhx/S7/fvbFa32f5lcuDRRPjiDeyf1s6gVlmI50/hkw9mPJOzynw0FhYzmY6CpGbz1a1SGRGVwKlpgjG1PFGg3dIYBtC/GaMAMARhSwwfPtZeqiCOymuPpK+B5ccf6GddDJTtG47gYuD5Yl+InDJOg5FwdA6dTNjqG6oqsH+kvWvb67PPburVsYK9VqpA5GwgnFzoPj7agsgIn79QmWsrheeP1MH09Um4ct40pkPIksDjLcMk10FeFgtDf/P8Cup2+nTHMh57jibqaJomCpoPT68yU71sTAiWN+eza1HEcHwuHJ/rmWqlnnYa+McvHf0O9NqWVmqx1hCCgvxOBi8PVYa7qJ4/sfzhtSxksNop9Dr2RjQHqBRxd9Pycg4oGoR2C9a7CsgFYb0jFKUywCJgreO3X19d3+NtuBjbqVR4uw/tVE1pvnqlr7EWPnmiERNZpaA+TVRqut6DLLN0U0Mrk/raU2fTxAmnI4eI0E4CSaQyy0lpmVTKOoKCPmeF0XWnVgL9tjDMFWBZI8QROKMpiLZmjbw3UyAIypJKMHVG3tVyRkHKsomCTsZS2WoaLQf9oMB3uNTnShm4ZaVgKlnqHuqMENzyAWKoCka4hfmRoNfHbcRZWGHmA2rKM17B9llzXSJrFKjP/aUVmzlzIu27jGqG0tQ9lbcxk7WjzUrp/6zfcbUc1tqGSQWI1LnXmZp9VAMduB0oNuWco6z0flX5QOVhs9+ind27fS6qsizvzW2+Zd31Mdvf378zGep93V3df4ve07pnFq/W94nPEBHOz8+n8tI4jtnd3eXXv/71W2cql1Ucx+R5ybDKOB8rOMwr7R/0gRroaWRAFOvvsdriTfch6Pikto2fN66YDXhKDyFoH1VqBbEK/nwNGptXGtOAQwWEkZsZYjQsY9CxGc5AHDXLlYXxQRFrp+0wolmN0vj4eQ37rryQF1AUgb03nrNBoKhU/nU+1PV99MiSF1IDRa1xDp/vBdbaws8e6nZ8ue+njqLzr4E6NqNvOL4QzgYaer+zBn94Hfjd17NzYIBHO4ZOpkD0uDa82eip3PKr/dlo+evXgaa3MHKBfiun03K0WjGvjlJGi2SudT3aFk4vDIfnenu+GCrLOMtjEB5t5Pzja504SCKhnankMYkNkYNWpm6SH+ww7Yeb7oQoGCurwIcPZn+GuucMDULf7isYbAx0HmxYXp/cjFzYXgMx7opMGJTF9cGw0xfGeeDgFNyaZe/IUnpDtxXYXoPCO754bei3AlvrliJYJDL0W4ZuS2gleq0fD9SxcqcbiFLd5nYiDAu9XvMSLv1VMNNyeR18H9XsoMqeI2NwDrxYnIOiMuTeMK4gdoHYWooFEwORVUlksRAMBtrJTVDaVDdb3t9oUIZsmUVKFq0CitBdarKj1UrMUmdVEJLILHZzrZe328kco3ezynwAaXf58sklZL2ly2MHk9tkoZFdKgvV5TC+JoH1ATxm+tWZPw7WKFPsrOAa8BakZhVXA8UksksjT5pK4pvbK7V8VUv7H5PY1uBTCMHjF7CPxhisNVcApcrZ26TJ/TBuWd0zi9+t7mrSW0QYjUZ0u8vvFff106z7u8x9raw/VrDovef4+JiDgwPOzs7o9/vs7u7y/PnzH2Smsqjg8BLORypLG0V/ytmrCEOYgrCGzQvBEIwyQum152LlhcorgEjnNrvpowoClbdgBJr1omCzqJSJbH6KSqiC9oQlkdQDGqEKCgoUjNWyMCdYgaI0iDEgBoKCy1DP2lsrdduNPph8UClXiRqydNqak1ZWlp2tCIxuc1lBUQrjiTAcBWQgfPDQE1nh9DKw1obLYeD1sXBUS3DTWHv/JoXKV+cfhk1sxs46fPxQj8Gb40BxbfAswP7hbLD2eMvQ7wjDsbB3OB8Mfv0cWNKszaiQWtYZ2FozrHctzuk2nVwE8hKeP3Z89tIvXVc7g42eZe9wxjAXlaEYUB97z3p3whf7i+WID7cMw4nmR16vzb6eq/PBzQH5z544XhzOelmberZrOBsqw7LVV8ZSRIgjZQ4bsbGz8PFjwzCHB5vC5TCw1rMcXxo2u8KHjwRMRJwY+qmh29Jr7GJicJVe261EAf/xaJ6dUvB4PjaAykUj45GQI9WEkCREcYJHnWMLH5NXQr8VOB/dZLkiG0gjYbKArTVGaMXCeAmTu9aCwWSJcYyTFWBM5adLgaRRxnxZJU5WAEFox8sjOEAB1KJ+1ivLVwDFNDYYlg/+gi+JkuXy2JrKW9kxqSDvthiJeiZkSSXRVcAcxFB4YDop4GgllkERcGbWfwpBDXiCgsk4vh0oRs6sBNfT10X22usc1jgipzE8Ir6WrpraWKjedl/xaGeNOHp7rQ7vY91nLH678t6/1faZ6xWCXsv3fbXvXt2Dxfe0mi/k93XRjKLorbiq/tiVJAnD4ZKU87ryPOfg4ICDgwPyPGdra4snT57wq1/96k5vbmUJry/UAGZUKLvXgDaQGhTGatwRgFoGWlYGWzMkAHk1YwcaKVwSNfI0gw8z9s8HHTynsfbaLd02D8OJwTldXwgQDEgJSc1gRhaw6mY4LgyVQCRm1tMTACM1myngZtekbofgvWnQLxgFpJXX/ai8MkeR1YFplkDpDe0MtjcczunnVJWoZDQE8gLWjipOz0uOjz15OXNA3egbtmom8XIkPN3R+In9w8CruX1/vGNpZ4ajs3DFyCVLhMfblq/2K76uw+udFdY7OUksVCHl5EKp23YKj3Ysv39x9TukktPZ37bXDWsdw2jief5IGdxJIVOjH2MMj3csl8Ob7q5NrXfV4fHgdPHA/NFGwdF5ciNjEmB3veJyEl9xxQWFrJ984PiykYwadaJtJdBpW4oSEucZjuDVkcost9bcNI8xiYTddchSy8E5DMbCRk97QPPKsL7uSFJHEhniWBmmtbYyK3llqLxhGAybcajzEHXbnRHSSOhmKsWLTUleChUxpXFsZDGXps1YgDnGzVmhmwYG+U05pTOBVqLX8M0S1jJhsIQR7qaBwZI5NYMQRTr5Mu9QC/W/rbL+rWRK/DIPe6xREJw5cwULSf0fa2V6D7h+ZRipYzQimYu9YBqTAdoLlyZzK5zf6/r50ZBXzX1J7y/63nBLWH07S1aCTRNyqhsxIfMb4RkXs3O/qFrJ6n5Ka3QialUpmNR1eAE/pXln7rhZbMm9EEWm7h8NSPB4L1M20FlzqyRXgNgtlrE25jm6LofgsBhcpFLa4Csuzw+JH22u/pD7ugeL37LuOmPx4OCA3d3dO1v/fd1d3YPF+/pG9a5bUKdpysnJyZW/iQiDwYCDgwMODw+x1rKzs8PPf/5zOp3OnW3LOIdXZ3Ay0tD1BhQCU2BUeV1W1YxdWYY6qNnWZjdCWek+RG7WbFhVOnhrBqUSdOBT1uxiFNVRCsaTxjp4jp0QOSGJtO8rjqR2AzW00kA7m/UAXT1+NatV6rDJWQVSVy+TudnwAJNCB1JqRqEj1thBmjYmPgqSfNDBUZrA/DCyKGvZrTVkqbozeoE8F7wX0tRgiGhlQr9nMaQEDEUh5IUwGnsuLz0meDZ7JWmk27eITZtnER9sWta62sv2+UvP7/5w9fU+GI4vZ2xfKxV+9sRSebgYBay5numnZRB+9tTxxZ5fOsBMYuFnTyJGE89Wz7Czpjl5ldfYkbxUd9KDM5XR3vwM+PQDx+d7i/tdP3wo7B1FRC7QTgKx9VhTYa0njgznZxH91JGXjmFuOT6DDx46fvfi6vXwdMeQV4pGPtgVBiPodw37Jxr98nADHm07Jj7CR5YsNaSJMnLOSc0k2plZjQgb7UAUAwJrmVB6mFSGNAoqw75sHmHKPFsjrLcDF+ObA8TI1iZExU2gaAi1THR2jkQaQ5vGFdWSxQ3TN3ud9sAZkkivxSAq5fa1HLubBk6Gi8GOs9p7uUjyCiqzVTZsGZsZOBstvy/3s8BgvHx5bwUAbpafLsjlbMr5AQObKSC2ypS5+jw0kRkBvYbnjmytjKgZRZeuNJyxRgirfFp9zrhYbcgRR6uZvm8CJqPa6VWEOZmqpQGTsTMkrgF5ykRWCySlUr92ldRV12Gm6o9GcZHGjiwqGNxnKH6jKsvyB2sVeR/qXTe3ua+7q3uw+B7X22AWYRYK/y5r/xsZagiBk5MTDg4OOD09pdPpsLu7yz//5//8zvZvXMLeieFsBONCzTIMyggoS2gJotLAcaEyy1CDvEYu6oOte2VqaFmDhSDgq1D3LCrAM6j7Y6jNHCy1gUUwFA3LIoaLgYJRa5u+Q+rYAc0pTGM1k2mnQicLpHPjbx9glFviSOi0rgHCUs1KnBXSWAeNDbD0wRBHylQ07Oak0MFkGuvAXE39GvCsgEiBskx7HRvDHO3FVHa1k+r+A+SF2vUbY2jF6uRYVsJaz/LoQaIDfA9FGRiNA5sPPCYIeV7xxR9yLueYxI2+HoPffVVQeUMrqXi04TEu5ujMTjMkm/Py0SPHYCT83e9nHWiRg4dblk5L+6jOB2qmImL43dfLaYj1LrQzx99/sbibzRj49IOIz154DCpDThMNn3dWjXzixHJx6dlZm8mXtQcVNtfUyCYvBFVBGiBiay0Ba3l1dvX+0Wt70tjw4lABYCsuaMUFWQKjUcr5OEbE0G8HtjYcQQyPtixJK8ZFFmthPdLIEC/KIGexJ6hKmW6qBkRSH7OzkYMrjJ2Qcc4o9Lk+Co9q1vBifB0MCrGFXitQeUM3ETBNt61+rsqsbQ0azFRanQPrLc/hYDE7odJUlkpT+2ngcrJc1tVLA5cLWE7QiQRl7ZZLW1f1MbZiWcp2ArSS1UBRly9/vwk5wbWnx7ESmI8bVLDICiAoKpEt9d+R1UmDqbuprU23iFCAKQjazxyC1ASpgEtWiE/BFyNyVslgFQiukpbaeuJt1ePUeyGv7016zhwGR1x/F63R8+ksTAp/A0TOV2zVCXb+81qJoZtU7O29wVpLWZbTCdx5ad99VMSs7pnFb1dFUdwpWNzb27sHi+9o3YPF97jetsnNuwoWi6Lg+PiYk5MT/vqv/3oab/Hzn//8Th6s3sPeCby5tIwLZgY06KByUlraiTCZwOXE4iupe4b0ge+94IPUkRZ6DiVoiLmvpkpNNWiogVg5bXNrHEnrAZXMvb5xM8VotISZbZdBWUlT9y6WGPLCcTHU94YgBBFaqUr/1rrQa6tz6XxpMPqsxyovYTQ2mNpUp53ORj/OXv09L1WS65xKXItSAaYxhjRRFrEsdX+TWNmC+Spr8xtrdXma1GAgKBMgqCMn1P2RVcAZQ78X0e9GeC8ESXn4uKPHzwvjccnhief8rMS6AD4wLiLGx9F0f59sW1qZzv7nhblidNNU5WHvQP/eSuHxjmHvjWdzzfKzx3oNjgsFkYOxbuOnzyL+8Kri9GIxmFzvGzoty2e1xFWlq02eovB4x3I+hIuDm+9f6xnameX3L2+O5H/21PHqGIrR7NxETvjwocW5VEFiFjg+F9IkJklS3pzrFmx0K/pdh0kSTJSSZabO5gvErqKdeNJYMMaSxjCqYg6H13oQe4GLicVfAzJWco2zMD1aTuXVzs6+C4bapTfRPtrK17mGqIz6aLDocSdsdsLNSI26OmlgsMSwBqCfKRu6qGKnxjzL37scKIKyepdLeiBBSOLlZjpNH+AyoGmQG/2n15evnmcUsjRZ2YfZSZf3YYKa8syW67mq5iJvYlfH9izcDp0I6yQKICMj0+ugWR5EZZvFLUCxnAwgW95zKQLOfbM+xeuvEWaSUgFaieMyF6yxxHUvuHLxAV/5mXlOKVcAsCPn9ddfEUJgZ2eH3d1dnHO1HFil900tahtpwOQfG6C8B4vfru6aWbwHi+9u3YPF97jeNljs95eHQf/UajgcTuWlzQM2SRL+1b/6V3cipz0fwcsTw+XETJm10kPqlCEsasA4ydXB9M1pHSMR1LBG5W5SZ6kBIlRVDQgjyOKKWEasr/VUMuogiULN0hmSuP5bPAOAPixgKEVjF/LCkJf676pSI5zSG3Ub9eArgbpv0AfdVoz2H44njjen2gOZxcJ6T1jvCr22smUAo4nKTTsZrM2Nw8pK2USDkKVMeyhBmaSysurIChQFWKfgqjln81Fik0JNKuJIgXUcNeuASW4IteGJrbPxnFOQkhfKysaxJY4bQClMCqMsrFNmrqqEKLGsrRuMVZY+z4XJJDCZeIZjz+VFSWYrLi5K9g89SQxPdyNaqcZyHJx4qlpiaI1KTl+8rvjsD1IfJ8/M5VTr8Y6jlRrK0vPhQw11L0o1SBmOheFI+PTDmK/f+IXyWWPg02eOL/bCQkDw/Inj9Ynw5mTGUqexOqg+exAxzoWnO0wlwXkprPUivtiX6bZaAz97ahkXhk7H0duIiOII6wzO1d8vEZLYkCYGLzpgKxFadkLhHaNJrEZHUmCosJSkzjMaRthGP20sLkpoZ45xFTOsdGpjHqT0Mk/p7RW326ZiK2SJMFogPQXY7ATORouXJW7mAryo1tuB8xssZlNCK1Kn1kUVW2GyAki2k1VAUUHqahC73GwHoJuxklXMopJJtXyQ3b0FCLaS1csjK4xXsKKg94ZyKelupk64ywFxfT/wylrGVk21XJ0p27zL2f70PnxDMipQ5UNYYeAD1/Mfb5YCRTs12An1fXhWKmdtJ4ZK9J5flgVV5clHJ/Rall/+8pe3Siob0NiAyOan+VuzvKqq6T21WW7rFgfgvQGV92Dx21We53fqVLq3t8dvfvObO1v/fd1d3YPF+7q13gVHVBHh7OxsGm+Rpim7u7v8k3/yT6bZhG/evHlrQFEE3pzD0aXldGjUbMbqoKCs1JwjMsJFAYOxsoVFqeNfRAcrkdX+wMjJtHdrsyts9jS6oTc3Lsjzgr/7u3/gz/7szxZtzXfZg2+8nrwUDk7h4BxOB3A5htFYGOWWSQmHJ4bXR4aA9iz2WsKDTei1bw6+4ronEhSMDMYKqiVAuwXZ3KRmI3utvIIk5wydbLbOLGlAnnA51F7PBpxkc0RR5fU13iqoThMz7YMsysYt1lwBos3Mfhyb2lhIKEplLbvdiF7PsSWC99kUiH9aCkWuQHI0KiF4slZOJw5srTl8EI7PPOPJYufUJIKPnkT8/kXFshi4jZ7h2QPLy9cF7dSw3tFeOWubnlFLQFnOjx7Ny2MVNDunuZHrHaFM9dwOx8JGz1FUhv/3+VUE8+Ejhy80r7GdCbtbMe1uDMYRsKyvGeJY4yeaDEiCJ0uhkxmSqGZ7xBNFUrN9KU5fRhks2IS1FpxPWowxs8vQAQiRXHA2WVt4PLrxmHGRLnTSjJ3KoJcBxY22XwoUrWneu/h+0UkCFyt6ATfai+SwTSlDP1wC1m6Tn0ZWGK8AmokThvkK+Wq0PMIDQKoJE+KlfjK3Ab2pEdfyTyCJWLmO21jJxEktX11eraSJE7nJWoLeiyo/Yy4bE61m4k57uwM+6iMitfLg5j3tNpmrAFm0KrpEK4tNncnYTLbEbPYdDz762eodnatvAu6WAcrr4BKuspTqYP1uAcqqqu5zFr9F3fcs3teyuv8Wvcf1toBRmqacnZ29lXW9zaqqiqOjIw4ODri4uGB9fZ3d3V0++eSThfbP1trv9fAIAV6fG44uDRdjNS/JS3Ul1Z4nBUIh6AB8VBjyQgccWSysZbDeFTZ7woc7sHWz7WppNX2jP0alseHZLjy7YmJ2dcN9EPaPhZeHcHgOB8fwh301rlnraH7evGTVB80PjCLotdWwZTQxSNDMwCk7hbIDa139vSiF4biWVVkNiE8SaBTSIsIo1wFgK63dWp1GMUDNOlbKLjSZhAoEIS9t3RdlVAJsBGcNZaXLjTFkaeMyDHleg/7IEEdW11NYQj/C2Kw2qBB1aS0CVSl0doRHdVOqCZ6q9Awuc2KncR2/+8NiFGANfPIs4sv9itNLHcANx7NBnfYuxvz262qhUc6Hj5xKUodXR/FxDM+fxnyxF6YxF92uZWs9Zm0tBmNYNxE43e8oMtrjZ2A+nz14NWoxsUWICMDlRIHPVjeQV4bRgqiKdjSiCpbzyc0BShopK3i5ECgK/WTMsFrMtFgpMCJLjU/W234lK7jWCkvlpZHVCJllUQ+ddDWQXGstdmNtarX8lJVAE/Q8jJYY5oCCoUUsbPP+TjtZ2oMJkMWrgdxtQK+TrM6EjN3q5SBYp47M33UbDHVa0Bx+a+T8Zd1z2IqFQXn1PBkDsVGpvDUQGSHEvZq1Eyp/1eBLaMD3akbQF0MmdGjuq8bA0+2Ebra83/W71jcFd/OgchHAbOq67PWn1Ef5rhvz/dB11z2L+/v7fPDBB3e2/vu6u7oHi+9xvU0Z6ncNtH/bNR6POTw85ODggLIs2dra4oMPPmBtbe3W/U3TlKIovhVYFIHjS3hz7ji8UOkmRntpLI3bfOB8YChq9tAi9NvCnzwQnj+Ex1vfZ4+1rLVvxazorspZw7Mdw7Od2d+a7f2///evSYrnXBZ9gs0IWNLU0uvMzpc1DaBTgHU+UEDXael17IMwGBtELJ22slijsTAYBTotS3NKTR1XAdqDOcyVQcjSmdy0LDRUfZIru9VqmenyZrA2ngRyr4YxcWSm8trKC+OJZkWlqcHUiKmshLIUjIU0MrUJj1CWQZmF1GEy6n7SGKl7QK0x7NSGMw8+BvGeIIIEQXzA+zAdiF5eBnYfekZjj68UfFZVYHfDUInhi301zYgileYZA+1MeLCdcHAGcWZ5tulIE0uc6v+dU9Dz/20BztZy3Zm0z3tBJBA5g3V6DRpp+lw1vmKta6dyYmOaQaX22qIPZwAAIABJREFUOUZWGZ0sFrLY472nKAp8VeAcxC6jnTmMuZotaW3jmKngSlfKdN1xpBElHXsz9NwZIYhVd8tQ1L27Ydp36yTnOE+nzsL6M/t3NxMGEzv7fl+r2ELhDYuGvzppNBvwz64o/UfiYFQ45g5xvUhq2aRmPDZRFab+T/PSyAo+WFqxnoRrxqw4tCe5vaC9XNBjU1QBGyp8CBjrdGLNqNy5nbBUOgsqj10Fwm4Dks6s7uOE2+SntQR2BZhMotvA5jzruGQdTigWbKcIdTajAtLzyU0ZbGR1gsug7LZEXTXmWcJOVvmAKJ1J/4IvGR1/ye8PA1mWkabpjf/fZRZeU/MAb9nnLQOU88vgx+mj/Ck/L3+qVVXVnV1bIsJwOHyn2pnua1b3YPG+bq0fU4YqIlxcXHBwcMDR0RFRFLG7u8svf/lL2u3VxgXXq3FEve19InB4AXunlouRIS9N3fslVJUhr3QQMMy1980aod+C5w+FTx/DD/Ac/8nW/MxzM1j41a9+wcXFBWv5SyaTCZO8wPsuku4gyRaYqwfMWjPtcxyMhFGuIe/z4BKg3dKBWgjC5VBlY532bMARRYaWEYYjGE7UNbXXsXSvrScEYVxf3q2s+b+d7s8k1x6jLFWWspVBWep7NGtOHWX1R/+WF1IDSjdlSRspK6LB3lFt0OODAlvvBZNExJG6XgSvjK2vLfb7mw14a45Tvf31758Y3QZpwvDMzP1083HTt1QbwlgAg3VqQGOtDt6qKtSZcbqNaWqp9aDT4+HwdFuGQa6Pj/Px1Wtgq+spg+FsvOiL4FhLPSUbFEHjYZgDFwZhqxc4uFj8aLJGWGt73lws/pKlkahMslw88Oy1AuOig2/6EGdeTABk5oLjYW/hewH66YTT8eIIElD56eL91g/rZcJwhftpFitYXFTOqKHUspiNqJZOXpdbztZfoRr4OSTpgXK2/lFZT4TV0RfWNlE7OnlTlIJrXEprEGtqcxlk3uBKf28Ob3MdprcAudsYwSxa7QDb1CqccNtnNCY5qwyAVvVkquRVP+diyhDPScKDx+CJnaWVOiReQ9AJImPg2cMO0bNfk+c5eZ4zmUzI85yLi4vp7829NU3T6U+WZVdA5Q8hv/y2gPKH7KMMIfwgoPp9qeaY3xUTe9frv6+7rXuw+B5XM2v3fWfYfmgJpPf+SrxFv99nZ2eHjz766Hs1qydJQlEsH2kcXhj2TgynA7Ut90GNUiKng+eyhKoKdFLtx/v0E82O+6FKcwjDT65HZB4czl9rzfW3sbHBxsbNAyUijMcTDi+F42HE2Kc0g6pQjshLQ5K0SWvWbzD0VF7oddwVmaq1ZgokJ7kyf0GUCWtnlnZ79trKCxeDQBwbWqmZvr9Tq8TyQpjkgSyzxFGdcxYCRSkUpf4eR4ZWy2n+X11lJRS5INaQpOYa2PR4D0lsyVJ7ZVsmk2b2fTbDXlY6AK9qYBhHhijS94WgDCao+YoxkDo7PR5FEaYuuEL93TfK/DpncJG58rD2DfspCq6NUQmwiFAWAZCpi22vowxwEJXhrltfZwkaisqw1la56ekCuSlAJ9HcxovxYkleFmk8y/FgORBMoqBxGkve7yxLgWI70e3zSwxrellgXHaXtgC33JjLYrmcsGWHnI2X57Oqmc7ywet6e7nZDkCvJSuksypfXbW8HVeMquUSs14mnNfS2yD1BNkccbvR8pwvBcKw1g5cDFdtX+D0sjn2QSMy6hzLyGgv5aRSk6wGjDIn9pWgfctpzTqHuld4HtTdCjZvYT5BSCNWurzetvy27TDWAY44hovpHKyhlcDHOxq1AdBqtVYa2ogIRVFMweRkMuHk5GT6e1UpNRrH8RREXgeVcRzf+eD92/ZRNr9/3z7KoijuzW2+RXnv73SC4ejoiO3t7Ttb/33dbd2Dxfe83gZYbNZxl/r/PM+n8tLxeMzW1haPHj3iF7/4xVsDRw2zOF/nI8PLY8PxQN0rS2+0J6lSAGCNmlGsdeDBuvBs+5v3Gb7takD7XfYUfNOaB4eLAOI3KWMM7XbGh234EMjLwMGF4XRkOfFdomu72WnrQFVCYDycYKOIdC788WLgKavmdYbBKDDJhXZrNsCNnKHfnYFPH6DfnQ024hiqyjAaBaqgwKnTdiTXtmWSB8pSaLcUqKlU1VxZFieOODJkqaOqApM8MBgFqJnILHNkWTQ9nkUtK9XeSEsSzwHLSiirUNv4G5yzUAa8hzJ4vDdT9kZ7CzUg/fq5CEEYj1Tq6moWFDP7jkfOYuq4FmvqfsPScDGxTC4Xn8etjscaBXmGgJECZ5UNTmKVqMZO6rgWYbPjacjPZsAfR0JZWQa5mbKf89VOVM67rNcvizVrdBlQTCNBxCzt1UujUJudLF6exYEqLGcUU1eRh+UDeycjzkbLl3eTwNlo+femm61yXlUgdtvyQb78vtFJwxQoLqp2HDhf0YeZRrLSfdXekJ9anWiYmgELHczKXsl+FjgZLFqu9+luqr2g1kjdU9vkNOrki9QXVho3igCZmlM10tBOCqMVYHJ1nIdWKwpL2eOm2tdksL3M8OGOxdlv/nBR5UK68nkgIpRleYWhPD8/5+DggMlkMp0Eds5dAZHzktc0TX9wQPltZa/Xn0N5nvPq1SuiKLrPo/yGddfmNi9fvrw3t3mH6x4s3tc3qjiOqarqrc3UiQiDwYDDw0MODw8B2N3d5U/+5E/uzLo5TVPOz8/JC/j62LB3YuuBgVB7jiAhYCLh8brwZAsebMzkfj92NczojwEWF834ws2+k+9TaQzPtoSnm57TYWD/zHI0uNkTZKwla+vA21aXVL4E16XVyq7YSKz1dMBxOfD4IKz3r97uuh1dPhp7RuMAxtLuOOLUEs8d4slEmcV2ezaYy1JLliozdzkMRG4mXXVO8yAnY49GFRpaLas/c5LOPPfkuRDHTiWfiSFNdB1VpYwkqBFPVQXKiimwA2UYBWUE43gxMCwKT14EHSwHQ9ZytNrL2SERYbtb5zbWY68kEtbbnqI0jMrZ+djseIoycDqa3RMEi5iEIJqZmcSecWE4LpZLM3d6gcM52alB5ZZNz2MnDRS123BWO+kapOacpO6PVAfiNAr4oLEtDeKMrDoOL3NFdVZ7L4dLljfOxXm1RN5phCiyFEveb42QJtlSeSniGU0KsIvBqDGCX2FYY4wwyStgcQ6uMbKyB1AzF1d9fxV0LbVHRa+RYqVpz3LDIID11vK8SoBuGlaY/qjB2Kh0+CUSXBA66epcyn4aGEzMVHqr7KbUcltl861RdYH2xcp0sqM5NKG4ZMxyGTPc7Jfc6Biebd38/r6NMsaQJAlJktDrLd+uqqqmYDLPc4bDIcfHx+R5TlEUUwZvUf9k8/8fAnytkr2GEDg6OmJ/f588z9nZ2eH58+fTPMrmNU3d51FerR8iY/HJkyd3tv77utu6B4vveb3trMXvAxZDCJyennJwcMDJyQntdpvd3V3+2T/7ZyTJ4oHO26ogcDTs8MVhxO8vrZpQGNEsPwNrbc92Hz7ahfW7ixn6XvVDy4F/CIC4qIypI0S6nryE/TPL/tm1HL1QEFvPxPTwzpLFQjdWF8rrLpW9rg4qfOXJc0/WihGBi0GlZiDtiP5ahPfCxWVFq2XJ0tlAJMssWQZlGTgfVGSZm4I65wytVA1xTk5LKm/o9yOy7Oogo/LC5WWpPY9tve2mqaN5No/HFUUpZKkOGvMiIEGwdeq8F4VHcWRJ6s9upKmgoHU8rkAE68y0DzJNLd3ute9s8KSR0G1DCGYKovotHSwfXq7q8xE2sjGTomI48MSRYy0NYCMmlWFS6HURO6HfCkslpQBpHMgibnyeYGpXSsNWV/sTlzF+rUQHf5MFjKI1CgLTSHuNG5mqaYAA6DF1gg+Gbhpm8kbRY+MDrLWEsxWs3UY7LJXeQiMvXb58swOno+WsZeQvmLA4OqRZ7t3y5eutsHL719ur92+9tSoGRK+byxVAr5OuBopZvNr99XZTHKlNbVaxksLlilzJdgzDvL53XMEQDSMlZDErAH8gthNsuoazZtbTOQWa6HfT6r0gcnUvccfwaONugOL/z967xUh23te9v2/f6l7Vde2umSE5JCVSpCmTliwLtJMcIYqNwBAU51iIJV9IOi95CeC3wMhb3mz40QbyEiARIFKCZNhO4DCxA/jIjs2IkXRk6egeipcZTl+qu6urum679uX7zsNXu7q6eu/dQ053T89MLaDZPayu2ruqdtf+1l7rv9Z7gWVZFIvF1Au1YRgeUyhd16XX681/jpxHy8rk4vezniGMKrO2trbo9/s0Gg0ef/zxVGIMtz9HuWx5hfuzjxI0WTzPddiqNuPexoos3uc4y/oM13VP/RBehu/7c3vpaDSiWq3SbDZ58sknL+QD9nAMb+wY7PVhMs2zP4CqAYaQFDOKK+vw6Ibu7LvsOG3m8iwQF1AD+ji66BOiUgrPHSIPO5jdfazsOuSvYpgOPdfBC4/2x/UFrq8txOWsZOydtByalkkzL2aJnQJh2MfCQExTUF2zZ6FKvragFo4+Im3bYK2iE0H3u562T9oG+bxFNmsxq/MkCCT9QUAme0Q6LVNQKWvSNnFDplNJPm9iWcZMNdQ2yVBCGEqCQJHNmnNCmFuI0Pe8EM+TGIaenYwspHIWkGHZJhaKjB1iWxLLgmmwsEgzTKYS3IGiWpDkbMloKvACKGR0aunYE0w845gdNGsMCSUcuEcLSjcAFhbyAkWrFOAGWoGpF0KtMoYwDfRFGiGgWggZukaqtbFZClOJq7amisQFvFSaiHRHyY/RLIXcOkg+DTZKIbcOzJk6qWfsLIN5yEvGkviBoJTRNtjF6xRKacLqh4K8oxVPOUu+jZS8giM5SLGfFhzJ2E9OD7RwCY3k223h0Z8kP7+MpWaJnvFwTMXoFCI3SSFpevY28WZAW0a9RNVSkXcUwxSiV86RSjaLmXSi6JgKP1QnLjId34d0MlrMCUbTnCaaJ56vmF240AnMER6uQ6t874R9mKZJPp9PDYiTUp6YoxwOh/N/R+TLcZxEhdKyrFPXLcPhkK2tLfb29qhUKmxsbPDUU0/d9nrnTuYoo/93P/VRgiaLaTOyd4rNzU0++clPntvjr3C+WJHF+xx3oz5jPB7T6XTodDpIKWk0Gjz22GOUSqULuYIaSnhnV3BzT9AdAErnNBhKkJVdnrte4OHmvZdael7KYhpBvOgr3kqp+UxNpD43m00++pGHsW2tCPYminf2FJ3BUm8AOgnyYCwQQnfleb5OjyxmFGNf0F1QeEyhqOZDRp4xrzsA/bzLM2KXd0J8H3xlEgYh3lSihEG5rCXB8chnNPQplo6uNliWQWVGKg8PfYSAUulI3cs4BkGgGAxDlAoxDUFhWf1DB3qMxz5KKnJ5G2NmgXUcE8cxCYKQcOpjWrrQ2zCshQWvAMPQa9dAL4hLOU1oXE/XCwxcwf4CGVsO7bCMEIsJhpziODYeebzQSpzZzTsS24TNXvJpxTK0YuwHWskTQtv4AqlTh71QL6xrRZlKFAuOJFQi0RoKUC+mK5v1YjoZLWUlByMDEARSF7svImtJ+spKnIO0DKVDW2LnKBW2oTCY2RpnQS+miCyQOlQLFWApn8D3MU0D23bmoSRSgWM6eOHsb3cWPCQXvgxDJqajAqjQRaV0AObsdNWwmE23j5ZzKrVz8jT7afmUzsm8oxikBHU7psL1T35ORDBQWrlMsfkWs6T0WuoLLGmhOZahbczR35cQ8GhTq4r3GwzDmM8+JiEK5llUKQ8ODub/XgzmWba5DgYDDg4OyOVytNvtuc30vJ7LIu50jvIy91GC7lhcW1s7t8dfKYv3NlZkcYXbQjabZTCIT7iIrCCdTof9/X0ymQzNZpOf/umfTj1pnDV6I/jRu8asD1F/UGcsRaMMj7X1/OFrr93k0Y2HLmyfzhKO4zAajc7ksc4ioOasIKWcp9/2+33K5TKtVovHH3/8xAlaCKjmFdWHA0ZTwTv7Jps948TMlVKCoasXcqBnlZZn0kIl6I5MBIq1vMQNTtoZQ2lQyOpuOmxBTx2XoPOFiFRKMlZkRzxaBESkM/CmeFMPqQRWJkcma5NZ/NOQASYhoWHDrMFPGILC7PEtQ1dG6KoWraQehibY5pwQmkJRnYXN9CfHbbvTQJAPtejRGxk4tg4MKWRCRq6IDYaxhYdtZ+hPivPFsG0qilmJY2nlbOILxlOh5w4HJ9+HRWRtScaC7RQymbMlxayeIa7mw+NkMtCpq8WsJkBeClE8TZUs58IZEYyH7jMk5fkoMjapymg1L9lPVDUFawXJXgqZdVQX36gCswNFMq+5AE12t/sp9tZ8yME4OyehpqHmNlyBwjECfGlhyClKSZSSSBXO0l7AIGQY2piGgWno4CNDGPN+yqimI+9E6bsc+67rhaJwmZOv02n2U8dMJ2GmUDMCnzxLapoKPzE0R82IXopyKoeMpsnWzHxGpVaB2Ka+fBPZaE0DPtCCUu7+I4q3i0WralLnnlKKIAgYDofs7Oyws7ODlHKe4Oq6Lm+99RY3btxIVCgvIpgH7rw+5HbnKKOfl7d5VrgIG+pDD92ba68VVmTxvsdZKotREA3ogfj9/f35Ar9SqcwX+BfR7xRBKnhzW/DmtmDkKsJQknUEH2grrq9DJcYxc56prueJO1EW79b8YRIWj5/hcEitVmNjY4MPfehDt30iLGQUT18JeLwFN/ZNbnZNAqnn5fKOojsyjoWaVHISqU4mairEzAqolcapL3BsXWHRGxsMFua1NClUHIy14hRh7OltZSxFMRPSGxsotLIiJRyEGcxslqypienhRB6z0WJYhFiAxFE9JBaB0ItUU/hkDJ/B2Gbk2WRtSSmnKMjjqYuhEnMlTaDJpW3q1fvANdhbIE9TH3b9hZRY4WLjYtkOhmFjWgbdYe6YxRT0HOHBAgFay4VkbW3RqxV0YqnrCb0AXzimaoWQwcSgl2Llyzm6TiGN5FVyOvnVNiW5rCbOCu0m8EKtTjbL6apk1pa4fjqxLefS5xAbJXns9VxGrRCmEEUoZUP2hsnHuWN4hKwl1nhkLJVas2GbOrBHKoEMT7yNmIbCMszEzkZT6JqScZCwDRVi4iNTQnly9mLfZRQQc1SLYQpN+gWzbsPZHGkUCGoIwDCwRPRZdZwWWqaYkdLZobYgIKpZ2m+oDHI20YDq7Lvelm3o2pesA2JGcsMwxPd9giDEsSSmk8cxOXZBLfrJMvRxZ5tH/3OxttOaPacg1Ju1THhiA3LOvXfuuUhEQTVbW1u4rkur1eIjH/lIrEUyCIJjCuVoNJrXhyQF8yzXh1x0ME8STpujPG/b63kG3ESOofNULlc4X6zI4n2OsySLo9GIGzdusLu7y3Q6pdFo8NBDD/HMM89cONkYufCjW4Jb+zDx9OLtQ9dm84d2cq65ZVnn3id0XnivM4uXjSB6njefX/U8j3q9ziOPPHLH9uSMBR9cD7ne0PNlb+xY7A5OniijaoFyTgeZLJNG29SK5Ng3EEJXRiyrFpoUagUs50i6o+OkUSdyavULBN3hcYXPD3WAjBCKeiFkGoil/TDwxBqWoWjkfHw/pDt2cP0jm6rrG3NLmyPG2EbIJMwhFz7OCxmJAXT6OiGykpe0yiHDqWAck1oZqCy5rINlKvYGJuWcpFnS1SL9sXGimzAKsOkcxhMi01CUMpKsrZNIB66BlzK7Vs6FTH2DSYpaWMpKxkuW4WW0ygF7fYOcI7HMIyVNKl154Ps6OdNNUZOapTBV8SvnQvZijq8IGUulViccKW3Jilcua6baN/NOOpmt5GTqrOZaPv32aj5MffxaCQ5Gya4RWx4y8RdDd/TzjeyxlcyU4TRZxagWQrrj5M/oWiGdbFdykm4Kma5kQ/qxz88CMhTzIRNfX3wg5vqctr8mp8jmHMU0VHMLcM5WfOiK7nBc4STigmqi0ZU0WJaFZVkUCsn9plEwz3J9SPT/pJTz1Ni4+pDzCOaJw+2QuyRV8ixsr1LKc3uei+FAK9ybWH10PQB4v12LSikGgwGdTofd3V2GwyHr6+s89dRTqUPu54kbu/CDm4LJVFEpKJ59FK7Wtb3nduA4DtPp9J4ki7ejLF6mgBqAyWQyJ4hKKZrNJk888UTqyf39wjbheiPkWjXknX2Tn+xascTicIk0RurA/tBgOJufmvpaLqgVtNK4bNOc+AYT/4g0jqaG7qobG8dULdNQNEshhxPBdEGlUUrMCUk1r0/qB2ODal6/Z3sDg1uuDdjYpqJR0KEzy/UPnsrjhVpJLNljZBjgBia90fHXtz826EevE2NyjkQZWQauRTErydiK3QXidzgxOJzon4XQamjGUniBVlT6EyORKIJWbLxAVwtEi3JD6LnJrK2teV4oGLoGtYLkYGyk1B7o92oyFYlKGECjGLJ7aKIQTGL+TJRS1EuSvUODnC3J2Jr0RoRSoe2nY0939cURActQ+EEa0dNEPS39tGCNGXnJx3+9GN4Rkavk0u9fyqYTxWJGzpTzeBQcSS/Fwpt3JG5KKI8jpgy95FRtW3j0x8m3FxzJYYp9NWfLU5JPZar1NO/I2Sxs/O/kHcXUTyaKeUcH5kQXWEpZxYc2dEDSCsexGFRTLpfn3cpneSHz/QTzTKfTxGCepKTX2wnmuVMsX+R9P3OUcbbX4XA4t/4ub+cs1g3dbpdarXbHj7PC3cO9t2Je4T3jvZBFKSX7+/vs7u7S7XYplUq0Wi0eeeQRvv71r3P9+vXz3dkY+AF8/wZs9wS1ouJnHlO03qebIZPJMJ1Oz4WsnDeSlMXLFlAzGo3odDrs7e1hWRbNZpNnnnnmwuZXLRMeb4U8Uk8njdH8nwwF4yBuPk3MFtVaBRz7gukSabQtfXx6Adimnt9bXGOGUiuJhlA0SiFDV5yYi5z4mmgWHUkomalWx9XIiJjVCiGGoYlt9N7apk6APRjlcH1B1lY0iyEjVzH2Tn7E++TxPTBxceQh/kQwdTMolYs9XpQSHIwE+YwkYyr2BnrerpJXuJ5ONF2+X6MU0BsZxxQ2qQT9sZiTVqVgvRJyOBaUMiGmAYHSyueiGlvJhYyW/t8yqoWQ7shISbSEVkWyM5vx08T7+O05RxLKI+XSMRVZR+HYCtvUx4pjKgIlcKyQQAr8QMwUU32fxilEz2bEKEhetGYtOVfA42CK5L5I0IQ8SOtkRCU5W2dQGIYimpuNu10YpCaHamtwwhwhioxjJSaLChSGIRJDeYQK8YMAldApaQqdappUtWISMPVCMOLvn7HSZ1VztppdBIm/vZhRuAu31wqKD7bUpenqvQxwXZft7W06nQ6ZTIaNjY1zDaq5HdxuMI/v+7iuOyeRvV5v/nN0IdeyrMQ5SsdxLs0c5WQyYXt7m52dHbLZLB/84Afn+5ZUHxLd9l5tr7du3VqF29zjWJHFBwCnfTgt2gPH4zG1Wo319fUT82OGYRAEwYWpcodj2D/UNtPH2vDsY+9dHV1GJpM59/qJ84JhGCe6oC5DQE00j7C7u8v+/j65XG7en3knvZx3ikXS+PaeJo1RjYEBM2Xv+FydFxKzGBfsj46so6OpmNnQDDoLASMTT6sSeUeyNzzenSaVYG9mP20UQ0aeIGPpYJC9Q4PDBaUo50hKWcleTGBMRETyjqSc0zbRnb7JyF1MNRW4s/0q2B6FnKA3suYL8IwtKWUkO4cOSmXmQ1ZZOyRv+/iBYOhnFhYOkrzRZzQpM5yRiL3B0X45lqKSlxiGYuRq4pumOs4elFZZsnWgf2850TLnyLniGUoD29SqZtyxXcnpeci0GcRmKZwTxTgIFI4J/QUS44UCbyJgprC2yiG3uic/+wSKjK0o50PGria+qJAg8PF9H2EYWHYGsMg4WQautmLGvCjkTlEl1wqnJLwW0kJ1ZgmxKbc3iumqolaB07ffTe2UlKmzlmsFRS9FVSznQoZeSghHMGRKgnVRSWwzxFfx97cMhWmoxITdrDVTDBOIbDGrmHgRWYX1suKxpkpMD36Q4Ps+nU6H7e1tlFJsbGzc9fPDe0VkVXUc59RgnkXL62AwYG9vbz5HCZrAJSmUjuOcmwsoDEN2d3fZ2toiCAI2Njb46Ec/mvg+nNUc5a1bt7h69eq5PKcVLgYrsvgAYlH9iUJrms0mH/zgBykUColkI6rPuAiy6Ae6+/DRjbN93MiGeq9hcUZhc3Pz2InlbiWYHhwc0Ol06PV6lMtlms3mXb9CHAfLhA+shzzSCLmxZ/LdWzZ+ePJkPFcRi5KxxzHbKGj7pZSajNmmDnJZRjTTWMhIMrakOzSPLRbNmd0xCMAxYOSKEyrMxDOYeJqEreV1aueiqlYthEgJN/dNTEOxlvMYTxVuePKq+Mh3GPlacWqWQwwU2z3jGLmM4Pom7iz0JmvrbUsFE08wcJOlfC8Q7B4KbCZIBaOJScGZYpoGbmDjhce3ZRmKYlax3Us+TiaeIOfAZtecL85NQ89JZuyo3FzPwE18I7UeopoP6aTMGAI0y+kEt5STiXOKuutR4UzhcP66mrCofk1goxJya3/Wu2logmmb6NlKEzK2DkOq5nQiik4V1cQjVPo+g0myRbYwn6GNR9ZOJ4JZS6bOSWbsdNUzZ0t6KbcXHEk/pVOylD2FSOZCBtNkclHNS3qTpBk3hSUH+LNOSv1xKhFoMqcDeXQgTtZWS2E6Yv57pqlVy3nyqzrq85x4hp7JlPBQXfJw7cEminFBNU8//fS5dvndbQghsG0b27YpFpNTdMMwPNZFOR6P6Xa7cwvsYjBPUtLr7Z5no4u5m5ub9Pv99zQKcrukdbGDcpFg9no9/vRP/5R//+//Pb/4i794W4+1wuWEOMWeeOdSzgp3HWEY4nnesXqLqL+u2WzedgLWD3/4Q5rNJvV6/Zz3+Pywu7vLwcEBTzzxxN3elVO0yADVAAAgAElEQVQRF1DT7Xbp9/vzE010pTKyvsR9nRW5D8OQvb29eYJptVql1WqxtrZ2Tw2uT3344ZbNTzpWohoVdf0NJgJh6IVu59A8pirYptL1CMNk+2Mpq4NWXF+rkbv948RGoGiUZWJ9BWiSVC9KpITxlMQFe7UQYhnMAnQW5lqEnr3cPdSkM5/RSuDQPTkDGSHqZdzumWRsRbWgk2QPlgJ9QC+YW+WQTj+etDmGiyNchBCEmIDFVKZbkuulkINh+hxjzpHzhXsho8kXCPwQxlMdylPISFxfpFpYW+UwlSgaQlcspPUN5o0DxrKaePtaPpzNysbvh2Ppv/Wk8B4hFMWMmochCXFENC1D72PO0STSELqzUYjZUTlLArVM3b4RIbJqRqQnN5vVW6y/AE2GpYRiVur6GXV8YRARpnJ0+3yfj/9OMaMfXyzcPtuD2WugSfH89tl/ZruPZSwmkor5T/ruisk0wPN1L6llO1iWDUITuIKjX7uIzIVqvgVAkTPG+MTbg03hYRgGoYo/Rqq5cKErUvHkRshG5cFcOi0H1dTrddrtNsVi8Z5MIL+bkFIeUyiXvy8H8yyTSinlXBAoFotcuXKFarV67u9DEAT81V/9FV/4whd46623+MxnPsMLL7zAlStXVsfA5UfiG7Qiiw8Aut0u3/rWt+aL+1qt9r7Un7fffhvbtu9pO0G/3+fmzZs888wzd3tXYrFIEG93/jCyvkSzFIszFZPJ5NhwfhyZTLtK6XnenCC6rkuj0aDZbFIul+/5D/7xVPC9TZt39o7bUSM4lqLgaBVvf2giEz5Hs7aa20aXX5NSVmKgmPp6E4eT+NdZoGiWNYFbJI2mUFSLkoOBnrMr2SPc0CRMKVLPZyTlrOJgZFLJhewPjVmy60nUSxLbVOwPjXmpe6scsj8wYu14jqmolfRxeTAyMIQOn0mzeEao5vXMpmNKsnZAKBVj3yZUxy9m5IxDJmERlTg3p2fLopTVJKzldZiOYQBC4Ada+V0ktJX86RbW08hkwZ4y9p3ECwYR2UxLSD2tF3K9kr4PrXL6/ZvlMNW+2iimV300S+n3b5bS799K3b62ZifZW4VQlLLqRHpxBBNPBxSJeNVRK5JJRF1RLyQrppYRYghJoOIuuCkcOSA0tZopkDxSOaRVMS6skuGyIC6o5iKIyYMOpdSxpNfJZEK322UwGCClnKfFLiuUi0mvZxHMo5TiBz/4Aa+88gp/+Zd/yT/8h/+Ql156iY997GMP1N/BfYAVWXyQEXVH3ekHwvb2NqPRiMcff/yM9uzi4bou3/ve9/joRz96t3dljosIqFFKzdPe4khldJUyKj32fZ/xeAxoi3J0dfh+RG8s+O67zrzg3DYVxYxkp3+kbOVm3YbLs4iLKGZ1Ymh3aFIthPgBJ7r4GqUQLxCJxEEIRbMkGU8FOUfS6XHCxgmKVlnhhSSQJf0Yh2NBIasYT8U85TUJtqlolUNCBbe65m0dd7VCiGWqWQBOuhW0VQ7p9EQsKavkJYWsVsVMAzr99KAaoQIsw2Mqk4NiBIq1gqIbU6+QczR5yzo6CTWQAtfX4UTL222Ww2MpscswhX6cNCK4cQrRq5dC9lOIXjErmXjxrx3oWToJieqpbSgsi8RZPMvQSZ1JtzumtlMmPX7WloRKJKrA5VlAUdI6pF4MU+2njVJaaJCkmAmZ+PHuibyjuxyT9q1eCBOJomMqTDNphlFRzcm5omiKkKZ1C+WdrGRImk3LZrP39EJ6MajGcRza7TaNRuPSjSHc71BKsb+/z9bWFqPRiPX1ddrt9jysJwrmiQjlskIZF8wTN0cZd07odrt85Stf4ctf/jK1Wo0XX3yRT3/60xcWZrfCmWNFFh9kREThTnFwcMDW1hZPP/30GezV3YGUktdff53nn3/+ru7HZQqoAX1luNPp0Ol0ACgWi2QymbliGc15Lg7mL3/Ztn1PX0nuHBr8ZMfinT0zcWFcykocS9FLUAir+RAldRn5YeL8lg53GU1PJqPapiJvuXSHJjYjfAoEKnlOq1EKUTAPRakXQ0auoL+0+G6WJaDYHxyfoQStfNVLkq2uJiSVvKSYhd44Xl1USrFRCdk6OFLkDKFolDXp6C/cTylFe02y2T19Uby+FrLVNSjn9Uwj6A5Kd0EVNYWimFMzO2w8lIKC2WMUpkQmK20z3l+YQzSE3m4+q1NulQzxghDXN2ahKCe3eZrqWM1HZCSdqLkJyi8z0rv8fi7itF7IViU8cdHi2O2nqZKnqIq1YpgYyhOpqkl256yt62uSLjSs5cOFOdCTaBSDREXSMhROCkmuFcLEv1HbUNiWwvX1sWAZCkNoi69SYJmSIDQIJZgm/NRVn0JMbk5kJUxaqC8SyuWy+NNcH3cDQRCws7NzLKhmfX39ngqquV+wqOZWq1Xa7fb7dvwsBvMsH6vR1x/8wR9w8+ZN1tfXKRQK3Lhxg8FgwD/9p/+Ul156ieeee251HNz7WJHFBx1nEeoymUz4wQ9+wEc+8pEz2KO7h9dee42f//mfv9Btxs0fwvGi3Iven8PDw/kMay6Xm8+wpn3gR4P5cV/RFUrbtk9cQT/r+cnzglLw1q7Jt962UysK6sUQPxTzGa1qPsT1OEZiWuWQgWucIIQRDKFJY29soJTEVkP6bh65kDtmGvp3DkbxxC3ClWqIlIqb++mqYDmnVby9Q030aoWQkRuvUOpQHD1Etj/QZYQZW5G3JbuHKaXzKGolRcYGoRRbKUE2ETbWQm5143+vmFWUc7qywTQUmwfpz3FjLZynrCahIA4YppJJiWO6uGF+/pwKWchnwLH1nKBpKNxAV21MvJOqpCkUuYxinGY/PUW5PM1+emonYyGkn3BhAzQZS7u9VkgmgnDn9tNqXi7M+x2HbYQo1LG/h+V9S1IFBfqYibOuKqUTdKVk3rEZQc5HIAVucHLWVSztcykree5hn8wdfKwtd/wtk8qk0vjF7+dJKKOgmu3tbSaTCa1Wi42Njfs6qOaywvM8tre32d7exnEcrly5QqPROHeFWinF9773PT7/+c/z9a9/nSeffJIPfvCD2LbNrVu3ePfdd+cJq7Zt82//7b/l05/+9Lnu0wrnghVZfNDhed5tdy0m4bKocneK1157jeeff/7cCdplI4jLCaZRh2a9Xj+zxUac5WXxK5qfjLuKfpmsWUEIP9i0+O67dmJvnUCxsRYy8Uhc8JuGolGS7A/MeUn3sdsJsGQf07Q59IqJ9kvL0DON+8PjyajFrMQ2dMIpQLWgy+Y7h8l2WdDpnuVsyN6hmdh5t4ico9NUh64Ra+088fu2wjI0ya0WtVI5ngoOlzoZlYJ2VXLrVOVRv447PYOMpVgrKhxbWyMHE0Go9P3XK2FqyipoArPTS99e3uwxDJLJZNaSKCHms6ACRT4DuYwmyaY562SUWn3yQ211XbRD1ooh3RTFLudIgjC5c9CcKWdJqqQhFIVsskVWnDJLaQodGpR0sSNrS6RK3r9KLpyRtfjbm6UgmegqRcYc4xOf2FhwJF7IfM5WK7TaViwUZB1dcaEAJSFUgiDU70PG1qFHcbZey1TknXgl1BCKSk7OL6zUC5IPX/OxLkD4iwhlHJmMCCWQqFC+V0IZBdVsb2/T6/VWQTV3EVLKed2F53lsbGywsbGB46RUyJwRdnd3+fKXv8xXvvIV2u02L7zwAp/61KdSQxE9zyMMw9XFhHsTK7L4oMP3/WPzcO8Xd0OVO2t8/etf59lnnz2XD9u0gJrF7xeFMAzZ39+n0+kwGAyoVqs0m02q1epdI2XRUP7ygmfZmhUXxBN9v6jXcezB37/j8JOd4yE4payO3e/0DRxLp5V2DpdkigVkbUU5G9IZ6DABQUDRcum5uXmNR97RKaU7/WSi51jaMno4FhQyilv7JxUt0HOA+Yye/1vep/VKyM6BTt4UQrG+povcu8N4C7Qxm6N8d3+2SC5JchnoLhHXCNW8ZOjq+otlFLPaVhmE+v7rVclmgqIYQSnFekWydZBMetYKinJeP4+Jr2c0YzsZ85LBmNSU1VZFzsl3Eor2iKGfHD1fzXscjE9+vtimVhvzjk4nNQytbmm6qZWtINSJrqWcuiP76Hol/fbT7t8qp9tX0+ynpqHI2Sox4beUlUw8jh+7SiGETvSt5MGXOkBJiKP4Vam0DzRUAn+m/HnhUbKr3u9kEpp3JIr4+UvLmJHnGKJoGopSRs6VynYl5KkrAcYl4k3LYSfLxDIu6GyZWEZziLu7u6ugmruIyPmzublJr9ej0WhcWG6A53n8xV/8BS+//DI7Ozt89rOf5Td+4zdotVrnvu0V7jpWZPFBRxAEx0pT3y/+1//6X3z84x+/FOrP+8W3v/1tHn/88TP74L2IgJr3At/32d3dnSeY1ut1Wq3WPZVgKqU8QSIXfwY9P5mU7nrW85P7Q8E33nQ4nAjyTjSDdzL5NOuoVFtg3nIpZAW7AycxobSS13ORcaqTZehZu71DWMsrdk4JgylmNYnq9PUsoAyPz+ktolqU5JzjATOlnESGil7MjKBpKFqzioDdWRLsejlkqyeQKWQMAKVoV6We+TIEvbHAi+m+VEqxcRszj+WcZDQ9qp7I2JpAZmytII2mWoESKsQNkj2DUZhMWtVGu5puczVFiGlIvDDZzl0vuOyPkkMgNtY0YTWEVg8dW3+3TE0uM5Yuf4+qJRb+o58nCiXEXHmL6i2i7kbHknjBkbq2vAzQr8NCDQbM+wiF0DUYbmAs/H8wUPP9cazj5fWL+6D/HeJOJV4gkcpECnu2L4JqPqqiiH8PGqVkklorhBy6Iva+jqlwLIUbY+c2Z92fiyqrUmqeupuzIZR6tnKjEvJYI+RePAUuBp1Fn6mj0Yh+v894PJ73BOZyOXK5XKxKedlHCe5luK7L1tYWOzs7FAoFrly5Qq1WuxAX1He+8x2+8IUv8Nd//df8k3/yT3jppZd49tln75k1wwpnghVZfNBxVmTxW9/6Fk8++ST5fHIS4WXHWfRFXraAGtd15wQxDMP5/OH9mmAKJNaFxM1Pxn29V+utUvBWx+D1N+zUdNF6McD1JG54pCyJmY1y/1CnbrYqcq6AJaFR0mTqcGLMqzU6fZhMj46vfEZbMrWtMsHCaiqapZBQwk4vvSYCtOW0VlIgYfMgOUlyEXlH0qxIDoZGap0FzAJ1iseVQiEUjbLe9sgzGMzK4dtrp1tUs44CFCM3eT+VUpTsQzJOhkLORhkGI9c4pn5GATdpyZyVvO7eTHsNN9bSrbCV7JS+m2zjskSAEAJfJofGlHMqNUCpViIlBEhRKyaHBEXEKenYzDkqUZ0DaBRlYugMQNHq41KJvS1jaStp0nzuejl5RrKYkfgyXjW2DEU+I0/YS5XSau9aXie6ojQpnAbaNmwZkHEi4qz4qSsB1xt3fh692wiCgE6nw9bW1omgmohQJimUQRAAWqGMS3jNZDJnUsfwoGD5vWi326yvr18IKd/Z2eHLX/4yf/zHf8xDDz3Eiy++yC//8i+vgmoeXKzI4oOOMAznH/J3gu9///tza8q9irfeeotMJsOVK1du+z6Xbf4QYDQazUt3TdOk2WzSarVWsdUzRPOTcd2Ti7aspHTXpK60IIRvv2Px7XesRCIlULTKAb2JNbc+Hi6REEMoNtZ0HUeykqW4VgsZTmaW0gRECuJ277j9slUJ6R7CaEYwc46iUVLsHiZXXeQcRc7WtR3tmmIaGLHKYgTHkhQcOZ8DrJeOEkunwfH7WYainJOpzwWgkJW0ypKJb3AwPJpJXIZlKPJZxcEw/e9vo+Kz2T25+Mo5irUiZB2wLcXhxEwkgxGZTCZp+vXupHROWoaeaRxNk/e3XpyyP0wmk2uZQw69cuLtV2oyNVSoXU0ns1er4bxGJg6tSnJojW1Gc5Txr1E5M2EcJs0y6YsIiaphMUzsKXVMhWOr+PlNpaiXQ8JQYGo+SCgFXqBDbMrZ+JCdnC0xZ0m1hlA895BPe+3ORznuFqSU84qF8XjM+vr6+w6qWf5sXSaW0VojLuxsUaF8UAmlUoqDgwM2NzcZDoe0Wi3a7faFzPlNp1NeffVVXnnlFbrdLp/73Of49V//dRqNxrlve4VLjxVZfNAhpZyrLXeCN998k1wuR7vdPoO9uju4desWvu9z/fr11N+7bAQxmmPY3d1lb2+PbDZLq9Wi0WhcyLD7/YjF+ck4hVIphWEYsYRyNDX4+ptZOqP4hXslLxFKYgjY7p2srIiQsbXSs907Pl9YzkmEUuz0BKahaFcVnX5yoEi0zXxGk5GMpdg6iP/djKVorSn2B8bcugmwXpF0+orp0rxhvaTIOtDpC9RChUQpJ/F9xeH45Hb0PKSuHtgbCGxLkLEk3QQbbASlFFdrkhu7+jFNQ6uOWQcmvq4F0XOfilrpdOLZXgu5tX/K79Qkt/aM+X6vFaCUB8vSNk7X152VafbTnK2QKlkVg9MtrKeRzXJOd3AmKZuWmKKEjSRhZi8j8YPkY2gtLxm68XOwoFXT9DlJmTjnmLUVhsmx4+34fZNnJPOORCJiw6YMoZVBPwTL0HOgSun51ensfYtTOg2hWCvIWPJfyOhKDy8UWIbiZ6971Iv33nJIKUW/32dra+vCg2put99vmVCedWH8ZcJoNGJra4vd3V0qlQpXrlyhUqmc+3OUUvKtb32LL3zhC7z22mv80i/9Ei+99BLPPPPMffX6rnDHWJHFBx1n1bW4ubnJdDrl0UcfPYO9ujvY29tjf3+fJ5988sRtly2gRkpJr9ej0+lwcHBAqVSi2Wyuyo8vEGEYzhc5/X6fbrfLcDhEKYVpmriiybb/BK7UgSeOGZC1AjqHR+pQrSgRglSFrpKX2BaMpgalbMjN3ZOzV1lHUS9FJDB+4by+JhmNwbQ0uUs7Zm1TB9wMJ1DIwM290y2qjQocDAXlnGLnINmOuIi1gqSYVfihYO9QgEh+Ha5UwzlRjEM+o6gWIeto4pVk1wSoFyX7h6TaRtcKisMxiam3ABtVyc4BlAtQzIFjCYShycvEE4w9QbOcXinSLKUTLV0CHx8MpKGop9hHQYfzpG0jbw6YyFLsbWKe9hl//9Psp7X8lL6b7GpolsNEe2ranKJpaNttIHX/YfQboYSpL8hnVaLSuV6JrxYxhKJakCeqN5SCcjYkY+uZUFPAT131KN9jwY7D4fBYUM3GxsaFzL69V0T9fkmz6YuEMsnyetn7fX3fn9ddWJZFu92m2WxeyPl7a2uLL33pS/zJn/wJjz32GC+99BK/9Eu/tLKZrpCEFVl80HFWZLHb7bKzs8NTTz11Bnt1dzAYDHjrrbf46Z/+aeDyBdQsJ5iura3RarXuaoLpgwqlFMPhcG73jdTc5T5Kzwv4zjuCm/smmwcOMsE2WckMmIY5fHnSEql7DSXTqWLoGakzeOW8nsHaWVAsGyXJ2FX0Rkf3a1YWehIT0ChJRhNFKQ/DiWCYst3Zq8LVmsTzdSXB7imEdK2g92s8s17mM4pmRStw3eFx2+xpRDFCxTmkOynNH79S1Gpbbyzm6bKFjMIPFG5KNYhlKrI2scpohEJG4YcqMZAI4FpDMnIFhSzYtsAwNEH1Q4HrCUKpFdZxiv00CrVJwtVqmGov3ViT7KR0Mm6sheykqJYV55BhkGxvrRU8+m68g8FkimlahCp+zqpdTSbKWUt3fwI6/RQdhOOH4Hq62zJJcbxSDdlLIIoblfj5RiHUrD/SIOfoEBuBTqA1Dd3NGEpBKSt5/gMeeefeWAZNp1O2t7fZ2dnBcRza7fZ9cVFxkVDGqZQRobQsK9HyetGEMrL8bm5u4rruvO4irXLirDCZTPiv//W/8vLLLzMYDPjN3/xNPvvZz1Kr1c592xH+5b/8l/z5n/85rVaL7373u4BeO/7ar/0ab7/9NtevX+fLX/4y1WoVpRS/8zu/w6uvvko+n+c//af/dM93ed/DWJHFFc6ma3E8HvOjH/2In/mZnzmjvbp4TKdTvvOd7/CRj3zk0gTU+L7P3t4enU6HyWRCvV6n2WxeiEVlheNQSjEYDNjZ2WF/f59cLsf6+jqNRuPU0IHRFF77oc0Pb6XNrUkqOZeDcW7+3uaMPkPXYRrqxYQhJI2SR2+cSZzXA2iUJYZQGALeTVEF19ckgRTHVCnTULTKkrd3IDpHCBRX67pbrx9DoDK2opiRbHWPbqsWNdHs9ASBPL6vzbJk/1AlWg9LOR3GMvEFOVvN6znSUC+M6RzGSz1CKOolKOYUhhBs9wVBTMoqaBVpoyrZSgvQUYpGWbF7mE7cx9N0ZfJaXTJwBbmMwLF1qqkQujpCSoFlSvpjk6kfr4IWMjq9NGlGNmMphCESLbCRRdZL2MdKXs4SYxNUw9yYvpccalZ2JowCfbtAp4461kL/oRmloQrCELwAXB+mnqBWUnQT1NL2WsjuIP5vrlUO6SXMMK6XQ7oLKqZA9yfapsK29PE9mh5/PeuFgMFUB0DVCyEff9zDueTBn1E4yvb2NlJK1tfXWV9ff+DGEiJCmWR5jS6UW5aV2EN5p4QyOm9sbW3R7Xap1WpcuXKFUileyT9LSCn5xje+wcsvv8zXvvY1fvmXf5kXX3yRp5566q6sH/7mb/6GYrHICy+8MCeL/+bf/BtqtRq/+7u/y+/93u9xcHDA7//+7/Pqq6/yh3/4h7z66qu8/vrr/M7v/A6vv/76he/zCsCKLK4AZ0MWwzDkf//v/83zzz9/Rnt1MVi2l37jG98gDMNjnVN3mpb5XhElmO7u7hIEAY1Gg1arRaFQWBHEC0Y029PpdNjf36dYLM7nQd/PcbDZFXz1e3aqoqfnCxUTF3Z68e+3Y/rkbZdDrxRzTCgahSmdvkm9rBhNzVTlCvRs3sQzME2FO1X0UoJh2jWFlLoPEbSVdjhRDCfx97EtRbuq5yX7Y4ONqmRzT52avgqaTPWGirWStnT2Ejof21WZSooBlJKsryk29wWgqJehlNdzeANX4M4SMa/WJDf30snptbo8xZqryen+IN3Cup3QEQnafqrtx/oxMpYik9FWV9tSWIYga4PkpA1edzMKnSI7Neb1FIs1GVLqdNv5hQLFvOJCCH3sVwuKiSeOajCEJt7G7HcEAVPPx/d9hGFgWw6GaRNKhWMEDF0TLwA/NAjV0d+LQUjWCfBkvD31Si2kk6CG1kuS/jjemlothEz8+GTfRjFEKT27GEo9bzqcvbbr5fik1kYxpDfR1u52JeRnH/Vm/ZeXD2cZVPOgIU2hjAjlYiXTsvXVcZwTf4NRN+XOzs48z6Fer5+7C0gpxebmJl/84hf5sz/7M5544gl++7d/m09+8pOXot7k7bff5lOf+tScLD755JN89atfpd1us7W1xSc+8Ql+9KMf8a/+1b/iE5/4BJ/73OdO/N4KF47EE9ndP6JWuDAIIe6YLJqmecyqeZmRFlDzsY99DOBEWub+/v7856Ry+Ogr7sRxGkaj0ZwgGoZBs9nkqaeeWp3o7wKiRLpoHrRcLtNqtfjABz5wxyf6KzXFZ3/B4/+7YfK1H1snlLWMrciYijdvKa7UFTnHiJ1V80IbL7SplySGEHMFppzzmU5Dbu5rK+xmFwSSSmaAGxYJEz7adw4EG2shU08RhvFzjxEi9bBVkRSzkre2SbTXAviB4Mau/vnRVoDrz1hJyjaUUlxrqLm62RsBKHLWhEpBIUWO3izQplWRbO4nPtQcDzXg7Z1om4L9Q9g/1I8LilIuZKOqFb16SXIwjA+MaVUkN/dO25ZKJZwZOz78ZxHNNXUsgGcaCKbz4GrBtYbija3kbbRrITd2DDSdPIkrNcUb7ybf/nBT8uZWHGHT+120h4zDInByzqmSlxwEmUTFc6Mm6BzGE8W8OaBzGK+65OyA8dQk7tgpZCR+qIlxwZHYprZa+4FWbDsD44RCKlCsV+KJYrMUEEjBWl7RLAU8fSVIDKO6W1gOqqnValy/fp1SKe4i0gpJsCyLYrGYWim1TCiHwyF7e3vHCGV0fphOpwghqNVqfOADH6BYLL6vdcF7wXg85r/8l//CF7/4RVzX5Td/8zf5q7/6K9bW1s5tm2eBnZ2dOQFst9t0Oh1ABw4+9NBD89+7du0at27dWpHFS4YVWXyAcFYfYEIIpJSXcn4uLaAmzmLqOA6O41Aux8/qSCnndQtRgXFEKBetLWnq5GAwmCtWjuPQarV49tlnHzir0GWAlJKDgwN2dnbo9/tUKhXW19d54oknzvx4Ngx49nrIB9shfzezpgqhF623dhUHfU2kbu0LbFPPAW52jdgkykihfKgRIqXirR3B8uJdYdCbVsjYivWyz07fYnGxnTUn+F7ATzbzgJh1P45wwwwTP/5UYJkKU0h++A7USopSQbLV5Vgi6iKE0KmtP7yp/w6zjqJdCxlNxYnqEKUUV+uSd3ZOPt9JkGXS1z+X8iHrFRjPZv/SPseu1CJbbTKUgpu7iskUQGEYikZFUMzp0JrxVJO1wQTSiG6zok4NBKqXtMqchI01mZrUWsgqdvvJ93esdDKac9JrRaqF432Xy2gWJ+yP4xfWhlA4llaC47BRlYmqYd6RYBQhps3JFBIDyTTUx7dSEku5mEaAJUBIE086uL7FeHq079VCyMg7nSjaptLbV3qOtHNoohA8c83jqfblIopReube3h6lUomNjQ0+9KEPrQjiOSKJUCql6PV6bG5u0u/3WVtb4+rVqwghcF2XnZ0dbty4wXQ6BfSF9TjLayaTIZPJvKf3UErJ1772NV5++WW++c1v8qlPfYo/+qM/4oknnrjnj4U4AeNef073I1Zk8QHCWf0BZjIZPM+7NH1+5xlQYxgGuVwuUflbTnNzXZdut8tgMGA4HBIEwfwxyuUy+XwewzAYj8dIKXEc51KS7vsJkW2r0+lweHhItVplY2PjwuY58hn4xWd9nr4W8NoPDN7cPDXKNqMAACAASURBVGmt80PBjV1BJa/IZVRsqma7KrnZkYQhPFSHW934+bapL3h336Kc192LnZ6gXZW8tW0j5dEFCoVgd5DDEIp6YcjId/AWbs9ZLjKQvLOt5yi7A0F3oOcBGxVJp888TAa0DbWSl7y1dbQvrgdvb+utrVdDchnY7evgl7XsgBud5Cv8ESxD8fY2uL4il9GKnxIG+4cQLsxItiqSm7uRmhkPQ+iew8ECwZJS0DmAzoFWHpWStGsQINhYA8PQnXyHYzFXiB0zIpvJ27paTyeCjqUYJFh6I5RyyRZlgNaaYjNl5rJaJLE+xRAKw0yu4SjlJL2UdNOrdZXY11jKycTkX0Mo8lnoLZFcUyhytqJSkPihSSYMcT0YuoKpys0STAP605MX2RwxZuLFVYYo1is+UhlUcvqixdA1GLomG2shnYGJQPGxR6c82gwTn+tFYjmoZmNjg0cfffSeD6q5VzEej9na2qLT6VAul2m32zz99NOnnjvCMDymUI5GI7rd7vxCc1TLtEgkv/3tb1MoFLh+/TrXrl1jZ2eHL37xi/zn//yf+fCHP8yLL77If/gP/+GePBbW19fZ2tqa21BbrRaglcSbN2/Of+/dd999Tx3YK1wMVmRxhfeMbDaL67p3lSxGxPBuB9QIIbBtG8MwcF2Xw8NDDg8PqVQqPPLII/MEMs/zjhHKfr/PZDKZnzQW5ySWv+63rqmLQJQou7Ozw3A4pFarcfXq1ds6yZ8XrtYV//fPh/y/byj+9vtGbOhLfyzoj/Us19DVIRxrBYmSkre2jiyd73R0sEopp9g8iD/mD8cCUyhq+YD+EKSMX7xLJdgd5jENxdVGyMFIUC3CrR0rtiZhOBEMJ2AZAdW8yzjMYRoClOTWbvIiZudAfzeFz3p5gqfyKKVS349STjJ2dRgKwGQK7+wASExDq1cZR+AHsHdIYkALaEXxSp1ZJUkyHm4xUycVWqQ8+nwpF6Cc1zOQgTTIOprwLSelFjLpiiBoZTKNTF5rpN++UZWpRLFdlamdjs3SlL1RclBQxj6ao1xGq5Kc3GoIhWMLJjHpsZah2KiGTH1BvRAgpVZxR65g4AnWGop3duOXJRtVxe7gJFEsOBLTyuH6ApQibwcY+PiBwjQU2/3lCxKKsjNif1jEEJLnrvRol0Cp96b2nCUWg2rCMGRjY4Pnnntu5T65S/B9n52dHba2tjBNk3a7zc/93M+9J5JmmiaFQoFCoZD4O4u1TK7r8qMf/YjvfOc7vPPOO+zt7XFwcECz2eSZZ56h0Wjw7W9/m263y7Vr13jiiSdoNBpn8XQvBJ/+9Kf5/Oc/z+/+7u/y+c9/nn/2z/7Z/P//0R/9EZ/97Gd5/fXXqVQqKwvqJcQq4OYBgpRyHjN9J/jJT35CoVBgY2PjDPbq9pA0fwiXJ8G0VqvRarXeV4Lpsjq5+BUE2quVFsazUif1axi9H+PxmHq9TqvVolwuXzqyPZjA//Mdkx/cTH7f8hlFqxLy5tZxBW0Z62sKX4pjlRnGzA761qZEzv5UrjVg4kM/pafPMpVW7qS2Ly7a/JJQKwYYymPiGwymp0TDK8l6JeDdPb3oqpWgWhZ0h4KJd3xbhaxEShiM0x8y7yhQCsuEtZLuPtwbnJyvfLipYi2vi1ivSrb20098D7fgRmdpHzJQLghyWV0Mb1uC0VQwmYpYwtWupaewRp2USSmyjqVw7OQqjqytSbibUPeRM0f4FGItzwDXGiGb3fiFsWMpck68/dSxdM+nF+qOQqUUQQjTmUJYLarECo12VSb2JV6tx1tas5akXpLzzsX+RCecChQbVXWiY9EQilohIAgUhvC5mt/CCntMp9NE++BpASfvF8tBNa1Wi3a7vZpfv0uQUtLtdtnc3GQ8Hs/rLi7ioriUkr/927/llVde4e///u/5lV/5FV544QUef/xxptMpt27d4t13351/3bx5k0984hN85jOfOfd9ez/43Oc+x1e/+lX29vZYX1/n3/27f8ev/Mqv8C/+xb/gxo0bPPzww3zlK1+hVquhlOJf/+t/zX//7/+dfD7Pf/yP/5Gf/dmfvdtP4UHFKg11hbPrWrx16xa+73P9+vU736kUpAXULH6/SEynU3Z3d+l0Ovi+P08wLRaL57o/0XuXRCgXLS1xX5e9uPj9wvf9+fvhui7NZvNC3o+zwts7gv/x9ybdpTTNdlWycxAydgWVgqKQFeykdPAJobjW0KmchSxMpyF7/bjfg4ebcDDiBBGsFhXTaUh3oP9tGfDQOhwMkknj1brkxo4kmDn4NmogRMjuoYUQx+8jkFSyE3ZjAk8EinrZI+OY9MYOtqWrPfqj9PfQMhWljGJ36bnaJrSqkM1oUuNYOtwnTXksZCSBhPE0eXtrBRi5ugMwCQ+31Mx6q2EaWpHMZwQZR2Bb2toaSkEgwfMFUz9ST2epnVVFJ+X9vtY4RVWsqcQEVkMo1orMkkZPolaS9MdHr5VpaJXRsRSmAaWsIpA6LC2U4PnabjxyoVGB3YQ5xbWCZBoYBDFhOGsFiZdwW7sasje0AEUpq3AsbcWe+gLThIG7fJwdJ4pKKYoZRdaWKAQHQ4NcRvHJn5pSzp1c4ixXMCymZsYlZr6XTr+4oJp2u70KqrmLiOou9vf3qVartNvtC7nAqJTi7bff5pVXXuHP//zPee655/jt3/5t/tE/+keri78r3C2syOIKGtHV0zvB/v4+u7u7fOhDHzqDPTqOy0gQx+PxvJRdCDEnJJftCvCypSUK5VksLrZt+65VhZwVPM9jd3eXnZ2deeXI+vp6qt3nMiOU8PUfG7z2A4NCFlAh292Tv3e1rhhOBcNJ/ELCMhTrVUkYKG7ukqgagU6NvNaETg+8wOBaQ/L21hHpO/648FALDkaC8cLC/KGm5I134xM2y3lJvWLS6Wt1zDYVa/nbSzPN2z55Z0KgTAZe4QTpPIJkvQK3TkksLecVAkUpL7Btwcg16I2OuxEEklpZvx5JMARUS1GyajxqJcXBQL+nSbjWgHdj9lkA2Qw81BAMpgLb1O+TaR5VWgh0J6Pu3hQotXCSnv3gWJLJVOEHPmEQYlomjm1jWSZCQMZiTsoU+gGkAilnlRtK4c4I7NQ/3h/5cFMlBuIUcwqp4u3VtqUo5U4SO9AqaNaB8YKyrJSimFWUshIlBK4n6I+PehEtU9eBLBNeIRQba4qBa1DM6HPI4cRASihk9fZrxZB//PSU3B04PH3fP0Eok0ris9ksQghGoxGDwYBSqcSVK1eo1+srgniX4HkeW1tbbG9vk81mabfbNBqNCyFpg8GAP/3TP+VLX/oSpmnyW7/1W/zqr/7qhfQxrrDCKViRxRU0zqJrcTgc8sYbb/Dcc8+dyT6dZ0DN+92f4XBIp9Nhb29vnmDabDbv6RkSpdSJqpDFr6gqZNmCtXjl/G4tbqbTKZ1Oh06nQxiGtFotWq0W+XxyUfi9hv4I/uIb8IObya+xaSiuNQVb3ZPhLr1BSG+o/71W1HN1m/vpF1jWiopaQfLGZnxYzvFta9I4cjXhuNk5/XPEsfR9gjCaNUxHxlHkLDlXRQtZWK9rsrA/NObPRSlFNTtkb5h+gcA2JfksdJcIXj4DjTWBY+t5w3x2sW4jHo+09KxoEkyhKOWZK7NxiLOwLqJSANcTicpl1tHvQ5L9NGMFIASBjJ/7W68q9g7juwv1/ineTZiTrBQUXiCOkccIhtCJslEn5zKu1ONDmwyhaJTBCyA3Syid+tAbCYpZxVSaJ7ZnGopmZaE3Eq0mVnL6vY56PiPkHYljC0ZTg/ZayP/11BT7nK+LKaUYjUZsbm7OLzLm83lM02Q6nc5HCxYv3i1/7l6Grrz7CWEYsre3x+bmJr7v0263WV9fv5BzehiG/M//+T/5whe+wPe//33++T//57zwwgtcv359dcFghcuEFVlcQcP3/TvuSQyCgG9+85t8/OMff9+PcVkCahb3p9fr0el06Ha7FAqFeSn7g3TSjqpC4shkpEqnVYWc5Wvluu6cIAKXVtE9a/yfW/Dfvk5q5UEpp6gUdYdgvSj5yWb8R/WVuk5ajXusdlXROQgYTaCUh0ZFzKog0rYb4rlTHNMjIMfYS19olfKgZEj3EK42BbYlZuriyW1kbF1psJug7pXz0KwaTANB1lG8vZ3+OaGUpJIbczBKv6BwraG4tQetqqCUN5Do5FNdnRH9TrwauIiHmyq1tqOc13ZNL6YuAvQrsl4TqermQ014N6WuY30tYG9wsg8RdGVEIWckJrBeqavE0BrTUNTL8ccR6Oe+mRCm83BTsjVLTTWEpJhVZCyFkrq6YrtnnAhSKmYVpmWcmLk0hGKjKtkbmJRzkoylmM6SahvlkzOP5axEGIKMLVmvSD5yPcA8R/EoLqgmiZAsX7xb/twNQ33FIJpVj7uId6+4Qe4Wlm2/jUaDdrud2rN4ltt+4403eOWVV3j11Vf5uZ/7OV588UX+wT/4Byub6QqXFSuyuILGWZBFgL/7u7/jF37hF2779y9jQM1ypUKlUqHValGr1VYf5imILFiLNtfo39ECJ02dTHttJ5MJOzs77O7uYhjGXEHMZE4JTrnPEITwt9+Dv/0uiYXnV+uS6TRkPE1exIO2Lz6yDvuHgoknsEw90/XGzZPyVa0EpYLBu3snFclKZkhv5OAF+v0TwMMbWplbnrkEqJdhOA5PBNSUC9BaM9g7PFLIso4iZycTxUU8sg57PUmzqi2Pnd7Mo7mEh1uKt7bST2HFzJThxJrZOo8j52hraiEnEKbFYCzoj0TsSfFKXfHubvp+r1ePEmHj8OgGvNNJfh9PI4qPrN/O7fF/e/mMQhj6+IjD9fXkZNardcVO/2SQTCmnraQKCAKtSB+Oj+zRj7TiCWbG1pbhRcuqUopCRtEoS6a+thFPZ3bXiEAuEkXHVKwVQqTSaudPXQv42cfOp0MxOo9sb28zGo1otVpsbGyciethcVY97iJedC6PuvviPm8fREI5mUzmdRfFYpF2u02tVruQdUa/3+dP/uRP+NKXvkQ2m+WFF17gV3/1V+8rF8wK9y1WZHEFjSAI5gv6O8Frr73G888/n/rhexnnDxcTM0ej0TzBdG1tbWUHOSMopVLVycUwnlwuhxCCyWTCcDjEtm02NjZotVr3tOX3rHAwgP/2Dfg/t46OzXJeYRu6cxH0LN0jG4LtLonpmaAtoQ+vw34vYDeluw+gVgoxRMDBOIcQcLUW8OZm8n2uNfUFn+0D/Xe9UYOdbsg0JU/LMOChpgChmLiKvVOqJkBbWt/aPH6xq5CFjbqhK0D6gkCK2yKKGVvhWMytu3EQKIqZKYcTfbHCNCTlQkA+C45toLAIpMF4aiQSLYDr66SqjvUy9Edinly7jEJWEQTghQkW0TxMQ/AT3v9rDZVao5GmKl6tSzr95NCafFZgCACF78NgouiP9D4FCTOM2pZ68jEtQ9FY0+m4BUeRz+hE3N5I0FzjBCk1DUWrotgfGpSykqytmEwFlqUYTg1CCR//gM9PXTvbDsVIsdre3ubg4OCuBtUsft7GzVEujhckEcr74eJopOpubemi13a7TavVuhBnUBAEfPWrX+Xll1/mxz/+MZ/5zGd44YUXuHbt2mpdscK9hBVZXEEjDMP5vMSd4Bvf+AYf/vCHTyg+l5Eg3q0E0xXisWgN2t/fxzRNcrkcpmnied48IGJVFXKEH70L/+ObkMso3rwVxgbRFLLQXBPc6Jz8OzOETtB840ZIMQ/1SvzvLePhlrYK/vjm7Z0KNmqCtaLixzfVqTOQoBUtx5T4wf/P3psGSXaWZ9rXe5bcK7OysiqX2qtXtVpqjST4EGNgsOcDgx2MhTRaGA1q4SAIm8Ef/jMROIjw8GPCg4kJxoTnJzFMjLpbo4URWDJCIBlZLDKLGQSNpFZvtedSVbnvmee834/TmV1VebJaS3ctrXOFMrrVmXXyZFbmOed+n+e5b6vFdK0ElT5tkmPDsJCxxEM/NBX2j1m5i7mKoNw39F6SGBIsrmz9umbicKFPi6+1GUk40CBf0fG523hdBrpuuWVKodE2VVwarJW1vk6sqgKDAUFuC9Ea8lQpNuznM4Wwqpb9ch39Hgn0tnR2mIpKFmyqhgJJyCfxey0xqAiJaUKzLanWJJU6BAOKbVXbpUlCAYVC1abiPGBSaaobKuaWoY3JSMgy1ilUNkaOTMVsqpeYTAxLWqaVKVq+VIlMhA3yl2YW/9WRJjPRt99J06FSqZBKpVhZWdn2itXboTNe0M+Up5N3atfu2hGZu/GYK6Ukm82STCYpl8vbGj8ipeTMmTOcOnWKZ599ln/5L/8lx48f54477tiR9+q//bf/xte//nWEENx888184xvfIJlMcv/995PNZrntttt4+OGHnUVYh61wxKKDxdXKWjx9+jQTExOEQqFdZ1ADVhuK3byb0wqyM0gpKZVKpNNp1tbW8Hq9xGKxvjOhnXme9a2udqvl/cTk1cxD2y00W5IXXjb5x5elrVjsEB20ohk64iEShFazTSa78XAeDVszZKulfmYokC+2KVasyqGJsuU8HVji6sxsi6GgYCiksrTWv43W75GomKwV17ekw0RU6c42dgRnfAhSa/ZureuJBCFfNGhcOsRFQoKhkELbtNpeO2Yp0zH6znl2mIzCXGrrx+wbhfNL/R+jqyZu3Wqd9LgMdM1AV01UVaBqKopQ8bih1nJ1nUQbrY3v2cSI2c2ltGMmDvMr/T/roxFBOm850uqaJf511ariqapEVQSmtIRgqy2pN6Fat/6MDip9Reh0HJZs4zskE1H7qJeAR6KoCrWmJUQ9ulUxzZYhOihI5Xtf53qhqKsmIZ9lhGOi9BjqjA0ZFOsKYZ/J7TMt4uG3fwnTaDRIp9OkUil0XSeRSDAyMnLdtXfazauvr1h2OkL6ZVBupwFaxzxodXWVwcFBEonEW8o3fivkcjmeeOIJHn30UUKhEA8++CB33nnnjs7SLy0t8b73vY9XXnkFr9fLvffeyx/8wR/wne98h7vuuov777+fP/mTP+GWW27hT//0T3dsPx12PY5YdLC4WmLx7Nmz+P1+RkZGNvz7bnEw1XW962D6Tpt32y10KoiZTIa1tTUCgUDXNOhqXGiZptnX2bWTh9ZxG+xc0Hi93j1vDrFWlDz1E5NX57c+PE/HQRXw+ryxZTVuNGLQMrUNFaLpGJydb/e0RU7EBIbZKxpVxQqav7C4Uc35PDA2orJSFBscPIM+iWmY5Er9X4PHBeNRBYRgMWP2bbHsEPBKTENSrNhvU1WsdtVwSJAvCVaL/R1gI0EolCWtLZowEhFIrsotT5LTccHsFoIzFjbI5O3EukRTTQb9LVqmC0UBTRVoqoKiCgRWnIbPbZnmyEvxF2DFdhiGxDAlI4MKC6vQavWezHUNQgGlbxvu/oTSV4T2F4qWeN18n0c3GfBIvG5BpWE5xq53OZ2JYzu/OBWVVBoCn8uk1rRyRHUVhoJigxuqppokBk3qLYV6Cz76L5pEBt765cubMap5J7E5nmnz34GevN/14vLtLOI1m03S6TTJZBJd1xkdHb1q55Ir0W63ef755zlx4gSzs7Pcc889fPKTn2RsbOyaP/cbYWlpiTvuuIOXX36ZYDDInXfeyZ/92Z/xwAMPkEql0DSNl156iS996Us8++yzO727DrsXRyw6WHQG5t/Kz8Hl9tJ8Ps/58+dptVoIIbotg+svxq/1PITjYLr7kFKSy+XIZDLkcjmCwSDRaJRIJLLtrTlSStrtdo+QrNVqNBoNDMPYtVEhb4RX5kye+olpG9UwMgj1Wpt8STIZU5hPm5g2Ji4dhIDphKBal2gKzKe3bt2biAoMaYlGvwc8mkFytf/PqCpMx1WqTYEJ1Gq9xjd2DIcgX2jjdQuGwyrFmiBv0/ZoOalKVvJbn7LiQ4J01mrj1VWIRRT8XoWWKVgrWpmQ7ku5f/ktIjCs1k4o1/o/ZjohmN1ibtLrMpFAo2V/sasokvAAZEt9HEqFgddlUm3au59GBwW5quib+bgvoTDfx5RnYgRSfWYco4OSQk2xFdoTI5JsWRD0SjTVqhrmK5JKDcZGFDKF3tcyHaPrlgrWXGjYL/F7IFtWKNcvP49bt1yAC1UFl2Yy6DVptMDrEaQLKmG/yR/c2mTA++YvXa6lUc07CcMwbLtB1i/iqaraNzJE1/Xucdc0TVZXV0kmkzQaDWKxGIlEYltEu5SSV199lZMnT/L973+fD3zgAzz00EO8613v2pUtuV/72tf44he/iNfr5cMf/jBf+9rXuOOOOzh37hwACwsLfPSjH+X06dM7vKcOu5i+FzzOFfU7jDdz8bvV/OHg4CDvete7uo/rOLZ1LsYLhcKG9pX1J4fOrSMs34ywM02TbDZLJpOhUCh0xciBAwf2bKVor2OaJrlcjnQ6TaFQIBQKEYvFOHTo0I6eVIUQ6LqOrut9A483t17VajVyudyGlXK7z+76C5ud4sYphYNjgh/+WvIP/9ekZVjVokRYcna+TWcd8PySic/dJhJUWFpTbY8BUlptrsVii+FBBY9O3xk36GQsGhyaENTq5hXbNQ0Dzi8ZxIYEqmIy6FcoV2XXGdOOSBAKxTa1BtQakmzRKvPFIwqhAYVcWaFYtWbpQn5YvsL8YdAPhfLlec+WAYsZE7DUlMDKXowNKbRMFU2x8hl7TWckQb9gebX/84UHrrw/AU+b1VL/roeZhMKFZP+fn4ypzKX7CU2DasPEMO23PxWjr1AM+SDXJy/R55Y0jMtC0aObDHglmiLRVMgVLcfYwgahLZhJCJZtKpGTlxxRg14Dv9tqfV0tgiskmN/Ueut1SwYDoCkmIa/JalFQrQnGhi3jm/igwUf+RRPPm/hK2hnVTE5OEgwGd/VC0W5GVVX8fj9+f/8M1M2LeKVSiZWVFer1Oq1WC8Mwujefz0ckEmF0dBSPx4MQojtjeS1YW1vj8ccf57HHHmN4eJjjx4/z5S9/eVd3KOVyOb797W9z8eJFBgcHueeee3jmmWd6Hud8ph3eKo5YfAfSOdjasZVA7Ndiut5pLRQK2W5388mhUCiQTqd74hY2VyY77YKdiIuOg2kikeDIkSPOwW+H2Bw7Eg6Hicfje+53oigKXq93y3mTfp/der3eNYt6q1EhbxddE/zebYJbDwme/6XBy2cavD7X+3zVhkZ1xWqdBDa0kWoqjA1Lzsxa7em5koHXDdNxjcWMpN1n5nA6Lnj1fIO2AeMxFVUVLK30v4gbjwoW0y2sLniDoF+QGFbJFKBS3/gzkSCUSgbVeu92UmsmqTVL4MUjguFBhVRWslU+pEuT6Crkin0fggRCfvj12RZgvRe6BtEhjQG/glCsFseAR3BuizlFVQFVETTb/R+zb1RwMdn/4nN8RGwpFKdigrl0/+1PJXTm+rivBjxNUll7RaUqEpduuY+ux62ZBC5le7baBi5Fkq9AtmDdAl7QdaXn9wiwLyF62lJdmkk8LDFNBV0xWC0IVi/9/qbjGyuNHt0kHJAYpiCdFUisbemqZGQQKg3BkdEWv3NDG+0NrhfaGdXs9OLWOwlN0wgEAhvyDuv1OslkknQ6TSAQIBaL4fP5usY8neNuo9HojtJsHjNYf9x9Mwt5rVaL733ve5w6dYrFxUXuu+8+vvWtbxGPx6/6a78WPPfcc8zMzHTHgu666y5+8pOfkM/nabfbaJrG4uIio6OjO7ynDnsVpw31HcjmrMXdYFCz3v67VqtRqVTI5/OUy2UMw0DTNNxuN4FAoKcyuZfnz/YShmGwtrZGOp2mXC4zNDRELBbbNmOB3YpdZb1fVEi/6uRbff86rdjpdJpcLkfFiPGz8zHSua0veqcTCvmyxOMS1OttVnL2vYoDPkF8WGUuLbtunopimb+cudjbzp4YVvC6FeYzG0XjdEJwfqFlOzupKDCVUJFSYWlNMjIoKBQNqvWtTz9SSvaNKpydtwT7SFhhaFCl2hBkcuufXzI2LK7YWjsVV7i4tLVT9FRcYT5lEgwIwkEVj0dBCMt9tVKHQsV6rRe3MM+JhgXZIn3bQ/1eAEG1YX9/KADNJl0Tn81Mb9FeqqkwFFRsW5c9usnwQINGE6Rp0GqbNNsKtZZOy9AYHWqwUu5tydRVGA4rrBV7P8OdFlNVsQSfLqBUlXjcgmylt5V15pJQ9LlMgl6Tal3QaF8SoutmXr0uk9igpFAVjEckH7ypfSm+oz/vFKOavYRhGN24C9M0u7Ohb0TodUzQ+pnydBbyXC5XV0z+4z/+I+FwmKmpKWZmZlhcXOTEiRP84Ac/4Hd/93d56KGHuO222/bc+eynP/0pf/zHf8zPf/5zvF5vt132xRdf5O677+4a3Bw7dozPfvazO727DrsXZ2bR4TLtdpt2u73jAnEzHQfTlZUVpJQbHEzt5s/WX5Rv5Y7p9Xrf1gX5O5n1uZTVapVIJEI0GnXatN4kdnM8ndvmVXK72/oL2s2tc52233A4jKIoGKbkpd8Y/P1LLdvKHFhRGtNxMNoGCxmTxhYtpwCDA4LhQZVsSeJWTZYyW9uSDg8qDAYVFtKSmVGF1y6+MVOtmYSCpkqSWahsMQ8opWT/mMLrc/biriNyTQRul+DswtZCcTgkyJcMmlvsZnhAUGtYrZL9GB1qkStL/B6B36/j9egIoWBIaLah2ZTousJKH1dZAYxGlb4troqwXGwzOfufHwpCtanQXPe2eFzWzaVJhgasuUykxDCt1uNKzTIFmogpzGfst2sZ2tiJKslwoEaxubHNWxEmsUEDXVOpNQSrhctmQrEhSaWpbjC4kVIyE7eqw6WqlbMIEA5IUKwMS101GQpIkJJqS6FUU3jv4TbvPmDQ71DUbrdZWVkhmUw6RjW7hM5cezKZpFgsduMursVsaGchryMgH374Yc6cOcP58+e7xmuRSISDBw8yNTXFxMREB+MtcAAAIABJREFU93bkyBESicRV36drxX/6T/+JRx99FE3TuPXWW/n617/O0tJSNzrj1ltv5cSJE7u6ndZhx3HEosNl/sN/+A9IKZmYmGB8fJzJyUkmJycZGRnZ9mpipVLpOphqmva2HEz7uWPWarWeC3K7dlenBcmi1Wp1cynr9XpXtDu5lNeOzip5P0FpGEZ3YafdbuP1ehkaGmJ4eBifz2frMlitS777Ty1++OuNbqiRkEC22yRXLcHn8wjGogoXls2+WYAA4yMKzUYbj1thNmnQ9wr9EooC+xMCQ0qWVyX1LULrwTKfWc22qDWkZbgzqqGoCosrsme/9o0JXp+9cl7sgQmFc3MtEiMqAwGVWgNSOVh/TvS5rRiJfLn/6a5Tkcv0qcCC1d5Za2i0jP6vc/+4ysVlE1UBn1fgcSm4dIGmCTQVAj5Bo2U5nYqNuwmAR4dGWwCy8x+mac2cSmkiFIVawxKB9aak3rg8c7l/XGUuZb9fsSFBvmJvhpOICLJlxWZ2Ew6MWY6pbs2qBAralGsgMKm1PBibTJVC3jqG4qFtqkhpMhQwcWvgdivMr2wUo8Mhy5Qp4JEYBmQKEPRZkRn1Fvy/x9rcONG7w5259mQy6RjV7CKq1SrLy8usrKwQDAYZHR1lcHBwW84pjUaDZ599lpMnT5LJZLj//vt54IEHiEajmKZJOp1mYWGBhYUFFhcXWVhY4L3vfS933333Nd83B4ddhCMWHS5z8eJFLl68yNzcHHNzcywsLDA3N8fq6ioAkUiku7o2Pj7O1NQU4+PjjI+Pv+0K3fo4hWw2i9fr7TqYXmuzkPUX5Hb5fXbtgutFpaZp161YajabrKyskE6nabVaGwSiw87Q+a6k02my2SwDAwOEw2E8Hk9P61XHZVDTtJ5FkFLdw7M/1zizIJmOweuzTVtRMBQUDA4oXEyaGz7nQlhzZ69daHZPCCNhhWBAZTZp2H4nvG4I+SQLqUutYDpMj+lkS1CwiWoYHYZkpmVb2fN5BOMxjVpLkFqTHBhTONOnoriefaMK5xZ6N+h2QWJYw+NRqNStnMGlK5jRzIyqXFzuX03VNcmAT2E1319MHppUObfY//6xEYXkmqTfKXkqoW7ZSntwUuNiH/fV2JCgUFFscyp9bnB7FFt32pAfpFCpbaimSsIBiAxY1dJCBXLr2lqHgmBItWdxIDJgIhUFr97CMExyFY1mWyU6UKbYGly3eZMhfw1dV8lVXLRNS3BGByWVhsKgX/LeG9rMRC+/ViklxWKRZDLZNaqJx+NOB8QO02q1unEXqqqSSCSIRqPb0vorpeTll1/mxIkTvPjii3zoQx/ioYce4tixY85nwsHBHkcsOlyZTlvqysoKc3NzzM7OMjc3x/z8PPPz8ywtLXWrGuPj411BOTk52f1zYGCg50Bcr9d55ZVX8Hg8GxxMh4aGdt28iF27YEdYbmVm4vV6cblce6o62Wg0yGQyZDIZDMMgGo12234ddobORW86nWZtbY2BgQFisdgbih7pFxXSuS2uevjp2Sj5imfL7cQjVrVrcUUS8ltVo8W0vTgbCSuELonGTqVxOCRoNtqsFXqFjQCmxzSkECxemmucjAnmlpq2QmYzR6Y1WoakUIG1Qv/HTcQUFlL2M5IdpJTsG9eYW24RH9YI+BTahiBbsuYPOxycUDm70H/npJTMjKpcWOr/mPiwwlpebjGnKFAVQalqf8oNBQQtA2p95hj3j6t9DW08LvB7VQqV3vsUBUZHFFLZ3vt0HSJBBcMEv9var2pdspqXJIYF6bzSI2yDPtBdKuXa5XPAgM9kKAAtU5DOg7nOMGn/qLDaW6XJcFCiYLnTZquuDfOMA3oRVTFpmS6ORmeJhYyuM2a5XKZQKDAwMEAikWBoaGhPHYevNzrmZ8lkklqtRiwWIx6P4/Fsfdy5WqRSKR577DGeeOIJpqameOihh/jIRz6yo87VDg57BEcsOlwdOq2jnapk59YRlOVyGVVVGR4eRkpJqVQimUzy4Q9/mM997nNMTU3t6QpdZwZic2Wyk90Hl6MW7Fpddzr/sV6vdwUi0K0gbuUG6nBteTsC8c3Sbhv88P/W+fsftzZc0NsxFa1RqSqkclf+zEZCCkODCoZhVRObzSufOkbCCvFha+6w8QaiX/ePqxtMdaJDKkODGoWyZG2dy2kiIljJtbecPwRLBL42a/+gUEAhMqjg1g2K5TaVhkatZd9VcWBc4fX5/kLR57HmJgt92lyFgPGoeinGoxdFsfIgU2v2Px8NK5TqlslOz7aByYTWt3J6YFxhNm19Bv0eCHqtKqlhSFRNZXFF9oj4WFhQbig9z+dzQ8CvUq5JIkHQFUm2ZLUUC9UyHlrPvlFBo2UZ5KzkJdWGYCoGKyUFKUXXBdWtCeZWFUJ+uOuOJjollpeXWVtbA+iOEPQLhb9aZlIOW1MqWb+XbDbbdSy3Wzy+FtTrdZ555hlOnjxJPp/nE5/4BJ/4xCcYHh6+5s/t4HAd4YhFh2vP6uoqf/d3f8eTTz7J/Pw8t9xyCwcPHkRKyeLiInNzc2QyGUzTJBwObxgmn5yc7FYrd3sY+pXoVHfsWl3tguDXi0q72bO3S7Va7RoHKYrSrSA6g+47R2chJZ1Os7q6ek0Foh31huR7/9TguZ83ekSVxwWRoMH5Sy6jo8MG9ZZCsdp/ZV4gmRkVpFbaxIc15lLGBgMTOw5MqPz2bA23SzAzplOqCVbz9qeczUJxMyNhlUhYxTAE6Wy7r7FPh31jKmfnt1aTA94m9YZmGcIAHrdl8uPzKmiaoGUINFUwn+7/Wi2xprKwZfuoyrktDHgOTKicX7K/3+OCQEAjX7J/3w5OqFxcF8Hh1iUDPnBrEr/XMuypNSS54kbjnsPTOhdt5hsHA4Cibnh/pZQMBSE6qFCqStK5y06vgwFQdbUbqSGlyUjQqpSmcmKDgNyXgJWiYDgIrbYklbPiWZazKtGQyfv2L5FfW8IwjG61ys6o5kpmUlLKDQ6Zu21Bby/RaDRIpVKkUik8Hg+jo6PbdgwzTZNf/vKXnDhxgpdeeonf//3f56GHHuLo0aN7+vrBwWEHccSiw7XnP//n/4zL5eLjH/84Bw8e7Pu4jgFBpyo5OzvbrUwuLi7SbDZxuVzdmcnNra7bNRR/rdgcBL9eWHZmz96oM2Y/KpVKV4h0jIOi0ajjAriDbBaInSyxSCSyY+3Y+ZLJ0z+q8+OXW0hptW9mVhoUyhvFiRCwf0KnWIFsceNpweOS+F0NkivKun8ziIZNshUXjdbG16YImB5VePV8r6Ibj2kE/CpLGbMr0g6Mq7y2hVDsMBQU1BsGUsJoVAcEyazsEcMTMZWFVKtvSyiA1yNxawq5Yv8HhUMK9ZpJtS4JBRSCAQWPR0FTLXcawxQEfAqZnKTWgGqjN4NyKqEyn+r/HPvGVC4m+98/M6Yxnzbx6NYsplsXuDSJqoDHJSwH1pakWpeUKmZXEI5HrXxLuzbdg5Mac5ne46vfAz6vSr4sGQzAgFfSbltCczCkkd7k0DoYAE1XKdcl0ZBlIpTOw+iwwuLq5c+KlCYHxgRtw2pTbbUFQkimYoKVgmDYm2M68BqJ2NBVcc28Urt2J/fX5XL1PQa/k9tcDcPoOsy2223i8TjxeHxb2jyllKRSKR555BH+z//5P+zfv59PfepTfPjDH3ZEvoPD28cRiw57BykltVqN+fn5HjE5Pz9PoVBACEEsFttQnZyYmGBqaopYLIaqqntWUK6/mLGrTm6OCfF6vbjd7m4749raWtc4aGRkxJnV2EGklJTL5a5A9Pl8xOPxHRWIdiyvGrzwizrf+7HNYNs6NovG0RGFfL5Jvo+o0jUYj1kmKKWahq6Z+PQamdzWn0m3SzCV0PB5FH59tnXF73IoIDAMo2c/VAXGYjoBv1UNkwjWCgaNLdpkVVUSH1JZTPdvLXXrMOBXWMn2f8z+SZ0Li5d7NYWwWlJdunUbDKo025aAVIQlokXHAlVY70GzJZGX3E7NS3EXhiFptSE6ZAnFar3XFCc2pFKqsSFCo0M4KGibiu384/SoSjK3aRZRSsJBiIWV7sxiZ6ZTVWAioZFc27idkB+iQwqttlVprDcvGSWNKiytKUgpiQQlXt2KEllYJx5VRRINVqjVJYP+Nh99lyQ8uL1GNZ3c382Lep0cv/XHYLsK5V7vjtlMx2xreXmZQqHAyMgIiUQCv9+/Lc9fq9V46qmneOSRRyiXyzzwwAPcf//9DA0NbcvzOzi8Q3DEosP1QydCIJlMcvHixa6o7IjJVCqFaZoEg0FbI56JiQm8Xu+ePpmbpkmtViObzbKyskKpVEJRlO7qqhDCdmW8IyzfySvj1xo7gRiLxRgeHt5VAtGOcwstHv9emTN9Zvk6qArcuE9jOd1mZYs4iQ5CwJF9Om3D5NULzSt+96SUJMI1llbcBP0mw2GFUk2jUOn93Ab9AoHJWn5rh5xISME0DTwuE0W0aZku8hUdue78KKVk/7jOeRsX1XV7x/SoxsXF/o6ssYhKvmz2nZt0uwTBQH/3VL9X4NIV8iX7+/dP6Myl7E/Pfq/A41FtZyQ9LggFNdYKvffFhxVKNRVVkYQHJC4VanWTtYJJdFhneXXj4xXFijdZuvTvPrdkaMASe9mKSnldTqaqwGRcpVKXBL2QK0tKVZiKKyxnrd+p39VAlVWk6qXc9HLHYYPfPSavlNCyY3Q6RDrz6psFJVyeX7cTlXthfrJWq3XjLgKBAKOjo4TD4W3Zb9M0+dnPfsapU6f46U9/yh/+4R9y/Phxbrjhhh153/L5PJ/+9Kc5ffo0Qgj+x//4Hxw+fJj77ruP2dlZpqeneeyxxwiHw9u+bw4OVwlHLDq8s5BSks/nu1XJ9dXJhYUF6vU6uq4zNja2IW+yIyp3q6Pe5jiFQCDQjR7ZHNzearVsK5ObY0LsjHicauSbo2P8lEql9pxA3IyUktPnmnzzuQqzy72CKBgQBNyS2cUmQsCBSReVGltmEE4mVJZSdao1k/iwRjikM5ts2c76CSHZN6rz+mxv6Wtk0MTrMSlUdWpNHa+rjcCgWNn6PfZ7TaRhUK5tfJxLFyRGNPw+lbYJXo/CK+e3rmQemtI4c7G/mPR7BW731i2s+yZ0Li7Zi00hYDKuMZ+yF7/RiOU2aidEVQXG4jrLK73PrSgwEd9oduN1ScID4PUITNPa59y6+UchrH1dyGzaloDpMZV6E3wuac0qZiWRkABV2+Am63dLJmIKuRKsXjIicmkQiwjyZfAqZRptHSk0vD6dYlXwoVtN3n1w719+dDpE7ETl5uxfO0G5E62V7Xa7G3chhOjGXWzHvkgpWVpa4tSpU3z729/myJEjHD9+nH/9r//1jreZHj9+nPe///18+tOfptlsUq1W+au/+iuGhob4whe+wJe//GVyuRx//dd/vaP76eDwNnDEooPDeqSUVpzAJeOdjpjsVChzOWsAJxqNbqhOdlpdE4nEtrm6SinJ5XJkMhlyudxVix5ZbwSxWVTaxYSsF5XXW5vVW6VTQVxZWcHr9RKLxRgZGdlzAtEOKSW/fLXJk/9Q7rZk7h/XmFusUa31nhr2TbhoG/QIlYNTGr99vdLTKunzKkyPucgWzW6ly6VDfEjh4uIVrEyBQ9M6umqyvGpSKPf/LLo0A7duUChvfbF5aFrn1XN1BvwKI0MaXq+KKQWVGqwVTUxTcHBS4/Utqq6KAmMxbcsW1htm9C1zIg9P67ze536/V+DzahsE3YbXMKVzYblXKOqaycEJ3WoHxaTekOSKJsWKJOATBPy67TYPTevMrjO6ceuSkRB4vQrJVbmhejgSFhhoVBvg80iGApJWSyJUlZWCWLcNgyFflUZLo1j3IREMhyRtVDwu+ODNJjeMvzMuPdZn/3ZEpd385GYRuf7/r8aippSSbDbL8vIylUqFWCxGIpHYtriLSqXC3/3d3/HII4/QbDb59//+33PvvfcyODh45R/eBorFIrfccgsXLlzYcN47fPgwL7zwAolEgmQyyQc/+EHOnDmzg3vq4PC2cMSig8ObodPqmslkmJ2d3SAmFxYWWF5exjAM/H7/hqrk+pZXv9//lgWVaZrkcjnS6TSFQoFQKEQsFiMcDm9bxbMzt2NnxNNps7ILge+IyutBMNlhJxCHh4d3fOX7WmGakl/8tsE/vVzln35lk9y+iYmEjtulkFw1iEcUXr9Yu+LPTI+58HoUKjWTxVR/IdUhElJoNtvkitbFdCKqEw6q5EttVvJK93vndUPAK0ivbd2imoi0WEz3/14JATcecNNogtulILGMWCqXjGNal8x4Dk3rnJ3vv/8HJnXOb9G+emiq/8+rKozHXCzZVA1BcmRGo1S15ikFEsOU1Gom+bLBeMzFucXen3O7IBpxkcnZC8X5tCQ6CC7Nep2ZnMn+CRfzmyqNsYhA1VT8bkmlJkmuWa6rwQGNXFkgpUnIU0elQVsEqTYvdy6Mj0im4gpHJ00SQ+zattOdwu44vF5YSik3zLBvFpVbLeyVy2WSySSrq6sMDg4yOjpKMLg986GmafLSSy9x8uRJfvnLX/Kxj32M48ePc/DgwV23EPmrX/2Kz3zmM9x44428/PLL3H777Xzta19jbGyMfD7ffVw4HO4uNDs47EEcsejgcLXpGMp0qpGzs7Pdvy8sLFCtVtE0jUQiYTs3OTIyghCie2Ks1Wo888wzHDp0iFKpRDgcJhqNbtuMyFth/ar4ZlHZMYFwu922ra7XIibkWtFxl11ZWcHtdncriNerQLTDNCU/+02NJ58rsZDcuvKXGNHQRBuXS+HCYvOKMRrxYZVqpU2zLZkac1MsS9JZ+zbO6JBCudKiWLa/f8CvMBZ3IaXAMGG2T7tnh8mExvxyA2MLPRkJtSlW1K4o3IzPIzg07aZQMXHplx1RQSClFSWha1BrCdptiWEI2ubl06uUEBlUKVVMBAJFsVo9NQ1URaAIyYBfpd6SSCkxDGi3JbWGSblqkhjRuNAnXuPwtIsLy72nck2FiVEXy+vaUlVFEgnBUEilVJWkVk1al94X5VLL8XqhGPJLRgYVKg1IZde/X6CoCkK2EGaNStNLwKdg4qbWFCiK5NAY3LIfDo5Z++Lw1jEMw1ZQrnfY7sxP6rpOo9GgXC7jdrtJJBLE4/FtWdyTUjI/P88jjzzCt7/9bY4dO8ZDDz3EBz/4wV29uPiLX/yCO+64gx//+Me85z3v4fOf/zzBYJC//du/dcSiw/WEIxYdHLYbKSXNZpPFxcUNYnJhYYG5uTlWV1cx13nXFwoFjh49ymc+8xn279/PxMTEnjBB2Ir1MSGbW13tYkI2i8qdnBt1BKI9pin559/W+dbzRdt20cPTOq+eK3Opk5mAT2FqzM3yikGx0ito9o1rzC81ehxKR6M64ZBGctWkVLXuG4+pZFYbVOtbn5q8HkHIL1hKNxmNugiHNJpthXTWoLEuhWM8ppLMtGi2+m9vaFCl2TQpV/s/ZnS4yfJq/1iayKBKsw3laj8BbIXW1/q8riMH3H1Nh6ZGddJZSdtG7O4b11laAXPTZhUB+yZdrORMhkMCTZFUaibJVYODUy7ObxKXioJVUUxLRgatOcRc0cTvVVgtqxueO+xv4tWbVFpuynXrPZmMKRSqKrEwHNsHN02Db3s6HB2wjsOpVIrl5WUajQYDAwO43W5arRaNRsN2fvKtRDb1o1wu8+STT/K///f/RkrJJz/5Se655x6CweDVeonXlFQqxR133MHs7CwAP/zhD/nyl7/MuXPnnDZUh+sJRyw6XD2++93v8vnPfx7DMPj0pz/NF77whZ3epT1FpVLh7//+73niiSc4e/Ys73//+7n11lvx+XxdITk/P8/S0hLtdhuv19szNzk5Ocnk5CQDAwN7WkxuntnZ3OpqmmbXiMeu1fVqz41Wq1XS6TSZTAaXy0U8Hmd4eNgx/LFBSsnpsw2+/XyJV843CAYUQn7J+bne/ESwzFf2T3lotGAhZV2c3jDj4pWzW7epCgFTYy58boO5ZItqfeuLVq9HEPRZQnEzioDEJfGoagrZnEFytd33MxQMKOia2NJpdWpMZzHZP7fRpZt43ZJi1X6RIeBX8LhVcgX7DRyacXOujztrNKJRa9qLzIm4zloRWpdEu65JhkMCrxtcLpVM1nI6Xc+Rfb1CUVMlN864qDWsam9HNO+f0FjOKZgm+FxtvFoVXYNcPbihknzjtMJUXOHYPkFkb2iD64JO58vy8jL5fJ7h4WESiQSBQKDv4/t1inQim6B3frLT7qqqKm63u7s9wzD48Y9/zMmTJ/n1r3/NnXfeyYMPPsi+ffv25Dnr/e9/P1//+tc5fPgwX/rSl6hUrJihSCTSNbjJZrN85Stf2eE9dXB4yzhi0eHqYBgGhw4d4vvf/z7j4+O8+93v5pFHHuHGG2/c6V3bM5w+fZrHHnuMf/tv/y0333zzlifOjsvm3NzchltHVJbLZRRFIR6P285NRqNRFEXZkyfnDuuNeDbfOivinZiQzZXJNxIT0hGIKysr6LrerSA6AvGN8/psg2dfzPPiz8s9RjZ2TI26CIcEr11oULfJ+9tMYqjGQkq1XDgnPHg8GkuZdk+FccCv4NElyZWt22RHozq5QptqzSTgU4iNuPB6VAwTCmWT1ZyBz6MwEFBJr/ZvY02MaOSKBvWG/YvWVBiNu/q27WqqZHBAkivZf9bG4wrpLLZCNDygomgqhZ52XMn4iIrfryGAVtukWDZZyRlICTfs93B+sVf8doSilYEoCPmh2ZKomspiZuPrOzilsVo08ao16k1Bvuph/5hCMqdiSqtqeMt+hVsPCiajAkXZu8efvUa9XieZTJJOp/H7/YyOjjI0NHRVzgGmadJsNnuOw2tra/zZn/0ZhmGgaRo+n4/5+XlmZmb4wz/8Qz7ykY8wNTXVPR/tRX71q191nVD37dvHN77xDUzT5N5772V+fp7JyUkef/xxJ/vRYS/jiEWHq8NLL73El770JZ599lkA/st/+S8A/MVf/MVO7tY7Fmt+yei6um4Wk5lMBtM0CYfDGyJCJicnu9XKve5s2mn3tXN2bTQaSCk35J112lvL5TL5fB5d14nH445AvAokV1r8/Q/y/OCfSn2D78eiGqVSk7V8G7dLsG/KS71hVRt7PofSZN+4wpkL9lXCyTE3AwGdtYJJ25QIabKS3XpGMRHVKRTaVGr9oy2CAYXEiNUCrmkCw7Sqd8WqZfQihCASVmk2rf+3QwjYP+nm/ELvvoNVaZ0e9zC7ZC8kR8KSYk2xnZN0aSaxiIqUArdboCmCdhtr3xRBvSVs22aP7PdwzkYo3rjfRastQUoyWYNCWeJxCxIjLpJrl7fj85hEBhqUGwqFqrf774enNZJrghunBbceVDg0LlDVvXtM2WsYhtGNu5BSkkgkiMVi29YyXywWefLJJ3nkkUfQdZ3f//3f5+jRo6yurrKwsNCd489kMkgp+cIXvsC99967Lfvm4ODwhnHEosPV4YknnuC73/0uX//61wF4+OGH+elPf8p//+//fYf3zKEfpmmSzWa7QnJ95uTi4iLNZhOXy9UVk+uNeCYnJwmFQnt2NbhDu92mUCiQSqW6BgQulzVPtb69ys6IZ6+L6Z2gVDF4/idFvvtikdWcJd6klNww4+K1cxXb+bqhEAz4DfIVF9W6iscN0bDSt611PYkRHU2TBPwabQMW060Ns4kdxuM62dzWQtGlQ3xYZ27JvuSp64KJhAtNVVBUgaZaJlXmJSMbw7AqciMRjYVUm1YbWm2JYUgklpmNlJIj+33MLbdQFcvERtfBpQk0FVwugcejYhhWKL1pWjEUtbpBo2nidiuk13r3LeA1UHWdaqO3VfeG/W7OX3JE9XlgJGQZ57g9Kq/NbvyFBHyCoUEX6axJeEDi0RoUyiaDIY104bJIVFV43y06+8dUbpwSuHTne7JddCKVlpeXKZfLjIyMMDo6itfrvfIPXwUMw+DFF1/kxIkTvPrqq9x11108+OCDTE1NXfF4aRjGrja0cXB4h9L3i/vOdmpweNPYLS44F9K7G0VRGB4eZnh4mNtvv73nfikltVqtGw0yNzfHyy+/zFNPPcX8/DyFQgEhBLFYrNvi2qlQTk1NEYvFUFV1V34OarVadwZR0zRisRgHDx7sCsUO6+3pa7UatVqNXC7XNyZks6h0Lnw2MuBXufNDYT72e4P84nSF535cZHWtwekzlb4/ky1AtqAihMFNh9wITM7NXblHdXrcRTLdoFY3AevxqgITox4CAY16Q7KUaZGI6qRXWn1bRsFyLB2N6lxc6P+8HpegXDHJrPV/zNHDfv7516W+9990yM/pV+3vDwc1VF0lV+zdvq4LxuNuFmziRcJBFd3tJlfcKISlKZkZa1IoNIj4JJW6Sj6nkc/BvknBxdnN21GIRRTq9RpuVZLJ6uiaxtSYm8UVq6J7aFLhtsMax/ar+Dy773t/PVOpVEgmk6ysrBAKhRgfHycUCm1b5u+5c+c4efIkzzzzDO95z3v47Gc/y+/8zu+8qQVF53jp4LC3cCqLDm8Kpw31nUcnczKZTHLx4sWuqOxUJ1OpFKZpMjAw0DMz2fm71+vdNjFZr9e7AlFRFGKxGNFotEcgvln6GfF0zB/6ZZ15vd4972p7NVhMNXjmB2v8w0sFqlt42hycdnNhvkqjIdFUwcykB11TmE82e4Te4X0ezl6wr1Su58CUh3rDIBjQMBFkCyaruY3GNm6XVVGcXewvAv1+hQGfSmqLmcijh/1bmvbcfNjPK+fsq6UDARWfT2M11/uCNA2mxrzMLfc+tyUUNbIFg6GgQmhAoClQrRn4fTqvz238GUXAvimN+UvZkm69TcjbQBFtio0A9dbldmy/12Ro0MXggODWQzr/4pBOwPvO/ixvN61Wi1QqRSqV6sYxjYyMbJvoyufzfPPZxfpDAAAgAElEQVSb3+TRRx/F5/Px4IMPctddd+Hz+bbl+R0cHLYFpw3V4erQbrc5dOgQzz//PGNjY7z73e/m1KlTHD16dKd3zWEHkVKSz+dtW10XFhao1+vous7Y2NiGymRHVA4NDb2tVtdrJRDfDKZp9s2cXG9Nb9fqutMxIdeSZrNJJpMhnU5jmiaR4RgXl/y88LMyv3mt2jXE0VTYP+Xmt32qj5oqLHMbt8JypsV43LVlpbLD4X0eXjtXwdzUeer3qcRGXPh91uyfriu8frFGs48ODPgsw5tkZguheMjXVwgC3HTIx6vn7cVowKcQCrlI2RjqaKpl7NPJjJRSEgwoDAYU/D6BUBRKFZPMWrs7K6oocGjGy/mFjdvTNZiZ8tBqSdy6JJtvspITRMMtqoa/OyOpqbB/1OToTIPRcBnM2hUXRvZafupuxjRN1tbWWF5epl6vE4/HicfjGxxHryXtdpsf/OAHnDx5krNnz3LPPffw4IMPMjY25vx+HRyuTxyx6HD1+M53vsOf//mfYxgGf/zHf8wXv/jFnd4lh11Op82zY7zTEZMdM55s1kr0jkajPTEhU1NTJBKJnpiMCxcuMDc3RyAQQFEUotEosVhsWwXim2G9Nf3mzMl6vY6UckNMyGZRebVjQq4l7XablZUVUqkUrVar+7vZPE+VWWvxg5fy/PJ0hWyuwbJN3MVmfB5BfESjXjcJD+qUKyYLqSabz3NSSo4e9PGb18pbbi8YUBkIqCylrOceGtQID+p43QpCEbQNaDRNNE251J5q/zt4O0LR71MYXCcUpZSWOPUJPB5BOKhRb1pzi5WqwVq+Tb0hGRnSEKrW03qqazAz6eXiorU9ISTxiEowIDCkwnyy3Y3UADg4rbO4quDW4eYDOrce1jm6T8fjtn+tnfxUu89xs9lESrllZt87Pau0H1JKSqUSyWSSbDbL0NAQo6OjDAwMbNvzv/baa5w6dYpnn32W973vfRw/fpz3vOc91+1iloODQxdHLDo4OOxeOq2umUyG2dnZHmfX5eVlDMNA13VM06RSqaCqKh//+Mf52Mc+xszMDH6/f8+IqX7YxYR0Lsjbl1LuN+ecdUSly+Xa0Qs6wzBYW1sjlUpRrVYZGRkhHo/j9/uv+LNSSs5cqPHiP+X5x58WyBftHU3jUY1mvc3K2sbqXsCvMp7woOsK2YLBSrbJoRkfr7y+deUxEtZQFNGzvfWEQxouXZBebaEIq1V0wK/hdivoukBTFXxehfqlip5lYHPpdV3aht+nUm9IBAIhLv2rsB6gKAKJoNaQNBom1bpBqWLSbkt0XTA97uXiYq+Ijo/otEyV4qboDI9LMDnqpmWA1w21uslypoXXA7quUKhsbF38f475GB5SueWgzoEJDe0quJhKKWm3230jbwzDarPtmEp1PtO75bO83TQajW7chdfrJZFIEIlEtu09yGazPPHEEzz66KMMDg5y/Phx7rzzTjwez7Y8v4ODw67AEYsODtvBwsICDz74IKlUCkVR+MxnPsPnP/95stks9913H7Ozs0xPT/PYY48RDod3enf3BKlUim9+85s88cQTtNtt3ve+93HDDTdQKpW6s5MLCwtUq1VUVWV0dNR2bnJkZAQhxJ4WlJ2YELuKzvqYkH6trle7otNx2k2lUpRKJYaHh4nH4wQCgbf8Phum5PRrFX78iwIv/bJINt9GSsmNB728fq5Ms7X1aSngUxiNukBY4fPlislSutmTVTiecFMstymW+g88RiM6bUOSzfeP47jpsH/LdthjNw7w29ertveFBjT8ARfp1V6x6nYJxhJe5pd7heJEwkWxJqjWJEJIomGVAb9A1wTVhmA+2dqQdzkUamPgodZQ0DW4YcbFsUNubj6oEx/emYp1v8y+Wq3WNZXaHHmzVyvtdhiGwcrKSnchrBN3sV3xPa1Wi+eee45Tp04xOzvLvffeyyc/+UlGR0e35fkdHBx2HY5YdHDYDpLJJMlkkttuu41SqcTtt9/Ot771Lf7n//yfDA0N8YUvfIEvf/nL5HI5/vqv/3qnd3dP8NWvfhVd17n77ru3vJDpCKnFxUXm5+c3zE3Ozc2xuroKQCQS6XF17fz9ejCiWV/R2SwqDcNACLGhOrleWL6RebPOfGoqlSKfzxMOh4nH49fEkdE0JWcuVPn1KyWe/2GW+eWtYzTGYi6q1TZruY3iS1MFibib0ICOUASKKlhYblIs9xeKE6Nu8sU2pS0ec/Swv++MJcCxIwP89qy9UBwK67hcmm0u5IBfZSjsYil9+XVYc4oqiaiOrisYbUmx3Caz1qbVksRHdExFI7+pJXV6TMHjdXPDjJsb97s4PO3aMxEXW1UnO5V2l8vVV1Dutupk57uTTCYpFAqMjIyQSCTeUPX9aj3/K6+8wsmTJ3nuuef4wAc+wKc+9Sluv/32HX+vDMPgXe96F2NjYzz99NNcvHiR+++/n2w2y2233cbDDz+8a0cMHByuExyx6OCwE/zRH/0Rn/vc5/jc5z7HCy+8QCKRIJlM8sEPfpAzZ87s9O694zBNk9XVVWZnZ3vmJpeWlmi1Wng8ng0icn2FMhgM7nkx2Zk3s2t1bTatKpbdvFm73SaXy5HL5QgGg8TjccLh8LZeZKYyDX72qwI/f7nIb14tU29YwkhKydFD/jdUebz5SIDTr5WREiJhnaGwC4/Has1stiSlislgUGV2qUGzab8tVYGD+3y8ds5eCCoCbjwc4NVz9q6oiZiLRkuh0FPVlEQjGiMRN6YpURQw2tac4mquxfS4l3PzzR6znplJN2sFqF8qQsYj1rzmTYe83LjfQzBwfUYVdBaI+gnK9XPAdjmq27U4VK1Wu3EXAwMDJBIJwuHwth1LVldXeeyxx3j88ceJRqM8+OCD/Jt/82+2zSznjfDVr36VX/ziFxSLRZ5++mnuvfde7rrrLu6//37+5E/+hFtuuYU//dM/3enddHC4nnHEooPDdjM7O8sHPvABTp8+zeTkJPl8vntfOBzuhsM77B6klFQqlW57a2d+smPMUy6XURSFeDzO5ORkj6trNBpFUZQ9LSjXz5vlcjlWVlYolUqoqoqiKN0/N8+ZbfcFeKttcuZ8lf97ukhmpcEPfrS2pVDUNTiwz8+rV5hjvOmGAK+8XsbvUwkO6Pi8Ki6XQFUUENZJ0etWKJYMDFPSMiSmAaa0Mg0lkrGEj/RaE1UIhLAqm5pmzSe6dYFQFQxDIk3rddTqJqVym+CARrkmbCueN98QsDXI2TcBCMnMuM6xG0IcuyF43YrDt0JnDnh9jmpHTK53Ke5XnXyr8RStVot0Ot0dSUgkEkSj0W2Lu2g2m3zve9/j1KlTLC8vc9999/HAAw8Qj8e35fnfDIuLixw/fpwvfvGLfPWrX+Wpp55iZGSkGxWyObLLwcHhmtD3xO1Ykjk4XAPK5TJ33303f/M3f0MwGNzp3XF4gwghCAQCHD161DYORkqJYRgsLi5uMOH50Y9+xNzcHJlMBiklg4ODG9pcO8JyYmICt9u9q8VkvV4nlUqRyWRwu92MjY31ZLptjgkplUqsrKxsuAC3aw/smJlcjWqkrincdDjATYcDAPx/n57i3IUqp8+UePVshbMXKqRXrFJbdFhH05QthaKiwJGDVtURoFQ2elpQI0M6Lk0hmbF3NQ0OqAyF3fzzy3nb+48cDPDbszXa7V5Re2ifj+UVg0Zzk7OpLjgw7efV8w00DcZjGiPhJuFAhQNTXm45GiUS2b4q1V5DVVX8fn/fVs/1LsWd29raWk+G6mZjqc5t/fe5M8O7vLxMtVolFotx0003bZtRjJSS3/zmN5w4cYIXXniB3/u93+Mv//IvufXWW3f15+PP//zP+cpXvkKpVAJgbW2NwcHB7oz1+Pg4S0tLO7mLDg7vaByx6OBwlWm1Wtx999088MAD3HXXXQDEYjGSyWS3DTUaje7wXjq8FYQQaJrG9PQ009PTto/pXDCuF5Pf//73mZ+fZ3FxkWazicvl6orJ9a2uk5OThEKhbZ8fajQapNNp0uk0qqoSi8W47bbb+pptKIqCz+frG8rduQBfX8UplUq27YF2ZjxvxeRD1xSOHApw5FCg+2+FYosz5yssLNU4N1vD41ZYWKrT2iTWBkMaoQGN357pH7MxM+llNdtkLWvvnJqIuWmbgvlleyF585H+RjfHjgZ57Xx9Q+ZkfMTFaEznxoMBQgOSP/pgE7O9QnDATzweJxI5sONzZtcDQghcLhcul6vvwt7m1u1arUYul+tWLA3D6N68Xi+RSIREIoHX692WmJBMJsOjjz7KE088wdjYGMePH+erX/3qnpjxe/rpp4lGo9x+++288MILgHX82MxuFrsODtc7Thuqg8NVRErJ8ePHGRoa4m/+5m+6//4f/+N/JBKJdA1ustksX/nKV3ZwTx12CikltVqtOy/ZuXXMeAqFAkIIotHoBvOdyclJpqamiMViqKr6ti+ems0mmUyGdDqNaZrE4/FtzalcHxOy2YjHLiZkvah8O9VZw5CkVxospxospeqkMg0KpTYLS3VWsk1y+Y1OonC5NXXzrGCHGw4GmF9udGco1+NyKeyf9nHm/OX5RU0TDA1qRAZ1bjgYwKWrRId1YsM68REXsWEdw7jcxqiqKvF4nGg06mQU7hKazWY37sLtdhONRvH7/T3zwJujQvpVJ9+s8G80GjzzzDOcOnWK1dVV7r//fh544AFGRkauxcu9ZvzFX/wFDz/8MJqmUa/XKRaLfPzjH+fZZ5912lAdHLYXZ2bRwWE7+NGPfsT73/9+br755u7J/6/+6q94z3vew7333sv8/DyTk5M8/vjjDA0N7fDeOuxGOpmTyWSSixcvdkVlR0ymUilM02RgYKBblexUJjui0uv12oqpjkFNoVCg1WoRjUaJxWJ4vd4deKVbI6Xsa8TTiVbQNM221fXtzJq12ybFskGh2KJQbFOpGpQqbWp1k1rNoFY3MAyJYUDbkPh8KrW6iaIIVEWgqOBxK3jcKh63QmhAw+NRGfCrDARUggGNgYC92O/EKSSTSVqtFrFYjHg8vquMSN7JmKbZjbtotVrduIs3ssBi93neHHuzvtrudrvJ5/NUKhX279/P8PAwAL/61a84ceIEP/rRj/jQhz7EQw89xLFjx66LytsLL7zAf/2v/5Wnn36ae+65h7vvvrtrcHPs2DE++9nP7vQuOjhczzhi0cHBweF6oWPB36lKro8JWVxcpFaroes6Y2NjxONx6vU6Z86cYWVlhb/8y7/kIx/5CIFA4MpPtMvZPGvWLybErtX1jcSEbAdSSrLZLMlkknK5zPDw8LbGKThsjZSSQqFAMpkkn893fz/X4vuzvtper9f5yU9+whNPPMHi4iK5XI5qtYqiKNxyyy28973vZWZmZsNM9F5fVFgvFi9cuNCNzrj11ls5ceLEnn99Dg67HEcsOjg47E6cfK2rT7PZ5Lvf/S7f+MY3+PWvf83hw4c5cOAA+XyexcVFstksANFotDs3ub7VNZFI7PnQc9g4a7a51dUuJmSzqLxWM4FSSkqlEslkkmw2e02zKh3eGrVajWQySSaTIRAIkEgkGBoa2rbfT71e5zvf+Q4nT56kUCjw7/7dv+O+++7DNE0WFha6i0PrF4n+1//6Xxw6dGhb9s/BweG6wxGLDg4OuxMnX+vqc9999xGLxfjEJz7BHXfc0XOB22l1zWQy3XiQzm1hYYHl5WUMw8Dn8/W0uHb+3+/373lhY+eEub7V1TTNbmugXavrmxXU6wWIz+cjkUgQiUQco5pdQrvdJpPJkEwmAbpxF9s1J2qaJv/8z//MiRMneOmll/joRz/KQw89xI033rjnv2sODg67HkcsOjg47D6cfK3di5SSYrG4IXOyMz+5sLBAtVpFVVVGR0c3iMnOnyMjIwgh9vxF7ubWwPW3zTEhmyuTbrebdrvtGNXsYja3AUej0a6T6XY9fzKZ5JFHHuHJJ5/kwIEDfOpTn+JDH/qQ8xlxcHDYTpycRQcHh92Hk6+1exFCEAqFOHbsGMeOHeu5X0pJs9lkaWmpOzd57tw5/uEf/oH5+XlWV1eRUhKJRHqEZKftVdf1XS8m30hOX7PZ3FCZzOfzFItFqtUqpmnidrsJBAL4/X4MwyCXy22oTjpsP5VKheXlZVZXVxkcHGR8fHxb24Cr1SpPPfUUjzzyCNVqlQceeIDnn3+ecDi8Lc/v4ODg8EZxzlIODg47gpOvtbfpmMfs27ePffv22T7GNE1WV1c3tLr+/+3dbUxTdxsG8OsUqCCztkUKBSxKmCwqusBU4nyZIc6EOXFq0GVK1Rk3MzeTZUuW7It8Mbhk7/u0mDk2YUSWKfsgbHOEbM6pW4xG5jZx46WUtupaXiyvPef/fDA9oVDco8OWluuXkEir9qYkei7+97nvU6dOwWazwW63Y3h4GPHx8QEh0t/mOnv2bOh0ukn//fe/D1qtFj6fD16vF729vZg1axYWLlyIxMRE+Hy+gBPJ7u5uuFwu9Pf3B6xVCDaI57+sCaFAQ0NDcLlccDgciIuLQ1paGrKysu57cu69UhQF58+fR2VlJX755ResX78eH3zwAXJycvg9JqJJi22oRBQW3K9FQgh4vd6AVld/m2tbWxtu376NmJgYpKSkBL1v0mQyQaPRhO1Ce/SgGr1eD7PZfM8nVCPXKowexBNsTcjoUBmqsBOJ/D+wcDgcGBwcDPk6EiEEOjo6UFVVhdraWixYsABWqxWFhYX8vhHRZMJ7Folo8uJ+LQpGCAFZltHR0aGeTPqnP7a1teHGjRtQFAUGgyFgouvI/ZMP4mSuv78fTqcTLpcrZINqgq0J8QdLRVEgSdK4g3giod13IvlDfGdnJzweD5KSkmA2mzFjxoyQ1eD1elFbW4uqqir4fD5s374dJSUl0Ov1IauBiOgeMCwS0eTF/Vp0vxRFgdvtDpjo6g+VHR0dGBoaglarVVeEjGx1tVgsmDlz5v8V8vwtjC6XCxqNZtINqvGvCRl9Mjl6TUiwVtcHuSYklAYGBtQQn5CQgLS0NBiNxpB9bYqi4OzZs6isrMTFixdRXFwMq9WK7OzsKRXWiSgiMSwSEdHUI4RAf3+/eho5+oSyu7sbkiTBZDIFDN+xWCyYNWsWfvjhB9TU1GDr1q0oLCwMaQvjRBq5JiRYoBRCBKwJGR0qJ+veTVmW1XUXiqIgNTUVKSkpiIuLC8nrCyHQ3t6OqqoqfP3111i0aBF27dqF1atXh7XN1GazobS0FE6nExqNBnv37sWBAwfgdruxdetWtLa2Ys6cOTh+/DiH6hARwLBIRBQdurq6sGfPHjQ1NUGSJHzyySfIycnhBeB98u+cdDgcaG1tRUtLCxobG3HmzBm4XC488sgjkCQJsbGxAUFy5D2UCQkJkzJI3atga0L8wdLn8wG4M4gnWKtrKAfxCCHg8XjgcDjQ09OjrruYPn16SF4fAHp7e3HixAlUV1dDkiTs2LEDW7ZsgU6nC1kNd+NwOOBwOJCXl4fe3l7k5+fj5MmT+PTTT2E0GvHGG2+gvLwcHo8Hhw8fDne5RBR+DItERNHAarVi5cqV2LNnD4aGhtDX14dDhw7xAnACvP3226ioqMDjjz+O7du3Y/ny5ZAkCUIIdHV1BW11tdlsGBgYQFxcHNLT0wPaXf2hMpStkA+Sf01IsJPJwcFBCCEQExMzbqvrf23Z7evrQ2dnJ27evAmdToe0tDTo9fqQhVRZlnHmzBlUVlbiypUreOaZZ1BaWoq5c+dO+h8WFBcXY//+/di/fz8aGxthNpvhcDjwxBNP4M8//wx3eUQUfgyLRESRrqenB4sXL8bff/8dcHGak5PDC8AJcO3aNcyZMwdarfae/px/mql/iuvID5vNBrfbDQBITk5Wg6T/VDIzMxNms3nStnneq5FrQkaHSlmW1VUjwdpdtVrtmPdgeHhYXXcRExMDs9kMk8kUshZPIQT++usvVFVV4dSpU8jPz4fVasWqVasi5gcAra2tWLVqFZqammCxWNDV1aU+ZzAY4PF4wlgdEU0SDItERJHu0qVL2Lt3L+bPn4/Lly8jPz8f77//PtLT03kBOIkJISCEgMvlCtg56b9vsrOzE7IsY/r06eqJ5Og1IYmJiVERJv2DeIK1uvoH8fiD8+DgIGRZVqeZ6nS6kIXEnp4efPXVV6iuroZWq0VpaSk2b96MxMTEkLz+RLl9+zZWr16NN998E5s2bYJer+e/FUQUDMMiEVGk+/XXX1FQUICffvoJy5Ytw4EDB6DT6fDhhx/yAjDCCSHQ09OjDuJpbW1Vf22z2dDX14fY2FiYzeaANld/qExOToYkSREdKHt7e2G32+F2uzFjxgz1/r+R4VJRFGg0GvV0cnTL639ZEyLLMhobG1FZWYk//vgDmzdvxo4dO5CZmRmR7+vw8DDWr1+PdevW4dVXXwXALgQiGhfDIhFRpHM6nSgoKEBraysA4Mcff0R5eTmuX7/OC8Ao559m6t856Q+T/o9bt25BCIGkpCQ1QI48nUxPTw/a5hlug4ODcDqdcDqdiI+PR1pa2r/urFQUJejJ5MDAAIaHhwEAWq026CCemJiYgDZjIQSam5tRWVmJ+vp6FBQUwGq1Yvny5RHTZhqMEAJWqxVGoxHvvfee+vjrr7+OpKQk9f5mt9uNt956K4yVEtEkwbBIRBQNVq5ciSNHjiAnJwcHDx6E1+sFAF4AEhRFwa1btwJaXf0nk3a7HcPDw4iPjx8TJv2BUqfThSRMyrKMmzdvwuFwwOfzITU1FampqRO27sIfrEffM9nf348XXngBAwMDmDZtGnQ6HTo6OpCYmIinnnoKW7duxbx58zBz5swJqSOczpw5g5UrVyI3N1cNvYcOHcKyZctQUlKC9vZ2WCwW1NTUwGg0hrlaIpoEGBaJiKLBpUuX1EmoWVlZOHr0KBRF4QUg/SshBLxer3q/5MjTyba2Nty+fRsajQapqakBYTIjIwOZmZkwmUzQaDT3FSiFEOju7kZnZye6u7uRnJwMs9kc0nsAfT4fGhoacOzYMbS0tKCwsBCLFy+G1+uFzWZT34eenh5oNBoUFhZyqjARTRUMi0RERDQ+IQRkWVZbXUcO4Wlra8ONGzegKAoMBoO6IsR/Kun/GL1v8dq1a7h+/TqMRiMeeughpKWlwWAwhHQn4++//46qqip8++23WLFiBXbu3ImlS5fetc1UlmX09vZCr9eHpE4iojBjWCQiIqL/RlEUeDyeoK2uHR0dGBwcVCeW9vX1ISYmBsXFxSgqKkJmZib0en1I7gV0u92oqanB8ePHYTAYYLVaUVxcjPj4+Af+2kREEYhhkYiIpq53330XR44cgSRJyM3NxdGjR+FwOLBt2za43W7k5eXh888/v+cdi3SHLMtoaGhARUUFmpqasGbNGuTl5aG/vz/ghLK7uxuSJMFkMqktrv4TSovFgtTUVMTExNzXyePw8DC+++47VFVVob29HSUlJdixYwfMZvMD+IqJiKIKwyIREU1NdrsdK1aswNWrV5GQkICSkhIUFRXh1KlT2LRpE7Zt24YXX3wRixcvxr59+8JdbkQ6ffo0Tpw4gdLSUixdunTcsCeEgKIocDgc6umkv821vb0dTqcTiqJgxowZmD17dsBEV3+oTEhIUP9+IQR+++03HDt2DA0NDVi9ejV27dqFvLy8iJ5mSkQUYgyLREQ0NdntdhQUFODy5cvQ6XTYuHEjXn75ZTz33HNwOp2IjY3Fzz//jIMHD+Kbb74Jd7lTnhACXV1dAW2u/jBps9kwMDCAuLg4JCQkwOVyYd68ebBarXj66acxbdq0cJdPRBSJxg2LsaGsgoiIKNTS09Px2muvqadSTz75JPLz86HX6xEbe+e/wYyMDNjt9jBXSgAgSRIMBgMMBgMeffTRMc8LITA4OIgrV64gPj4eubm5YaiSiGhqYI8GERFFNY/Hg9raWrS0tKCzsxNerxd1dXVjft9kW1hPwUmShPj4eCxZsoRBkYjoAWNYJCKiqHb69GnMnTsXycnJiIuLw6ZNm3D27Fl0dXXB5/MBADo6OpCWlhbmSimS1NfXIycnB9nZ2SgvLw93OUREDwTDIhERRTWLxYJz586hr68PQgh8//33mD9/PtasWYMvv/wSAFBRUYHi4uIwV0qRQpZlvPTSS6irq8PVq1fxxRdf4OrVq+Eui4howjEsEhFRVFu2bBm2bNmCvLw85ObmQlEU7N27F4cPH8Y777yD7Oxs/PPPP3j++efDXSpFiAsXLiA7OxtZWVnQarXYtm0bamtrw10WEdGE44AbIiKKemVlZSgrKwt4LCsrCxcuXAhTRRTJ7HY7Zs+erX6ekZGB8+fPh7EiIqIHgyeLREREpNq9ezdMJhMWLlyoPuZ2u7F27Vo8/PDDWLt2LTweD4A7k0lfeeUVZGdnY9GiRbh48WK4yg6pYGvHOCCJiKIRwyIRERGpdu7cifr6+oDHysvLUVhYiObmZhQWFqoDXerq6tDc3Izm5mZ8/PHH2LdvXzhKDrmMjAzYbDb1cw5IIqJoxbBIREREqlWrVsFoNAY8VltbC6vVCgCwWq04efKk+nhpaSkkSUJBQQG6urrgcDhCXnOoLVmyBM3NzWhpacHQ0BCqq6uxYcOGcJdFRDTheM8iERER3ZXL5YLZbAYAmM1m3LhxA0Dwe/fsdrv6e6NVbGwsPvroI6xbtw6yLGP37t1YsGBBuMsiIppwDItERER0X6byvXtFRUUoKioKdxlERA8U21CJiIjorlJSUtT2UofDAZPJBID37hERRTuGRSIiIrqrDRs2oKKiAgBQUVGB4uJi9fHPPvsMQgicO3cOM2fOjPoWVCKiqUQK1kIywl2fJCIioujy7LPPorGxEbdu3UJKSgrKysqwceNGlJSUoL29HRaLBTU1NTAajRBCYP/+/aivr8f06dNx9NI1mqwAAACeSURBVOhRPPbYY+H+EoiI6N6Me/8AwyIREREREdHUNW5YZBsqERERERERjcGwSERERERERGMwLBIREREREdEYDItEREREREQ0BsMiERERERERjRH7L8+POxmHiIiIiIiIohdPFomIiIiIiGgMhkUiIiIiIiIag2GRiIiIiIiIxmBYJCIiIiIiojEYFomIiIiIiGgMhkUiIiIiIiIa43+K1ius/56NXwAAAABJRU5ErkJggg==\n",
+ "text/plain": [
+ "<Figure size 1152x432 with 1 Axes>"
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "plt.scalar_field_surface(arr)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "For simulation results one often needs visualization of time dependent results. To show an evolving scalar field an animation can be created as shown in the next cell"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 13,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "t = 0\n",
+ "def run_func():\n",
+ " global t\n",
+ " t += 1\n",
+ " return example_scalar_field(t)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 14,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "<video controls width=\"80%\">\n",
+ " <source 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Z74hdf7/ov/6FOSjlv7aK7HKqVRs5cSsGl/VIz9hgHavjib1z+BOBPjpS9zFvbeGP8I16EPilvE6HS68I/BjRXg1sLLvRH7i6wI2sEVWN+O+Wr+b4Qy0Sr1QMPisHK/1/rwEJ+BQQSfwT/HBPsBBcnv+Cvy1yL+DavEIFdiFugIe7hCIzYO/l+BD+X4IoAAAMeQZqAJ8BYn5D8CCIXwJvGIFV8QuIXwHhxCzYKPhj4UoW54S9Bz0Nwa0FNPwbfBDQRYxkv2JXsA8VEj9wI3gID8BML/4MMvwx91qifqo+qJQjute+CnO8GlKjv47Q6JT7F5MfF9N2D/k9/+17xlEfwPHHKK6PxBP6tX1ifm1wToR3wcwaUEPWjsZP1/6EEKfOBYCGKJrCHGYh9s7KKOIzeJIZsnwbneRf0X//L//jt6PxxNsbKXsZ2fP+BJAsoQzFu9tYZ6I/l77F4Nzv5PnH+HOKJ/Xx/WBpBUjpXF7EzFspvLGbWAEUtQWUR/gQVfqA/872//E4NcPayUIfHE/+gzql8Qi4uUubGNfbwFIAQH4ElWV6v6DXtr2LIYnbWEfT+ORO+Og1/HEq/hj8EPz/IisfDSv42qK/DNFbHdBD4KV4JPwt7XcAk6/7KHdYMYRAi6wV83d+J6/g1sBOfn+aqBdocSqO+GNYurHih0l6742W5jMaXY8BcBzGIR6DbnV+vV/2FPf3+ENHd/AiyYZ42c2Ozri96bwLZfBEGMQiODTxQSKvKvKvKu/BHQ97V/39rXq/hji336pFbHE/46VeC0jVNn8YqVYvJ6rIF9f/DHwLEGYbYYf/9a3f7rm+GviOgW5q6GMMm752XwP3FEM5OCCDQ7DSfDHGQ+K/eBBBKjN4nVda3hbr9XoYrpF9f16v5a//X/wUK8Gh3+BBxu0mXgQVb4KVbxIJ8v7/11Qe9f6J/wpVvBFrjfi6wj3/8MQa4FAFKv4EAEsj1/F7xlXxxKv4IPzyUDL0IHeFH8Ckiug0O+uJ/ivjK06O94Qq/UEPX4SE0KVfq9Vq1CyQor0GnBjPRwFT8MUKJ6/iaqG/QtEeuK3+ivXATSO6DT/i0KeTYtXxkpMfF5t+8P0dMuC72tr6Qx6q/IqEIuMlORRS42VyoqBp8vP4NhuN7m8DpBNREq+iP8Iq8lRNcRWH/gQfhuiug0roUtd+DA8TXeF/hOrGOemQOBC4xBq2IVy4LwhVQtqv18LfEdcmEMG1+IQL7+xCyfMIWDv5/gQfn+CGAAAAC9EGaoCfAefoLICJMH+/QUaegJnwYfBR8NfDXwp8Rg1oMKuDVBn+vBDxktsWpekXAiVbsAnACG6AYAYxivbEKK1QI6Mzr+GPE0TpH5sGnoJJfCXxVBlj0sv/6uzy+CCs2vddjsGNW6gg8DwCBf/AkK58n6p1oM/E0Z7y0I6soleg0OxzfCnw86wEABaQd7GLfxr3/Xrz/qgvi1FGkURm7xOifrv/qhneK9wMPwUwZnfxT/R3ugLghFYlOyiuLz5WLe+Od28ENG/Lk9xEGuHuOJv8N/C6vLg+AQKO2LU2MYhcUQi8HPxPwj8J0TrJ9//BrwLvgRqv6D/pK/ur+TeBjDmNi6Z+AqURvgZFbHE+y/111A59aJ2d/C+sR8Tg04NZLAQ2sM/BXX9C2UT/Lb/kfQd+FfjfhL8MIV0Gn3xPdVl/Kj/8Na9X9JXvhn4ZxMvhGteD/v+DX5OFOoJ6wlrD1ErotX6h3qGe0Am/iUXsT4ue5iEYucDl82DXgw7A/DLp6x9CHrJrCfv6tF7wRcbE06iFxclMpfA0f6HEJ1l+HP4NePugj68cQj12DaryDmUnd0PeNib+A2AECidnevRP/D/gg/DivBqX+v8K+gS+hPv7g1xRPkoj1hzQtldsVLiVvG74LOsoQP5/BovAgc8J1id470CT6VP1Rnk4TxxPvCvwp8KfgQMex2z5IRi5gzO/wr8O3XLjtYJqGsfC99q8g4l2xbCFoMw27f/73r/XsK3pXj9P/wt6g5rZeoZvtBP9iybQacGN+r/FXlr1cLyjkS/wqvfC/XWCjjok/Zj2Gg+pi+tYM/vmkX6DNqv/RnxRPgWK9iCViFsQv6K/g142JxNBp/tVz0IXw0L8Lboob6nQ5+4KcQvgShPg2q/6v4MNUBAAgIS7O8GlfxiI0nE3sKotVQa9fWhD/EVhnIKIfF4OvoxQNRC6+CbELjEGLYhX8FHwUfBVr/Xgp6/1/iFxCrwZBaDviJPt/zfB38nxPwd/J8T8PwAAAAshBmsAnwHuIXGIFX+IXELNg6+Dj4Jvgo+Gvhr0HvmwaejpfEUPfFsoZpvlfB/V6FS43J7eB6qlXAofhj4YRHqgImuEqxP9COv1aDXC3xXwffBvQ12Le/YBIPhWr1gQH4EjWCv2EaI5WN3p+ahTvgpVs7waC2f/Fy3v0WjK4Zq/hPXFY7e2MV0y4MfQIRfhUN+NDsi+N38FMGuC78CGjd8F+ORb1YCq61usHHFsoo2xHjiEtiiapJE6qCn1Ru38L746Cdfvg3XeDSwNAE2+H0J7vXqwovClFcxe7Yn+AgVYxxK94P6pfE87+L63E8v4z6Fd8Svb+Og0O/dor96vQpe1V6GI7kT9WxctLXDW/dGfFE+Ga9acNVvBCH4NOBD7Jly114MeNllUfDXgiaM+OJvjib9QNPX13f47Br/ZQjLhH4YXhavVX6BjWE6vWGfgRa5eCHeCHBpXNhHR3quThXGymx8T4xS5ky6EUIWDSoES8muEbxGqFfar1djeZYjluYty+m8MVKn3BvwleUJ0/6OTVBINozM5Ij3gLb5QKKO/m1jsG3oLN4Q/N0BM/DUmFvT7fF/HNBV6GfsRy+iN8EEGuGnnYvwyfFPjmOtjn28tX8tXppf0EaE/rjFqsJ9YXhd9Q0idXN8OQa0BUAk16v+r+EuLZLXWiv0J+EhH3jF94QHy8Z+toNa+o28ZrX16+oasYpcTrxqv8I/CPwjQonOSK52FHBmdlXX1/PWVoIv8M1hTVeuK1ehi+VeJ+NkwScdK8iyDTgz6A1aFLXPdQJ/XfE/EoQ9CF+E7HRNsZOfEmE2HpWKH9DofwZ/8dfPWH6DLVg1cmB6IhD3xd6E42NdIovN3g0v9CsQvcDH1Bjr+hblYb4c6j5tC64lG6uHIOV/r/X8mGwQa8RxC4hcYg1fEKvBsEviLGIquQa1yXxVcghAtgRfgSPh6AAAACt0Ga4CfAXB+D3BDxCxPoEn/B51gUP4KPgo+GKL3hr4Wwa+bWsv+OqhrFYIaKlcZ3xebCt4CQ+BGCHQCG+BIr1DifdgIz4RyZt8CPBqvDXXvjv/GLSqd/GaHE61/4OKK3gx5f/0ZxsJVTrlq5Jk9AgCPhChHQa64ti+sW72YtlpksvoGWhxCW1wMH8CQiuVifUFvid2D73oIdu+Bv7CITg0wYb4usE666wIFDXYxS+2Izfgxql8E/v8T6gQbxHqBH74MzsLKsJfhuuGbFEC7xXn/geVtWQG6vjntVfl/E+ahUupvg5g04Zvv4qhUW8b3PAQACpRX8CwDFWMcQnvOCmrgIHsJfLrN8RQrt1hH1wZ8H/z/PfG0Mi6KsXK8Sr14ZB9LhP4ZUlC8Gn3yoU8mL9OhPYolb/y//3wj4d43N4teBN1hj8JwafP6I/hf4mr+T6V8FPwUoui7GyzVV7/Qp0Gt95MuK1k3QE8bjZzY4nfwKASVmMJTb9Xqrg0+TkQh79XoW7b+Fv6L+hspsfGfqwYjlatNEeuMRHINPlwiGbyc7+FKL3hbR4vFzF7exyJ/HPuQcegs1V+L+cVeT0Cygm/hD5vQJuqWsQjluKJfhvv+Tg0g0Ows/hNBV+oK1efPrDtXrLrh9WPCnHE3/V6HEv6DTg/+GKyBOIHE38lX+K+Gax3zcUTRyRDkv//XBkv65Ood61fwn6CldVw/Ecq/rBF14EDi/Z8BAILNBnwQyV/Pul9+6C7+TQ4n/4mhBOIX4X+NV/jfBFoSyl4NPsQhD6+oVRX1X1y44m8nP8J45ENn+oLVe8DvQtsapsSoGnzVycd81ehj3QEb8KdeNYlt/CNUiBqIXELiFxC6+CL4Ivgi1/8EXglBBrwQcYg5Yxi3xiq54HwFE1cGl8nyCEDGa+D74r4Pvivh+AAACvEGbACfAeuCv+gTNjF/xiJeb0f/gTvgq+Cz4MPgo+GvjqK56r0G+H/wdof1CUNxiNTLgcOMRHbfJrX6/6A/fC+XEfGfYEdCuxbqkg0HsYbpf1q9/j8XDJO3hvSwUfGEu3yK8i8b1/fKh3dA4av5gbwaC2M90DLrXQblnfFy+rDvwjrAqdfBR4OeT0v/60Kcta8nBX8GMGmFgT4tl67AINrlRXxRNYr4LKI7GIorMjLg5ojUOJ26WTT8lDJQa+hSXoD92voKurhfHdN+r+GKvR2Uqifxbn753Kyjsz6VX6DHya4uDU79wKdcfVg6BGivZyXjOlxinxscSv/Bz+CGjkvwz8+8fg1v+M6gloYvxQ1dYyeVF8BSAIFGc8K/gQfCNW3/WJq8vFQacH+KJoUTWCL4X438q4DfBV4V1zK/h9eEeX/9W8I/F1y1xWvfF1o0GnBLvi+uVGfx+hxCu/g40/BTV/1eXC4FGuGl6rh/2SDT8cQl9dd4v8CvWHN1or0IJxXiYnwOVE/8JL3Qe4he7g1HRFN8fjiXavVsUTi3vJQSor1wQorsb8nUXkUuegtVDPxiN2IJcGvBT4Ig77Bj4/WJe/1esjVny08XVH7F6mbFP4rVfUZ1CMG1AorFEZ/i9YaAgUKJuvr6k+EINfVqOxCzu71V9/9Am36L/GLrFE4onqL8E+xRL+yjnn8GZ3k4J/gnQt7qXFE1xmMW/w34MsuEuLlLjfAQkGfBrEV1QEpVQJgW3yyDvCxz2g0/ELEVEr+shq4+uS8MfBtV2JdMGnBbM7/2Gfhrf83L2UCHjtW9gRFfFzumUQvwLqDTQZ/4LqCLxmhCvLj+MiT/l+CX4GiDTgoxC4hcYg47GMVpvggxC4xXSKvggxCPrwmCgxVXr/X+vASnX/w9BzcCh39/fKIQJZfg/+J+D/4n4IIAAAAKyQZsgJ8B7YGvYxAotJgYvgaPgQusDB/Bx8E3wTfC3wh1/Bs/Dv9BdvBXxe0zEo+MWmWwCDURjGLcrfwjkyUIes1e8RXqzYNvxkXMvFot/AobwcUR8YpcTJXBOjOdxOOJEPqVeuv/g7g1wwF9/o7G8SwIPELJxFYEEMfaI/YZN1Bj7fxUlAgoVHPgng0FsUbvT/QZesH1WPBDVrw98FH9beBxBmrPA0e/pUZ/E7oIehQlCO+Cn4OYNNDawMwT+FfBXQ1sd2rCX9Fti5RRjtnJ8IhjOQY+h9XkodrPQjoNS//0X/9CXvBN8E3Oz/A44xbGKJ+Faxu8R82DbgTa4mvRn+GfBr+AgEJd4GABI2//hFGeuCXFuX2vj+wNH4iDSoEfqeUR08L+bhtf0O3Yq+uIg0r+0R8cTeuIrBh8JNHSoy/6AggrXsTn8bl3dV/xHxCN0Gn9Qf/q9cdeEPhlbUFsK6zUX9ikXGy29hhEtQhYNv+Pkxff9C2a+T9//FEvFEL5Kv4bBCufwE5xbl9ewtIMRknINL/Qms+bCOwixNj+vgJJYvu8IK8MYNv8NC6wnuwJ2zv4Jud8Xr14I6JF7q9Yz8E0Gv1n+f4vV9Zu/1e+Ga49e8K+hyrhj4YVv1b4H44yvrJCDP64VrP8Ty/9/mdYz0IAnoW97f6v8Gfj94LOKJf5xjPkhJCDP5OGfCdC3vnV/lV/DWi//q/37q9bCNCiF8KcaQor8zvBn9cvxNcP6/ricUT1Ag9BPjEI98qvLgs+DDi4knbO8GfoMPJoTfKgq/xvxMTgWP4Ii3u2bp//CNmd87CcGXxHCKDDGMW5EjZxtWM8/hkCjneDRf4hcQuIQInjFt8NYhevELiF10C8ECGpVEL4CiDWv/A6BrwRYOeEJBCBHJXIIWDz5fiPg7+X4j4IIAAACw0GbQCfAemCH4GHQhAmf6tNg++D74NPg6+Cii94KPhj47BvhSCIe77Y4mx4GGr41FNjY2W+M5E8ChWKqAXH/9GesXteP/aEe1/0CDBvhuQXe8QpMiVxbk/fovKvFq382XQ4g6/in5fl+gfwarwl1+h+5i++IZaw389CHlwqEvG79Cu9kXq0JXvgvg1sGwF3z8WxpM6qBN1/jiaZLwSd3jYzLRN4I8voZ3m+hPkq2X/d198CLBnwf1gqoW/x/gt3hrQuUHX0yn/Ak0R+gU9eFeKIR+fXKjd8fQ4lPzX8Gf9Aw1xu/0J/eEPgoCPoDTjNp6XhrnfFPNwmhWoNP+CbqDNCWlFs9vDIFmn8HPgTgKPwa/DC9S/RmK5V6u0bv175IMy//4oh+v6X9ZOKR+wDkAGx/Vn6vWFKI9VB7+tq3g44N6rvi/B2C3FsvzXwR0OJX/Q4GNcb8CD4RrVdwb/83gt2X/r+D1E/VQN9dK5tfvicZF3YiIST/g2+TE0TvPV85IrjmX/p+wsAg64MPlV+oFHFuvZ3L/DUghYNPnxOnf4skeV7wMGsKegefGfMleuF4NP8MZhbNZRf//DXw1xbH91HesTk4hDHINLyBK90OhOlXE7yewMmRd38PIS3QNvT9d5vQKqM3wRKyq4Mv19eIWv/brL7HfVEf1Rf+w3Qxf8UT2n4neM+KfiQLSuflGH8/gz/4z42sT8SkJesd8RV8UT4ICy8vy+O1hjjCHED2g0/HI3vnxRLs7usMfEOuVfy+i/91ehZJ+2eWDTgz6gl8I/i/YvwqM8OAQfuxRP6EP89er/H/avWDIDfQyLdLBp+OQpXk4Y+C3uBxRXPl8HY/EL8bVwKNiFoQjiXIpfEgcYNPBEMvdjXCPr/ELiFxiCTtiF6h7GLfXwUYhdeGwTeAQ4E2n/EL8NQd8RFfB98V8H3xXwRQAAACh0GbYCfAV5+BE9BZN4IdYGHNQDI9fgWPgTPgQPg0+Cj4IPhjeHaHNBq8JwT/BHQR/QghcbLixiqZKwEx6Ce8TQp/LrdevEAjROg3HEObBr1YCOAw0LYua6AyAo/Rn8BE7w7rCoRvhGqBN6E/JzsUGKYDXYO/Aj87G+BG6w3/COq+/wv9egTZMu+BNg1wpxkXT50WVeCAIIc/gmDCu8CTVuvoZl1Q7rxlWg1wUULfwVUVnUf49q/YFrJ60c4zP+8E9UnQX+EdZ94r4z+hh91AswZj2MbX611Av/DNXB36BbWKoLti2UVtjM+e+BHVGfgQcWyWrE/E1evQrqoJApxxPutXg09HeTjsv/gy+CID3T/rhLfgl9hoBN53d5FVfwhBpwc+GHJx1jkW8zr5K+tCug1L//fIjveBbBDfDE3CyK11wbego8mJCiCL44m+dlQuGAeq/ivYEgD3Jwyv2NlvXDXyfDyFP8R8ZBp9Y1+EXr/wj9fQMJRBDkxHZSevBxrjEIeuMV4Nfv1e8VXphCOa4vpqw38MVeDj6FEEOXJ8ZV69H/Z3J0OJmXWZ1wwjPiCS4DT9ebrwx8IiVfxOtVf9XrbRf/q9cGCv4Juv1683FEvxlXINf8KbxP9Gf9X+DGsz8NF6A6CUJj9X4kM/SvIX/C38F34OINP8JBFXl9GeTipcTlFxIgco2viQo95/P4M+CGsM5ODVDXvF5Lg3+GfBHrN14NOOlL2xbP6DT650Kfw3V6yUXpOIm4ZxxK/o7n/AsAZ8bK1eDT/0Iefm/V5BiuxjFaauGcRO/BRrgf4NV/r/X+IQaevhbELiF6AToKMQuIXXh8FBRqr1/r/X+v9f4hcQuMQy8B5wAAAC9kGbgCfAemCn4E3QhfAu7wKXweawMXwIHwffBt8FHwTfHbwn/YUz+DQcSIc5VX/gWfxKO5+qZP9YLv4RoQ5L69WM+IaI2v8cQrW8GuFAY1gdgI+JQs+Rjlw03gSOMRLdx90CZ0vCPsCNkFsUvdB6vQbcbjEL/rAqfC1X8W5ML8n6X+r9QT0/tG/4mveI44hF7oIAxzving09Cpl4aB3QthW1YpK7wp+GEVzrRm6VUy1q5qv8I/GZO0I70C9ex7k6+tYMx7HV+teHn+g6x4Yq5JQHiiOocoVVbwe1t4Yq0/oZ3yr72DFFZv+DT0f+N0mHh7wnrS8RxhChRQNi2Wxi2Z3zu85CPo3Vf40I+qJ3x/xKJ0G9gLQCj39X3eT169fCHxAGGsFoIUNqlhX4onFsl7xeu0b3hb4R9Sr0GnBv81ZA0hL0Ondr9ESrcCj19fh3i2S1+id1Bz1r3hGid8VBnwb+h0lQUofWN8X6tRPSv/VhrRH6CXr+NqtWv0bu0CvXFa9Bp/2r/q9UHKP2O/jeoEH4EEVXFVWr9av8Eed+oPkVnxyI9ZK91aJ/XJwafXq/xKv4ir+Cz6q9YsJyjImlUT5Pr/5LhdCn+Mg0/wxxRL+1foCdo7LWG/QK3eTi4mcmfGYOv+E/HLrvCnOT0EPQ30GaI+L/864p/RcUTXNXFfGIzINK6o+7AnVe8f6FV/Q1i7mL9dALoAgPs+OIam8Vg4/oIvq+vo2V+XQ3LjV69JiPh6r+FvwUK5Bp/UIq/Qn14tmveM+EPw3XBj4IBfoX0suCjjIkVpkDT+oRuvz0Z74uuNV8YTd4bGq+/1fHEq/fWEPgm+Emjps7PBp/V3jQT16FP8Wr4on41XoYt/1e6hnww60BT+BdxsrTINP6pGfqT4i+CnxQR+NqoI1/iiftX+LkwJACTrm+BhRWg0X+l/S/r/ELS/xC4hcQuIXdYA6CCEVqrsQuIXELjEOv8ViFxC4hcQv4ZCp/P7Hxi58HHyVwInwJHwUwAAAC+UGboCfAefgkC0V3QDrBz8C7kwIHwKXwEB7AIh7BT8Cx8CN8G3wQfHaL/jv4RoZUGz4Z/CtD+oXKfDrxufsb/VugJXwv70RzwGLXtfEeGanXfH+K/o0VvxdF/BqOJa6hs7XxE+Mn6ceCBy4/WPoY/ia98f6onZ3Wv9fwbcFvg6Ap1hY6Gt0BsJ4dq979hIGPd+EdvxXyUM7wh8Yl79fb987waehbsXLYzvXoj/CfQSq1DFvjlfjHyy934mr1i9Zi1sP+PAioV74L1ZBritHIN9g77A0BJXxROOJdN8Ch4GuqZJKbojHWrnveO+K+b8PoRkqBtQ4CH7F+Db2wf9/gVqFv4S4vL2xk9vAs0RM+X4R9h7iibza4RqoFeDM7/BfJh+r0Le+I8QrUv/6s8TzvnJ6BprI/i64nwjQ54NcUH8YhN7wRUV/B18CCBnpcCzq/wZ/DNC3J3YomXmQzLwR1y6teg0qBd6jEJesnrR7YuWlawJoJrwvk+TCPwmIg0r6+0DlDH/V/aRa8vwegU+uqDOqgQaxIZ34Fuiv3q0mCH1CqFdBpV9d42it7q3hD4LPh7iifh7qOxCpRs5sfEr4NKvjEb36/pVxvUyI8Glfx97CHYIAP/hmi/8ZkEIuMVc+N8X6/6r5K46rgrg0/4QrHqqHLO9qvX/gkAn2d09fjvYFDk+m//4inXwaf514vVgTPfILdb3g8r/9X61fyb5vhDEEMXAaf2CgD74n4ur+cM1t2OIXXXjkUVtbv/u8JfCmDU79hT3+fLj/jfQQDS9jCfY4hNXxKv91hD4eq2IVwacGfcnb2LIS1aDHl9avjFX/wQ/EYomTEfCHFziHti8QOex7Ch+vrWDP+yErF8v/9aoIv8vjfWv/j16Stf1xXhj4YA/0JlPk7wZ/0gnPQJMnF0OIS/x6v37/vA0gpg0X6I5pfxC4hfgg1/iFxiCV8QqxC4hdfBAh76/xC/HfX19a/1/iF1Xs5/wbiEG5b5a5cDD8IYOfifg/+J+CCAAACskGbwCfAefigtwosk7vEIcqX9+r+Dz4FT4F74Fb4E70AkvT+C74Juv7xvw7/BGET+f3gzrQQb4IUPSLQCH9B+iueDGrlDsuOscS4urx/wjRjpax/8JVcocTjnhPBrwVov8Yqv4CAA442JviFJnDQQxBCKTCubVCu8IafUHKK0GvBiivRf/7HS27AUG8EOsvxOTghQzsW7F7wt8IYNf8C4BBqgIAHBC36+hfr+EvB/7gz1T/j9+hXVhKveIH/Fq3iwfwa4CGAooIuUt9GfsEHFP1q5XAkYxVcxxJ/Xic3oV3iPRwPtHeDMWx3/h0DljIZsIonwebw5xe9H4jP7wUwz8Evr6CW8R+0M9144mlXhaDWgdA3+Pr/GfCnxAGFBF2f+B1WijwVAd8WzXxT+Gfi6/KXiPx/z+CLv4fg0O/Wr/Gr3wzdAUAFbfBNiifgzrCdXvi0Tvi0TrHE/HwRrUGdwFL4eyDI8VsXwljiGX91Ak1Q3Xr++0I74+DS/X6K/g+Xhf9o74vt4CxAgL+uCj4/x1WLwyC9f+EUrQdX/LevQEhL3qr+En1E/CljFvn8ZLd4awc32vPl0kZ5BHjUVa+Vam4qDT69CHkWEPWOor+O3gYONlTTSCiGfzdcGvzC3sxxP/iK/s8Xnfwr6BAGeibxnL//Br/icx38IfEUb+N7UKJ9FV7oHlEesLegIwUV8QsGn/H+XKKJscQt7+8lEe+Cr4IINO64Vl4N/nrgn+Gfv5/lV7wklfwUPFs4oNsYuoNP8M6ob+DlCH83whk5vi/C/434RvEfBwBzR3zvi2WdINPkFs164VViXmloC1zufoYo6rfAWOd4NV/r9BJz6+vhbEIyxC4xSY+IXXw4LHpGI44yWMviFxCHP4r4qsDZkV+wqfz+DcQg3KIWW+D/4n4P/ifgggAAAwNBm+AnwFYfgR/C4Wy973Tfn9+CGhzeCn4NffWDr4ED4Eb4GD4FD4Fj4FD4Nvg2r3hjeGaLF4brF4Kf4ZG5/d/H7mDPgQd5cNq+v/jd/6xUM6xWsVlz9eN+Oona/XscSm2KJavkCtF1BpX1COuP9/Bai/xrPTeBWBFiiZcO5V4+gh369BxxOIQvG5yNYvueg7LhnjiEerxKRu+XxHxQIfEfEV95MGuAhAMPgYdC2LTdIMW3X4R1QY9dZNLsR8R6BABRQiXoCPBqv/BF8FgYR28uTgUEVOpf/0ROPBHXvCu/Rv1qveIq5VR+O16DZYa6Ftv+83wO1XY1RAONjM3QF8f3WtYnv9CP7zXrhlGqxxCpjjvhldQZnfL4EL+hLFcE+KJrDHO7zyrFkIbGPgeaz/E7yNCuk0NX3UE8GmBQCf/w/WHvwKfwn7AmoW9cGGKJ+BLqgxRv+Wr/Ct4W/OjMQa/fof3hgDD4IeOWxiF/RHxxK9Yt/dDclQX/FfGIV0Gv1ya8H/GQnS72CfrjLuBTobMPIH16AgfavLcCXBry1ULq/Q95P1/8v/62qon5u69Vej68DTVpOI7eDbH/C66hdEfw2Fuvv8/FEqhiKPK9jZaZbAXGqir0aDXg3rE6L//nfrQhuvr6hm8MfBl6HZuZEeDT/hJX+KV5s7vBQkLa8aDX4URnxxLt8KfCXQHqrnxEGuEaI9cNTC2L9nlrCmuEUIeTiFc+EINsO8UzObQJ6oDN8Ib9FehRIh8USK6+DL4MNcKAhwa8L9A4At3jPjPhDVfUvUI9cmEPggq5iiRDkYQqebGbaV/OOb5HyPgzO/X39fnPY4gu/X1q/Uq919fXXfhD4IAni31jEcvbE5+DWvqM8wdROk4uq0R8QvX19fVa/8ILOz+B4As4onEKoNFwS4JxBV/G2XdhBBCv6acYqTmvgy7hb4QRXxCIsYpMfGLcxi3xC6Ws41fxLul/wFqBK1wv/Wv7GIUJcSKIX8EwRz+H3vpBBtXNXJ8wiG4OPivg++K+CGAAAAMeQZoAJ8BWH5j8CD4XDGVdyr2m6b8tb8E9DLeCHeC74NvgQPgTvgUPgZq94Fb4Eb4Ej4KPjsmFe/4NOC34J/C7+C/wvKFXv4X3jNrw+IrEiqsGQOUbsW/qxNYvGYNe/A1AvxhCm743Hl7GytuvJRHkHEisf6Xh3r18T8LfHde+uvHEIfPwaf8J0NiTYnU/4ELXrnPF0RvH/G6xNE61/+id4iveKrUG34yJ/xS+B2Ag1zq/hTr/rVul8I/E/E0TscS6O3YEgCDnfwp8dXt+qug1wQAXfBtp/ov/1e9A48CfxRLrE5LEUI7HEzJ4WrHPYKfC4K4NTsfeX7DuX//wcAwxiiu1ejOeJaueWrkmI1itnYpwaUBACfYHQqGvJgTq/xbvbPF+DEHaFMxbiuXjaI3l16veK+CEFKEdWXvXXUGlwj3Goa/QPtZOOfXgIADjiCX8Pq+KJ+Cnwj8uvRu8RRO8eH6xFWINr0drwlx0+3g5V8PL3xNaAg+EaNVYj4XBPBwd+wSiMQTjFW/V42LmZmuI8MDkIeuJV7F5e/hf8O9A+q/zIz/EeH8GvB34QDnQCQfw7J6P/1X/UFfhzYnP1yfEK/xCI/oQv+gPTV/iFeDSusd8EH4K/pHfuBTrDILFfqFMQrfiVbE7UTLjFLlzoCQKui4NjsMOR54qgi/jPYY9134om8Cdzspfr61/8MK/XiFxiEXg14L6z7zAh7Xr7h7w9Ql6PqSv51TLQYXUV8RBr9+jP+r9jed/B+DJFeTB5RXEWyS/Fuk51q/X19oQrnSN8MdXBp9+jP399F//+BU9gQkLfGem8d8frGUZ64Y+Gvjvgg33DEGnfw78L0chH34ol+ILXCaO9VCWOJP+lzVdjiRXbGKK2+BQVoNPmwp+JxxOvhWuMrNkwTVfO+dnxKIf/OFG+R8j4M6gp8yQ94jiLHE37DHHE2eb4j4YAn/Gorsbnzsd3g0J9f+GjZV6/xla/xC4xCAZTJOvBpr/GI19fD2v9f4hdeCcNa/0/6/1/r/X+v9f4hdV4kIn94fe+DThixCDcohYED5PgRPk+CmAAAAC4kGaICfAefmDBe7vGIYPLS+G94a+Cr4Eb4FD4F74GD4GD4E74Pvgu+GN4IcG3BjjiD/vBv1/X1kyLwzkwyDm/WnXhFb+LwaL/qBr60V9fD6t4LfWrPbvhDxAQ3i/4Zonef5/gg+GOOJ9eJUGtT+B2An42J1jO3w1Lj+KJv0K6jv4YBLv+DegMwMawIAF5CZ+wGR76EL31h3Nm/oV1UDQCTjokXaDX1er+wnvYJMv/gSfhERWJ+XeIoRrxVe/XulXuivFTwa2AyAOqEud6Ix2G6v3+b4aq5iyRA42IVY4hHbHE28I/BaBd8Trn/QjqxNep/BTBrgwoaxWHqveB4q+Ld2xG85L34mra8bRHscyPX69443yW/huDXOGZMKAYcWxf7F48yJLiEQ2TkteCny+vFE+J1wnXLQ4gpfHUCLBovhdC3scTa+GVY/VsUT8Huck2Kg9V8v/6/+JRHvkoUQy64NKBoDlCXxiu1DYm2IWuCBG7uAmVYvgx+DPoL5OKRuumfrRug0wwGd/9Xi4RdjwGGGrxv6Rntfz6EdSIjwacHfp1jf2jvWDvLx+Nnuxk9K/CWMQz8+KrLocQ14NP8u8NUVrfVK6+PRf4xdeBwrWLZS9vCRLX9v4IYNPm5etGfp9fr1WAwAHP4Jwd36vXIiPpeMV/hLwchODT/PlO8mAgKGvi5rTYQ2ORqWDT5Bb+ug968TFzcR4U+IEeD43ggDXxMGn3iPk1X19g69R3cGOKJ+PQh8UTXDFYQ+wYYxS4mUdiXsQafr+TPoUS8UTfKr1vWEPjO/AhATcaQogej8Yrti8ZVK/iQk3P5/P4M/14Z+PXnoa9YkRWEgSK/yq/xiKzELiifBS6xHXgoBH4IKvi3P2z+LR7YlkbBovwTiHlXmQnzcxC/C2MQhX+GPg+1/iF18Pa/xC+kivX2v/ATlCGxCnyMU+JFELq/EjxtBtUw+98GnEd84hBuT5q4OPivg++K+CGAAAAw5BmkAnwFYeWBH8E4c5aXugH+hjeEd4Kvgq+D74Fj4F74F74HD4Fj4EjJgp1ghwa8CD4XDaCLYsk2fNf1l+EPkyLwQ0SLHE38F34f+H19S/U7jvWOd61Brw/8PovfAj53eKlc2E/QIQI6N3iNUDavfB6reO2KJficGn9QIav1BGjuY2UX7GohcckL//Wf10v/BOC3xwQ8R8QkK9+vuw8CeDWvqF0JfwLwYzspPwIHwTfiNbxGv/hjo5rz0KetV7oFnwsBB6BABT8KYNsDICiXEgoR3riKrrCfHM0F9XJJoGfwXoS0Gv1ifi/jvg44xRWja4CTojJMo1f/on5MTRGLfFQuj9BrhLKLZxW2LcUdYxW+8CzRH8M+l/X8uf8YjP42uvLw27f+9/u/j9zBpgk+beGqE1i+2L2mxbtPi3pfE1ZnZHPzV0iP1BzBpcEV5PkA91hwehLHg7qx8CT8GKsl5vjvm+atCEK6DXh636oIsoUvUCr8PIQ/6vXBL1A29fQ2rnxlYvW1BrwZ+D+r4gldAt45izkbVxngooz/Mr/r+qiV/VDwJHwRdRPxHxHzQbfiiEF/DNk/b8C7dFY+J6h9W6/hKsMV/iV+ZWrhD4r5IN38F/UHvX4W4tkv4EMF1V2+4JEV8TnI8CR8HHwQdf4hfjPiviEI6DWvq/0V/tXrL6C/v/V6wEA16hctzsDVvCC/Rm/Vqf8GtBb0Iq/iHnesyrC28NgR9/orSYc+CQRjEYuN1q58Qrwa2CALeer16v6ycH0lgShN8yK/iOvgo+EPCNEeDWqE3ve96eLd28ToUQ+OW3hbWhi9iiaL//4Qoj+DDl//BJ3dsYo60v8IK0Gh36gv7BsAvb9f/DHz0q7664zf6vvFfFEvFE44l2x04fUPY5XfFSODTgxoUT7cmMC3wpVfUIUKJe/8UTnfHf5jWdN8X2zk53gzX5hTv1/r/4IPh7X+v9f6/0v4hdccBHBBr/qvrwJHwJHwcawHTxCCj/BGFw2oYBeZH61nsQaVEVXMIQbk6lELBz8V8H3xXwQwAAAwJBmmArwFYfgR/FBrL3uZm+CHeCr4a+Dj4Ej4Ez4HDrAT38BAfAxZMGfwU/BD/RpZf/CFeg04O94lgx+EaFti3P2Sa1ifhHWFaI/gw/BDWHqxeO16x4Nf8RxZDieW8FdW1hv5f/eTCv4jw31WCDXB34Qo3a/1+uUG//E/Apo7egECiu91tJhH43WBBBOhD0OJo78DD4hL2v6w8C+Db9/Oi94FoCCi3YvDSmJlGKk3gevl3xG//iUIfwSLwXfNRG8R7AkfPrN3hC6GtBod/AQAXXvgSVfHOXu8GdXXw18IYonwxk9DO7gY/GcW/vBF+DPfvBr9+hL1wQK2IUuRxNsUTiiZsV834X+ZE7EZMBr6O9Hes3FuIBxsYoo+ZRhIXoLYohHjid5MvyfEeoGvxZKGK7Qa4YyYeo7mLd5sX6xZN/DILc7+E/XeK9Uh3SCFg1sBLeww6w18JgafFBlDexy6xxCK9cGKti3t4I0vdDKua/8V8L0bvE16xS9QcwacfWDChrmLz9liFxxDXxRPxPwQ1h+r1TAo1iV4RoR1CCeuDT/B6HsZGtNidz8J52R3wgva/riOigp6n64NOH/j6TXoreGQir0KJvjfhvwPNbmIyYDvh+uG0R/gnrB2GK1V5BErxkoUWSZRqIXEyXEYhetCH+I+I8M4NP6BwZX61fzb1xxC+vhnwN2sPa31x/0DgR1eKJfxCJ+DT+or5fEVf9X9asGXqSsCN8M0d6HE28dlf8Gv+IzjZxP84RCzYS+Gvgy60SCDXxEGv2cnxFCnqg8+vwWfBbR36AgZMj8R3/r4MMUjPHK0+KJbBp+T+oFX+hTv21eq6qBB6iMcTfxWTEfCXFEiuOIV+x3SKKIRwaHeWvx34Xk4JFe8ZxROLcV9i39nnDFMicVcdI7EGnkIXvev9f/Bpr/4NqX6HPr/X+IRRtrwK4LPaV/rX/gmVBhGCr7/t7be2EEUfZeP6acYvKqwsPP5/CNzWAXmR+tZ6ReFNz4NODCr5hCDd/1UH3xPwf/E/BFAAAAz1BmoAnwHn4cDA7S903430t3ghgpoYy8NfBN8HnwKXwJnwNHwPHwP3wFV8CtrB/8EP9X8I6whBIda3fgmF5PJ62QZ8HOv15Hf9L9WeMy4d+DH5xHgjEL3w7jiT774Ele8a8v/9YQwafXAo7/r5MtXrC9E6+BD8d+DaDj98T78O8TEn/ggVkuF95fidYj46hEXgkByvQbnfwQArQl8btOZ0UvjEQuJl4IER6wrV/P8X8+sbkX6M1aq5qsOYNi//+BgBV4ZAjdAKj1XkBAjviifiFb4Q8fRHmwhWvCWsmDU7+DAENYstcMI745RDjfBwrnwQfBZ4Toj9BT4vjncylZNcG/wUr74KfgvV4NRbP3fq/jdYPASK+LwoLJGhxCjaxxLt4V+J7/8vsC17HfE/hpDOkfwujvBrgSP6vYtldNi2UVtiJ8WxTbeDn4nJhLMOII+7gW4NO/L8wdzsSK44lp8d0uIJWKJL4onO/iav5Q5S9ZOIQrqFE98GneOINfvBhV/EBPwZgVfBEl8eBnonjy1Sr0r+YC/r/rXqwh9BBE74iTBDg0O/tYxCXY1wJ4HDQhfA3BDfwYfBl6oj/q9YR9KrnhTWhEHFQd+FfT42cS+MYxwvViTQz4U/RHoW6abwI+sL/iEb/wgr/EfJBrX4n4T+GaO/WrdAt+Cmv/1/3Av4wk37EKsbmx8bP+eDgEyI+IVLxSJ+TkROg2+jvf+BAdDEdf/Anq3gJDv/FEvwZOuIqtGf4iDb6wt8d/6BT66oBAAS/D7xc9zO5e8HQ/4Q+I1r9RcG29YjnfxGShXy1/0B4+neT4LKI/gwEYhX8Nbf4NX/Z3zvinxRC9ATwEwiv6D1cC+jPJiOvgi+CL4JC938LFJu/ggVkG3+Iq1jiFv0D6r/ClbCPQa9d8EXhbl8OcCBwT93d3dNjFEjRsdivsUQh+DXhvO9+iv4casdME+OVX61fxS89XxRNPFfHEitjwdA3xbiAVHsYhIrbGxALMg7OSGAZAaLghzEHq1bL6/qu0v/BMhz6Xy1XiF8DGBAviPC3wL3wfcIKJczf6UYjOxiF8BE/2Fz+fwbCEG4r8Z0YyV0/4OPi/k+Dn4v5PhuAAAACpUGaoCfAe2DD4Jvg6+BA+BS+Bo+AgPgLTiFkEL4FP4N9Pw58IQRBzVUy+CETk9oNHhn+aqdKwdC69f+FMj8Cx8Cd8EHwQglrHVKlYR78T8RRpQa8No71n/GUOJJj3hn4Ifhd4ohHr/wXV14IPhbQonwj82DTgr+fWfoT3hEIV6I/h6r2OJd6zBLwt81dZ38d8EAJaqGen64NP+G1fGxNzEaqtGexRDO8K7xAL/CHwh1+r1hX4mjvBp/gIAE90B27+P8Nbx+s9Ec+EL6XrX69Q2LzEGn9BoDHtRXRGeLPJg3oj1jcVhrBqd+wKCkwp8E4OFf4MFc+GNL/wQYomI4TWNvrg1O9Yo9YzjIkQP9jds5J4NQj4XC8ubXL8b+h3fOveLr6DXDlCXrF/1bxgEHG58b4HVWPgQ/YG/x+8R6BV+X5L9Cu+Jg0FsYr/oLvRyT/wI9Dl5pMT8fvPr0I75a4n9e+FV1BpoN78CETEx4h65qwYfHfD3xwEHfj/X5qM/xSv7J8nyWIWDThuxLE/Hozy7VYv4bq/jqv+iPNw/8EqGdBn/x6FveC1Xx36K8notq4hXv0K79eocr9BpwY/L4z5Eiv1r18IK/bAp4xffEov/ifBB8G7Vqwfa4pCHK4j4IYNDvl//V+wfexNfyWDjiEdrxVYKARL+tKuEJeEc7waF//Qh+xGY5BbS21axRPYHbWCLikIeKX9X18Jwa+r+TPwWeO1wQ9/hTWTJwvBrQir+Wr1ly8Z4ot2K1m+EPwVYha4Xg11ky/G647rnwQcXOIBxsZL7HRDsa/VoNV/8NfB0hz6/1/r8MVXVdfz6fYhcKL/009NPiFxiukVeDEE3UEXwhr/4Q1/r/Cijfv9tvbb4xRpXIN/nrv7rq/v+GIN/ivg++K+CKAAAAC10GawCvAemFvQNvQaoEj9fQS9BT4OPgmr3gwyX4xRXfEL4BIfgafQEH4ZovQbfWIoS+KJ6DGs1E7516uPociyrMaSXCrMbEm4mTXKAng5rA3AWPwtQqq4Ld/gk7u8GvBD+iv4jiifC3wt6AQFe6/BF8HXHEm4p+vHca4RD1gsnxbnUzvB0D9YrX/x6M/hHBqX//z0Jrfof4Ot095aN/wxX/iOOJC9e8GRPBcGfAhAS/195ydhkK96sQa8Ff6Ftv/L/+iP4Er1oj+GNYT+J/r+sNgYfQMUTvCXxHFE1QR+A6QEAYTe4NcOAS8XPcrGhvGIQk5Wf58mI45kmV5vkr2KJxxP2OJ2bbHQT0fsavxBrQCEAg9fV+GeOUuOYxS41Y34nJh78FKEdWJ+EQeYtnTNY2eSVRiMGGRFPfBpgwyv+sbkxFXUv8UTr6RnxRLxxCvfGKklXFgQvgyg0/xtFa8QqxvdLrXSoj+Lyv+uDLwuMXscTrfBHwa/WbnesFIMUJsfA4+Ewj42hD1n/q/2r+I9QMKNro4yQcSJ56DM8P1wY1jvjKCj+I/Sv4JifCvifXJxfU/UyEd8X8q++JUqQbF//8u6BgBV8MhS7gIFHZ4Zq/jdY78bJgifz/HoQ/w/BnwdyVFSciE9WHfiatXD6t5P6/vnRv4hVjF+INP8IaoF+vQn8vBTjZb/l7uTmQjvl7gRV74Id6sE+d4Mzv8PxPE4uJHFaJ5/gQYNNfbzveP3UCGteCwFPQErXN+jP8qv8t8SiPBqd5Dk+TjiHvjifSHeuElexRN1BPl/j/RHg0O8gt16sfRf2LenxxLuicmDY7EKfh6/RX+1ebCXxX2GYNcGlXxT+av5BiObvRf+Pfwj6/E+gRccQ19fq8vBHBp4IpuL1c8GGl/r/waAy8BvUOfGKTOxC1iddWv/BQFvAzB7ELr4Ntf/BRBp8RQnd84hApg2+L+D34v4IoAAAM9QZrgJ8Bcn8/Bz4JAxWr+Fvhj4c9ASvWhT9fgm+CTJgEQo18Ypcy7AE08YhI36LwHDW/gUfgp+Fe/4NfQl/Nrhfz/EfCHwh7AdWhCs4SRQa7KOfbb4yUSkQBlxiKbBLRlXASAIKEdr9YYiifBPRu+DvXfBrn+f4zeEPitjllvC3WBLgjouvQIMvgpgzhj44kn9jiZUZcP8cQj38f8K16DXgn6LR3Nf3hz6Er/56wRaxXO6VYQhCuvgUfgt1+jP1AWPwzneDXCIMa4Rvif0V5MRV8c8y85I2vDXwVA18GQO8UTjiXpfAV4DKVngERAVisQa8CmhLs8oo+GnE56HPvx1exbr6sTxRLxxJeN/8EZ1r2Y1FFbwa4EAFMml8TeJ3m1wLNYvi2KX2EWdtm/8bLOSquAqoIfgeoNKBxqgIAG+TG+oN/G6FE+t8CRiifBDQrXhEGCLFjiS++uCGGYNTvnfOS/GfCnrRbNV/R/VoQ+KJ7A5e3xzzJ4YCHhDjif8cS/8YSt/BMCPFErO8GmCL4S+I+SjvQ1nFZY34M10/X4V3m1jvhHjiDl7ELjF6xxL98HEGn3xfhh9QMqEv8vX1q+Ld7NeNoj+K+Ir/xAhe8R1+idr+uIxxJs5kDX0Jf4MfGVeq+wEABFV/ifNV/kV6oUlTpevfo3/179e+J8GnEK1XJFraDXh+qghQ1quHkZ5OX4IVfO78/5eoM+vsgFGuf4lCO18bBod/MF0JeuJ+lf9f3ghq9ZxOX//J63/9fX19ujdXKr/LBt6K9UO+Ef6veBB4hcv/gaP6E2+Cr9CP4hV19aJ3Wv/1fuBR74NDvEDJy358F/gQAU+EKt83yq/wrQhf0Z/ia4RVmd4M/BOEq1rV/HCqy/P+fyUG3ocTrf0r1ivyS8XT64Ntfg4Qh5RsWJ4+MUmti2RWV2v6FEI74mTYZV8Wx14MzsQRjrnYVoU/ggor53Wdn/VscyWrCOvRH+S/Vi38HMGh3rGfGccTaxBCrw0E1es2vRnvmlfwL8Gngi1q/94Iuv9f4hcQuvhJDH14b6/+vrX6v8Ja/+Hvh74e8Lya1+CEeT2e8GnxAiG7vkELJhHBr8X8HvxfwRQAAAA2NBmwAnwHn4JAwbrVngo+CD4a+Gvhz4c+O3gE64hfAbXGIcIaXxCvCCOQkvpp8YoTqo7wKPwQ/G9fwa/WM1jvhD4Yo/eHuv8YpyMXgKEGGMiQlnQKAdxiKKoi8WorjmLkD5QGDvB3RCJjiTfLwX/C/zpGnQa4neJDNYU+EPgi45H9jiW/+XjFxzFs7ZLFuF6insvgOH/XAl4onOxT8EIEn8SZ73vBrjaHv6Or4ohH1Bz1+FNitfr21wjWLGkiVT3gQAZrHPA9AIVYvCBbwn8EKXMfgmFPP5/P7waaBmh774CYeuEaX+KJrG6HEI96wj8Ij6xFfVwj4frnxuJVJUx7FXfH7mvuYMzsU8ZDp89jV1XJ3An1gy3l74gMfENCOxbtv4oHS945r2KJrD9aRxeRThjJyYNRnwFBBpgWgX6sHUCNk4mxxDOzxL8Ih1X8QNoWyC/sc5P7wh8fRdLjZT6cLGYW5e+EAQ3u4eob+d4NLEFzv4S9Aoq/goq+X/+qg5ksCRxT+JA37/xzNvi3L6xM5cjFLxuKccQiV/gJyDQ7+Oq+v/E6b+jt2FgJ8mEdP9CHxxLvuvV8cTrHE74pcYSX3+BNg1Oy53zvWCI2MjQ+yzHhH4/4leWhz/q90DD1MiaxxKvjidHfQYXsUTjibfAjQaYIPYCC1sEPoHKF9v4L/gx+DHO/pS4nQ4gq+MV3xRPwSr0Gv1xPs/wt4Jd8FMvE6/sQuX/vxxJtjkGvD9cIzcIoT3wZr15N8ShD/E/Gr3xMG34tj6X0Pk5a4lGen4IfxU3Eo3Yxb9QTwaHf2CfoFgE3x9CXnG5s/jUXcrJ+aTBJ8P/0I6DWrV7HE381XrjawcBlFeqAsb3Rn+1/+v/HCficcT/4TBSvQaHfomhz3l2Jx0/5XBOr+EvyX6EPXIr4onfwaq+d4Mzv1BXinXkq989YExfKjvrfXf4IV/ear3y1hqjP8OwZnh3O/g453xZA1eWgIgK0dm/BGDjoJCuj/PRn8g7oKfJV75/1f4fV87wZHhvO9DmHLeKq90FKP3wQfBAr/av1yd+Ydrjrke8F8GngiMVlW1SDwXfHfCwMvBQDLX+v9f4hdfB14FEHGs/1XHfHfEfEfFfDXwQa/1iR4/Br8RQEff1dVtyYRwa/F/B78X8EUAAAOJQZsgJ8Bcn4OvBOGNVrVL4W9A69fX19PdACwOMQQv4BAPgF0rfCCiHMrbf8YuxjEdA/ngbav4EP4Z69YNvqhnolD+xxNHHwQfFf8Yib+AyQUY4n3gGFASAIju/rFzitGqjEWdMWhQfCgCB3gc6yoWxDvjib68M1ig1O7qgh8I/C3wl8E1FfHE0d8HQnGE3ximwqY2UZZPnnxbMF6gh3glghu7458PInY4nWKJ8IgprgJSDX6yf15UsV8X8M/DPWC/rrEkKOocW51JbwKACJBDd3x3gbgLKJFjiV7wUgTfgh+CVEy8MgW1yx7FV1+DPgbfgpvDnw5QR6vV651/jib0/DPWGer+FgxVBEDr19Q34ZqdNYK4Manz4Cggz/GxIo0FHwdAgviUIfqDG81XxxNGD6DP6683qRdeFvj/wS7wz1yVRfxCMxtQZs3/Bmd6HS0XdQnjEQ1v19fWr1iKv4e+FOKfFsnvCgP/128TxZIWrfGSm+IRsSLnEuMQgKKhvSqd4MzvnfwIDqgJX4JqrrE6FE/Ag/o3eWvfqfY4n2LZ++eUuVwFhDqJfXDITG5f/4NKA0d5/0P3UIVj6I9vzVfzbeeL7wjC/HEu+MRS5YxxCcvgvg1xO8dxiEiH+8FPWE/4ujPS8+vX9vH/FE64IAhxxLUcxRL+GYNf82uBH8GAFH4En4K1fwvV/G7sCJvDAOKXH6I9P4Z38Iwa/WwaoS+O7K46uCVEfy87urescCj9e84+l+idr/fwii9Br/we/o79geAL+IWR+Gdf19dboz1x6vb1hGDQWwor+CDXFoNviF+L9D0Z/n+J8N/gQd+CX2qK1Y1/o3/i/icYt/j4Nv8EbkXLor+T4bLjP2chWozSTfBVJQEUPoQ9P9XrD4RwmxX/e/wZnf0D+8NFQRaxi3xiq54HoDfjZ6ZcFAURGVg6zc6M/x8Gv1jFVSov+wKgHVexBPg/DlYa0KJ+HPBZ8EGRfE/CMGp2Z16L+7L8FlFclwWApqp0R/0R6FErHEq/wnjibwa4Lti2Jv1erAkn/Bwlln6xfxtG7qDTz1fxO8Fj8EXwSfgQYNclX8m6YFvsQFduBB6O3i9iiflQh4gcTvneDPwT1Wsmadf1/r/X+IXS/IvBn1+hDnUMfDHwx8MfDHw14cDXhrhBECZSv/t/BMPJ5PDHvuQafN9WDPY2G6L4Pfm+b4PPm+b4IYAAAAOCQZtAL8BcH4O/DgcrV/yevC3wl8dloAT9QQ7EL4Dkr3gOLjFexjFDDLViFxiOveBn+Cn4ZoveXBtv474of4e+GHr3p8VHb+EKwE+BYQvWOxR5YuLi2zo+Ljh5AMbFkIf/xTvw71jZPicGvq9iifpX8V8PficYrT/BhjJXrFylys7Li5gvUqY4hBPOxxNsUT7Av+UHesJ9CM7893zwnhBpiNZPQFLpcO/DXwxR38EXwIAKKEIrcbtlTFublsvgKkDNgm5Lv9ASQRXfiocQ1svv/4kFvhNLn+AiINX/4U44hVeuJxxP+OJvvx2hX4TBQuvAgge/AjAZ9+C7iia4d8M0TP4J65jL//BnwErjWLPFNS/RH3+r+z/q+KJocTt4JQ/5K/xTI1w18Oa4T8S/BDU7mLyKdYzGlBmg/3/BoPYm7/fgQK2/3/6oz16vJihNYW+IonUOJd8WSJ5fGTt9jZfJvBUAqIa+SDTAgb9Eebmrg9rJ3lhX4VEImsZKNKO2NZRc+/BIaqqJnmOJL9a/gzO9UCbbT4VRXPCfqCnrrE/EUbpDklyLJLiXEStxiiH7GOIQZXLwTkWKDXJ6VW8Z8McYhIrtk9/8E9Ebx/oT8TrlROr17fie84JBtexxLm+MJ14OAdLFjiU2xxNvgakIqDM73iOLjS9sWxPsdEH79BEGfidiibrQjvmxxO/wQrF+scocSvtfwaY/5PwQ/BDVwOPTP1o79dYYr1YKAKVr47GI3tcI9Y8E0GuEvwS/DKEvdw119fXnZC/6v4YeOIVN7f/oTiEYt1Xr2OIVfwZnhmt0EG+GZL+/wl8I6L//l//+GfkrMb560O64NaHgUVbpA5ra7+50I/3/CVDZ228LAWkR6qXXXYghFr9e8DBxCwai2Xfquvwvpf0IJSQuec5jERJuwGADf4Yk4RQjvhH0GUXvDIbV4Na6qCi190OW3jg+i1i3J38G3wjxRPwhJxOv/0T8GuFQJ3l+er5yTZwS7wYPwRd+t4aq+tYnwQZRxN4Nf8+ni/5fwIaPl4E7foz451c3/fEKnX0R/N+J8R38CPBr3VgRtUEeJi3r9YqO/i95vm+Iy8IwaeCcU2Lm5eXZ0uv/gXtP6HP8C9Yhe/oChyfpeEYKOX/BP74j4Q+GNf+DAE2v9eCfq8TCwRJ5PDHvu+F258GohBucQt/EXwb/E/B/8T8EUAAAA0lBm2AvwFofs/Z+DnwThzbFysy2rPDXw58LfCXx2sCDxCCDxi68BcfAcXGK+WMXWbH/+gVicl3tt/xiJ7wKPeGoV+L+Jwai2a86wt8QQKv4JMcT78Ehbu9YskKK5YxFFGRMYp9I2LRDqRjYtkftfrLx+nifBrv644m/jPhb4c0/jMQrxC4yUb8N2eUKis/i3NneAVkBNIkWOIRaxRPhsDPrG/eWJozINTs7kx1FfxXw1rAmAoV8YS2/gpBotZ2fFyBcr2OJE+MUxxDCedjiaZPH0T2/BDg23rCHFEErwx8Mf1bw/61seHONx5B/wOIG1YvAuA18oLLwvRu8Mm8FNcx8DVBpiaF26VEZ4c+x6tv/4ubDNa8OhKuEqeF/4sKoh0xOdTWDmDuusv/8GgtixRpvhC8mWgUPzdZp6FPfOr44l6xRIUViZR5Y2Wf4xGESOY3/BpgVMuLXn68O/hDonwhrNscS9Y7+xrEv2XwIACsi8EPeBBwQQanYh+K1whWXeEdnZHi3eqFuX3zsuJlG1riwFPRIYiiSbHEIXM+/4M/QSTdAeN4ECg32MUuOY4kVt0b116M9Z+/JxxCPf4IMcQrxYxeWKJL44l7wbC3tnd+Car4tnEPbPOK+EaEM8dV6eJ8uHg1jiGJ+xxN8cu+OJe/goAh/BHBqdlpeFPiQJvwMvwc456VTu5PX9Zvn/EI3VgWPgQgX/HovQai3bfFS+wV/Ir3jPsG+d79f+EviK/8IccjR2+exxC+g1FymUJB4o/wjNiwc+GwINYQq/jv6N/HKv8YvjuOX+xiKGhHUGuoIiu+xjFKQWvhSsEtE/VAnBirngnX6pKwlX/zon/1/+v/nX8HOgb+FQj4Xq9CCaEIvwUq7GTnoZWMmIRRdJcHOIIZdQXr1YM/oTBoLYSN38PZPQXfGL/iFrAVQPsWzl7vBN/RGVUN/CHXXNWQMwaHe8TsYt6wNHwkFawj8mSusM/J8eDlEbO8GZ3mGxd+gEQBPrgrvJkrQx65q0DeDX6Fst/FcXF0a4tkVLju3l1hHJiqM/xCvVQQ+F6vXB3Bp4IiVMvKQf1gkyr/qBm0uBN6/viPiPiK7pbgrwa3xFATd9RGEcGvxfwe/F/BFAAADfkGbgCvAWp+D7wSBqtUvhr4UyYKeIQQeIXELjFLS/gJSteARLXhQTu+7u7u7u9Mlgz+E/hHBvr0FCIT/wt1r3QAgACoiy8BiAgrgSMdvljJQsrkbxiiukUWtOo0kGug7eCeG+/0Iqn/8NL74OoNPk4Xp/2KId43JtsdLSZ3xefRjeBRCIISPfVZQQ+Ee/E/h5CPoNd64lH77XqHEr/9e8H4jEK/BiHMbOFFlSKNzeLGKPL/Gkh8Mn9fo3fGrLxIf+BZ8WBZ8TRp0Gq175UV/hH4Z8Fn4Q82hcS34zuZRwFuBhBITVYteBar2KIQL11AYPX4n4Zrl4IaJOg1yyi3u75ER5cFXwlxuPoIx4GCteCJeT19V4REoneEefGUHgUAQ3vnQaHYSHaRrDZMQWfEDFf55aGAprbRP1ggN4ca90h3UMfNiyQ8ZL43bOMIzGl1jFBmZHUfA8QZnfGsqaP1/6HYhUlz9dcMeI/C90FgviiccQhfZjdexkT2bwKQCaBHQiLfB3rUGh37AWAa8FQ1X8E3L//0FtVq/WrdBH1Kr0d+vHMnbHPbOQuLi+bFkEBRWlUcQgytbwcBHXoNb6f/gmBwhLnwQfBAjPpYj6E+ieq6Ent4uEeKJTjcu6xCkyuB4h/fj6J3gjCUGh2Ei/6DN/EfCHFs4oNsSpdjiCLSVr/rxxJe+/PXvDQOvmxxInjfBCsWv/hn4lE1BrvnZV7BzjZTkWYzsxxK11AQ/nozdfX1+IfRvwzjiV1jFNzpjF9jiffDOKJLwa4FD8GtcO+D/dQO/hP4T2KIXwhscjNReBWBn4FD8GSK3wJUGh9Vy4hXjlsY4l3+Io7psv//hj8IrXxKv8+IWsNfiYNcCcBx+N+EVe8E34rfhv8CDvwU/gm8E35/1/8qvRf//JoYSfEqBq/gtRX8HIlXoUT9UIX4RV8btPiUWqn7hVCH6hX9Ef4m64NnhCvX4K8gpH8DQ/DAFBFrwNFWPBd8E9GfqOrlriawR/j4NaBBxROX/+uNrBVrgVfBHV/DP3kHEMr6/scQ94NTv4R2KJ8Cc6wQlzvNy/E3wh4RBvBoLYWs8RrC6odDv8h3rLrhRCH+SuJvCa9A1g08LzLrUr1jLp18Xm9f/Aka/1/r/X+v/gRqdYLuX/Bn6wh+b4746ReEf7k8ng1EINziFv4jCODf4n4P/ifgigAAAA2FBm6AnwHn4cDC1sfmrV4W3g14hfAIVxC+A/PgGA4xBAQ4ZMYtqwOPw78J4Nxb2eIoI/9VesdodLfGbv4br2Xwd//BX8wQxqO45gvjVtjM3Y8CXBGR72xzI3rXj/hcFfwxBtmq/YEbWSv9f0MVoq8QuOIW/gVq5YyUKCpFYxz4kzqK538CHRGeDv4sCX5Vv4ON98GuT3/F/apUl+r0I8YrVY6U+IqxqyJi56RxiN/4ChAwK1Cidf6z/X/huhhaDXE+11/8/6K/xPhbv/EKbODujxZ8Vxb/+AiAED8EaIVKwuBLXrx/L4/YT/wIUGmE6uSYY44n/HE3sUT4NesM/wPAJfARAEe9ArXsW5mdawQwR9YVhXl//g04NkVliiauBP7idf2dkcmarYonGYdKHYkkSfGKNKLcbwNwDahJbwa0AtvX8R7q+X/+sRV8UT4U+K1QwBGq+OdR27KAQmnhWCXiyQ1Q+xsXOwQ4xCAwyX1+iSeDOv9BR3gSNYPtVfhPRf/0E3s71hv37/xs5vFi5V0W4shBlX8DQDlEljiTftfwZi2FLU9+uCjqpfQVf4P6O+sJRPFEl8XOl9iyRlXrD/4LoNfRG83w9xs5cRtcCDVM+EfUvQgJ1jvjvjtYYBwhXUMU2fMcS/eDXS+Ig0HsJDtF+/xXxn4GHFw+bGzv4kGNUJXWhH7xHxPHEi7+gR0uEtEfHE++F98JQ8jug14MVeuEccorSLwzXEeK9CfSV8fQ4hL9gOw6v8vgWgj8I78JjoNS//16tiicUsh38Xvj/DGuPpf/GorvDYhXg14LcYp8Y+J8GtWPjfi/ifhtX+BF8EYEGqArVasGVEY6AsD/jcQtcI/DMGq4VgUUdz4IfhFEfEL89cf4UBir42cXIWNUuot+CKrgv78cQRfEL0AwOIX4RxitMQa/1Am9QlJwj8K4uLplwJAiuer/he7gQfhVCGINfQQZ4Y/SCb9f6/xS/CNYGDi8ncxZLt4a2IWTif1fxIfg0O9a2/8RvwLlX8f8JVesJ/Qj7V5OJ81EeDfWTgjQl3gXKzP0T+Lf1cLyYefYCOCfxF8Iwa+jJfgTvgTvYEDEL8Cx8CxJYGLl/wX9CHK69E+Ftf6/1/r/XhmiPBrfL9iECm64jCODX5fm+D35fm+CKAAADa0GbwCfAWZ+Q/n4O/BIGK1S+GvhbeCHiFxC4hfAfXEIIPELjFGfWrATOsM4OfoWwn/VBAG3YA4DjEVe8FdevBhBJu71jpRLmRpxiisqY1S7wU+Bx+J78Tg4z8v/+KIZ44l6xxKVYxTfvAggwrBh8CBRU7js/ti5RDy2fxfS+Bx44gi/hv4bBv4ksGzzdf12r4onFE2MXliFLSOlaIrPOJVE+fYiQ3jWQeX9YfB6vecH9PPCPf6Eag19FesMfCdXrGUV65FbwOPGSj7I1jc/8YtzY/gOGiERFwchJY1r/4K0avDIK/E1zEGuvm6/xxC+8EWhRLUcS9VgeQL+LZdngIarHgIAC2sViiGeuFfFuIfvrDcP98CMgdfB1Bn6CDvwRhXd2pfoj9wbq9Y3iifgvxxC38EAfXvDHHE+6gM/oIPrxxCWxZIWqaxeGqZrWCGBB7wOADs1yg09BBN0AqAwgq+MW9cfLiusMXzv4Z9Gr3QQWKJxhIVq2Oy4kCNnvjEIESJk3wfTQa4FD4NMS/CXzVfFP4ZAQa9nJHFjv7GxNLi5gwKAL/wLQEFa+DBElBr6vWDTiFxxLt4n4l0KJ828I874plxLKlFyBRWviAQ3fljiE9rrg08UFL3vf6C7+Iq/4JN7tiFPnAs8cTeXNsdtR8US8QSvBTrgqg263gkYY52UKtUZKXOxTMb8Ogx8M/5OEf1/Tw3BTxiIfIvhHwT9cM37C0GngiCl7t7Bygu/oCDiiFP4hccTf4P6z5BxDX8LfFaHLfaUfrF6DviSr2KJcGh2FHXDNCCBetVf4N/KBJ8f/VqyVf9f/Er3oSvUlhHxxPsnqv+r+EQIEGugzS+Kxi2PTvGvO6fH//1fuDexi/4hfAmegTBFXg21ri74n2JV/jcTKfxRJcXoj1yr/2esCZoQr+GINcCSr2lehi3+Jxco4rsXKaLsQuv58O4N60IfFEyCF38M+BkorZ38GnwxvkQh756w5g2oEgMfCT/R3ri8ZlzLoBQAUfC/zazfMIJVcnEycEcGngnCFa1q/Whr9dcJ/Bb4FoJddC3trxuqBx8MfDGTE1ei/+qvBp4J7am8yZueGul/4FCl/iEEn8DRdgcOX/BjyiXfXEfEdAJAd80j//BGLDHubwafN9CEG7viLDuDX5vl+D35vl+CKAAADaEGb4CfAWp/Pwe+CcMY1R1NSsy4LgQ/gGY4hBJYhcQr8B2cYvKsBA0JyZRiu/gVcmIwbYr6d8GCCMXYAQwr3YBtfgKCrniK94MPgJgBTLbGIogco2ohfhBEtRfCvL4OBbDBu/jPmaCv/HfCXx/EIuIVr6t4yufFu7YuUKCtsWz2z+NmN0qr+qBXQjLxKXoN83xH4mxi3xytd8GmOR9vGgKhd2Llti5acItGV/Aqg3Wgj4Zoj52R4p34b/DCJKDb8UQ+vv4nHEq9P/GL7EIpbjJf8SuLxPHxkgk8qKpf/1ZQon4GfwiBB1+hT/DCyg2wQflrBd6ApfQnyiPC/w2C7OxpvwEjXx6ghI78bwnxRLrCJcWyHY1rDMe9eEcGvEVQLD+N1X+r+EPhKiuxbuzFuqXwJXFErwlXt4jPR8FaQj3BnQGl9/rBDB/8DAB8g1eBMDH+rS4Y1iH4/4v8DT4kDD4JvhoCXjM37GqF6+xuXNYxRhlyKEERLL2/8HEGY9hANKY7978Cd6AS34q6CB0E36PqgwsW7vnJsUSt+DHjCUfY2cnOmLwoqZPApA6Ru+CReg0O9v+sLuTE6O9i39jiF9i5Z14uYuV4isXnonfBcvQaHfwmDDL/BZ/wIyO58DArnhH4R1UFqI94pVhH4bBBicuxBOOJFd/COuDCDQ7+YEucl4hlED4hW+DFeJ9/XXon7rXXnrWMU/74MFrHEu57CvhNY4kveDQ7+QGfhz8COCIrvsYjxRLfgQf1fvkFEMna/WCl4onHE+scQtoNf8MghrBGGfj7wjkrxRPgyLWB0XhwQr9geEr0KJg1wgP9kv1fHE289XrBPV/aVz1V/BEvnV/ifAnKtHxyyIrVQNiu64NOH656FE/Dqv4TfwRq55at4J1WBC9MM2X7/V7wUgnVGVFZsBrw/b/V8Yq98Jq5iFx6KRS/+3GdviFTLgi/G3qhTy8QCI7voqg1W+rfCPhur45fY5b+wn8I41lpHwMHwxRGK5MUuv8QT8+KJ1+roOBxN5MHAZ8Ch3/i3+8MaFE+D4Wr0IJ7QEnwhxRPQOKI8G2GAv8HKvjiF9Qrt/0OJTfya4i8PUZ5OCGDT1YeFpMBNcQvwMnj9WB45f8GPrm8CEb5pX+QVqoNepl/QhAnuuIwU4Nfi/g9+L+CKAAADZUGaACfAefoMJfDG8EvwKusAk3ELjEEHyr1plEKK3gho73jviPkwaimLxZBK/o5CJxRC4zuxuk+XwFxf1fwFZX/gLgIYzEPOjKMxW2MVe8DbVlYmjdWXl//ROg2x3wxRWMUQtYI3jlt8EVi3dsZKIfbFqK7YnP42Q3SuOfZ4Ifi4IyPfK7VE6DX/JRX+LviMci2P1bHb2xuX0bUZKX2zy4tk/xZCX8Ges/x9Ey8uDb/GcUT8L2MJ9jEU5GMYhT5GxOsQuMRKVRhCBev/Av1bwR+gyA0drh+id4XAg/BEsv1dBq9XXscQrpk8F1WsZ9YnSjWU3bFub/1gERgcNjib9L0L+G6EHTfoFHwwpaDbDm1/iifD3GEKHyglXiPBL8FPX69iiccTfr7BmBdxbp61ghgp6wuCY/eE8IFNe9/wZ8H3hYOVx144/z+O/ors7+Gg38P4onoIPr+BYxkoGekM2Ny7vjEQYZe3wIkOQaegk3xnw1r+ubeO98L1go+Ewb1XQmFzkY1H5YwhgorXgQKJWMUv74FSDMJsJF/rX618FX4Y+K60EXL7V69f3hIIeXnZTbF5t7ESk2LwwoZew18bjiGLzWX/8SMe8/4NMHHfgciYxDxDjYokuriL4N1/IdysTk4yUmaxXWgX4on4Qg0C7Dhf61+tbeOCeLYZEKj2LRxXbGzN+3g1j/hP0KfWiP0I1jKvQnBZ0I4l3xRPgjD/gl/CHsEUGx3xW1GTlz2LzbfO7V4IfVqhDUOJsxxNq0EscS74xdfD/guBj86L1cdBodhYv4FoHPmCuOhd2Y7V/CAMcUTIOJevJX8mAivQLPxvUyK7wNQG+Dbj0R/lxS/DNcGPhICfi3TdJwlIIWDnu6gQaxv4Vxer+CkG9V1UJq+KJxC/Or9Wr1wxBtUC/0CQdTqvrV64RxpDjynTG5dbwO9Ec8GgIl8sQT1D/y4haHKF1lYxuQjHQa5gJqvXGL0nBLjccVsa7pvAwVehBN8+ubrDPwv1grh/Br6vJgJYu+9XeBM+CYDQr+Lq/6viifBJ+Kl4hXg3oIeoJVehS0O/Oq/ocTfw78VX/y6/8ObxPxK8f8WCmDlf6/+BQuwN3XgxgjHNNbnh4nyfEa/1/eEteGRZPJ7nx+58HVdCEG7+BD+X4EP5fgigAAADbEGaICfAWh+z8H+GdYFHjECq2IV1628AgHGK7UIV+Atd5vm/ob3kwaD2Mr9a8IUFXYt/85PgraL/Hcz8YjyJ2AJA+AqPQCQAseCf4CAA0AkJu7mMUdaGxhJuzHPosv0IyrVE71X0GuO+fWFfgx4tDQosmt/q9C2UHX7YhS5GYnjjgaaMzFEuTVCOg18EQ6tX83xXX3r+hxAu0xXa5qF4o7Z2fF9sX0+dmP5yfDIFXwjRJU/4NqDmUQvwTeAqQcYwhxD6xc5+xnYvELi4QC9eCHwFT+B7ovif+v0aKl+jdBrX4QfcG/b/EoS/jtjYn2IQnFxhs/4BD6xjwMAG3HE3y//on/lzu9eJ6xPg2qKVy7/l8Z+H/hqhbPZ4CmojFcFOKJrH8Xk5U8GIRXLwj8N0TKDMRC/wIEl/a6/QU7HE38EX9f+DEer+DAOVwW7/8I/YbxMpvG42uvAxASPhxCJQacCZYonuI7nV7yD/gz6BFRdYonb4JuKJWOJ96DOJlPkbPfGTCHK8CAFPhSDT0FneD6gm/hAJXivt1Wr0d0+XiiU+DXiicbOfOxGlF4UVN3hyiPXCkGhvAP/YcC0V+Zm373vwUfBMI+FvHhbS/4va9+wRc7CeKJ8Jc8pfFsbSZ4ov8y959VAQEGh3oXhFM5I/GKXHMbIET1jGO71i+OJteN1hX8ILWO3rz/h3FE0OJEPTQaHfwgGcW98XPbOzN8HIRxRLqhDVzr8TV5BxN8cr18T8I44m72GcUTvgKTgzO/wSq74fx3S45VrfBD/Al4t7eEVQonX+/1fHE3oUpsb11ehxPs7wZi2Fr/P8J4ogVXghDOOJv4j8Cb4vVwKNUUP4onELKvQWxxC2g14T+f4n3V/VXrhHO90T1+Bs1UO/E0OJd64GRd0Gh3+euEq6rBS17GyzL8GIIERM6/38X6SJ+sFmQQrSwZggR2INcHPwVcUT8RQxEdzGymx8Wz02MRkky4EwR4Ej1H9Rt1oz4olb3hOsP0d4NcO8cQl7L93/gaO//BFRWocT/4Z9fxd2BHB34KPiD/CqIx+rEGqxHsSS1wLHHE38Ni8W6v7BDWJy3qzX/hZY4kTx4NfBEStUtiFxC9gE2/ApSWB05f8GfBGId9mv/jvm6mkwt60R4Ob5BCBTY3ovgQfiPgQPiPghgAAAA1tBmkAnwFqfz+fz8H2G/gTeIXELQxAqe2MUZZOX6Lmlx3x3sOYNsmsZ3hmG+LQZP/4tFv2AIICnejN4Ci+AigbeBkA4K5jFt8CAr+EdYj56EdeEK3g1O6a9F7PK8Z0q39/je/CwrwJ1WxmFFaPxC4kku8CDV/E9fwc4Q67VE67gWMYi7VgQAIdC3Fds7OfxfbFzOlVf4onwj15vnW/4NtaoG2+FPguoXitG1Fu7Z58WiGx8W5s5VwQhnO+cnwyBR8Tr0MlBr/y9CqO/Wr0MVXxmciirFIuN7GMiaZxiMbOVeAt1b4CF34Fn4S+NCPl7y4IvjoNv7AtH6nRv4on0LpcJfsJY6d+Vxbm/L9rb1RP/BJWUGqv8FOLd68HYJ/BDg2/ubpUR5uCjFsqpaoDP/V/pXrBb+AkVfwJQC+WXg6B17DCJ0GtgqBl1N8/z/Kr/Eq9nd7/RWqgIAT61fr9hnGymzHjUeOk6jIhLLwXBivKMefwZm8P/sFgi+7978oY+M+ErFECOv1f4Idf+J+GKv0FPWr/CWLnNjmLUnSqLcQ+3hjQxGEPznUBIQZ+KCRmXMzd78OL0HvBgCb2EPHegSUEXu4H/Oy9fwGQrqGyt9iFWLea8Y7wZhCDXAgUZ/AgAwNd3eMV+xW/H6oPevr+lfp/CfG7bY1nGlG0xC/oneNq9jiXb4CMg08End2xeK+Pzop/OQi3hn1m+I/L5qI9YV4ghW44m/hMb8N/DuOJ9XAnQavAQGBV+FSXe8ZjvmYonxIEf4EHxeSqW74SxxNLjFJn/n7AXg3HE+/X/hKvfNBrgtAl/H+D+iN4RF2Le/j//6v430gx4Ivz4pF7hH4KawlxxIh6ZA0O/zzP4GHO7+HFc+RXPCfrsQvoXXD6tiifAggIqDX0R/mqoN62N8N/BCAmUV3gz+GuKJrlvSov//gQAfK7HSu6DQ73XINzkWY2WmUYhBCLngqGWORr/Eq+OX1dq9cF2LiRtWINcN0Rqfp4xUnPAsD8Rl/AsAIlFbFuXpvDQWVvBQ655ubL//4KWrwa4Ow5Zff/wUVe8Ez8VRHviFY+ZGeTC4ny/dHaDdf4hcQvwKWv9f/SCCde1fVYFzl/wR+bF+oZoYoX8nQOfkEQU2JWBB+I+BA+I+CGAAAADV0GaYCfAWZ+z+fz8HuG/g5+BR4haEIFTxi2xClyMXWEEemXtt5MKfBF8LfHfNR+8IYNrJyfba/7VVQ/sZPMweeM6bsA7AJkZ+6V3QBCgKHgIAGGMV2+DBXPBDVq0EvhzxO8TQz5BsLYsinfFvfF9zFs9vA9AwVjyqs9EfzBhUXYxRA5bGat4EnjvSuOIS/ia9JQoP49iK/scGfoYzwputBd0ot3RvF4h9sXK9sRvHeIf/BbxRNYndaHe7g3g01R3/V7zBX7QlKmLd6TFuf1n3i//FshsZ4d53eKJfn+fRPqv/vg0zeoJfDGuT0N+E/AWoYRWMbitsYp8bGLSrwFytvgJlEY+Ai6O68MgxX/ieX//sM0Kyg19HfpZBBPgg42cuMYnN4t147XBEr/BV8EnUBY/BPWGWva/1x/Br/gm1QfD9YMuKJ9hJWMXsXLWDyr/BcrPpf3hl+CUCzvgPIHAEqn8TBpwdS8/gRQV9Am4onXAXH9fAkK+OJVq78EbxnfEoq8BUAwRo+MVrL4Qg04OvDQpXmpPqHFbFu7S4KeNlNnZ/F728Cf+Cz4Ug08EgWe7u8FX4a+EPhDr8E4MZxzCvvhnFur53TQ4n/4IPjN/wZj2FrfsuX1UGEChx0JitvCst7vwTh+83zV/2CjfAzeC2i9iNdQEgsbzLwn8GFEfwTcUTBoPYQKu/7KynYTL4ucV+xuXWx0U7GKJXmXiOv7vsYi3xy2+E5OBwV4NDv4HACzicPMkRm8c6v4bdV+fVfhKr4omhS77h1W+J+CH4/f8Gp38GPHbTMUiL4R8YpqAhevq74u+O8aB4BIW93QaHYUDtM4ugi9cI3i/ifi/R/wVK/gsNVRuMVXr/nrC9FbHE2g0fg3J8d5KI+//JxRPwj8HaK7wyBdyeuDX/dRNDEb4xC9wr8Qr0OnuxsoytkGtwFL+hD4olWIRSXG4Xq+NQmnXmQhv+wUD5RiJbGEmx6Eo5cjZZUH6DW4aQhngUtDld8YtsRlzgJCjseBgDiI/gQvQzdw7VfX7DeKJ8LvG5dSoGv0MVJ8QrXgVVbeBWur44lXrCNX8P5K0Ifr+fqJ8Eig3X+IW8D8BUlVYGrrwJMWZprd/Ud8dJU0lcHFclgSd9QIPz/Ag/P8EUAAAAr9BmoAnwFwfg78OBgrK1Y/WIwMIXEIJPELIMR/69f+HvhiveFvhb475sGgtks3hboJ/2vorFYLeLR6VReXudAEE9P1DCIlfAsBBX+CZXqvHEITHxxIh5v8Tv9E6qCXzgpg0FsIX/QT/4YoveEvhHi4ugC6+g/8BZ6wx+EEIr0BIVOuEATzUIoY7Wbwa4z6aEvjibsZL1VfQ/YhxD4xHFGjaiZj/gQwTr3hkN4onrROv0I74I4NDsY3X6Cb44le6AlcYilsqKn+OIXZ4YDCti8Vps7E4tiL+BDrJfh3xHf/XWI/BP8qHdBmLYq74Zt3gIL8MoJ/oUQtC5dMolcQiNeBNy///Bir0vH/E6L//5wS/BPBpQMP2iP8T8+MJv8MqxY1C8b4CvRGKHEJ/r/wS7L4J/94ToR0GtaO/y2/v7V/huhbKdSl8CDX9Cid/Xya9hXF/lXBHvhKDXifi/ib4V6BRV/g7x71/quO1wc6/rOXwY8T431l+Gv1auIg1+hRMg4hPeFhW/+l+D74mxM5siNKMUH+XPBx8EnELBr/s8mb5CoQ9jmX++RXxkts+s+Xk2EEZkGvy2QCWiPId94a9HYvOhOKe8I0O6uEFaDX72N8uqDnrkX/X8QjsY4l2xRPhHYohnBrhDr+f1/8FviBPQED4EYXQom/V6HEu3eFhTc/n8/r6yQg0+uJnoNO8MhHGIXf5+g17ASVe8fV6HELaDX/hGvRHm9W+FfjegEcVf4hemGeovwT6wtxzLaDQ7yYIKI9ZNZ/XMupq2E6wRcbOXosg08EQYvdv+kD9BF651eTOCBHf4IJ+W8FoQVjEzwa/1XX8JVl+CT8qMz5Juf9GesLYN/mwQOuWf1esVRXxz3PhFXQbiFxC6+DDX/wYa/1/4fBBSf8Quvh7X+v9f1gQqCjQdVyWCPLXB/8T8H/xPwQQAAACgkGaoCfAWR/PwIghcQuIWn+gVNNgSPg0+Cb4IPhb4S+bBvgpSDb4slrsYt8X8vAwBLoBmVfwMH4cy//4onwbf0RvG7zUbXm/Da+g1w1171g5of2d6xYTy//1gTgTfAgInVhfVGfYgGPxFUCD8F8Gp2R4t3rxWsDk/D+xTK/A8Vb6W1L/oP+wnRGl4JUI9neDTBACfFEE+C6rH6vLgqo7YtxXTYhF8HNEbwjqtGbxPxe6gWej4NC///D+OJXsYt/he8Ch8EACB/R2xufEuOJ/xxO9Yd9D6EPWJr3X0J96N0GfAj/EW/6FRdDJQqtDVgYQU45Td/gQfg5+CHqB1xbM7bresLegzRsvh+DPg3mqDvwP4OcXH/Gd/giriPiaxL8I0SmVf/HeHqEdBrehj/EyaN1+CjI/X6kFwq//g4XvIqxpoNL5n/8J9Au77DHS/8Vl//r1bE7UQzlzhgFF8IIZ0Gi/+JoUSbPEyHfoGWsMOxsSbEznRfBg69CHp/ojwa/8XeZ0Oc3QV6Ec7yC4kn7FsfS1wf+TeFRiCTkGvxD/RP2Llu8HAIMRLW8mJIjNBriAnJmy0CbWGPgvCPx+OJvL6tBr2vfIrfGViEry19H1xKvJXWM4ol4XY7v97/SQZ8H9CEN+PV4rv4/9X90VKrr/1fw5V85LzvBn9c0TxCI/z+CB0KJ6AyA76ivhnwpxbO7Z3gz+EaD+vVMo7dkGn/NQhekDGuP/RW60RkvL9/G0//iMRtRrm7waf8nySYJOfCzQgon9CHxCtdi6wtrBB8bR2xffOwgTg3X+MRHb4IKX+v9eCnrixHX+IXEIy18FGv9f3ej5QdX2IQK4muDz4z4PPjPhyAAAAtJBmsAnwHrgn9aBQ0r/v0X/6pVCCi//0/gu+Cb4KPh70DD4Wwa+r/DHl+CP4HGCMK6q7PiuM3boBCAUOwCAegFJqovwcUR5cXvg3Rug1wh6DXVYXoW7Got8Zy88C18K8UT1q7oBIAQMYiXKsgf7GfE0Z5NUTvgT+oCPgzOwgbxbDKvvDHVvC7xaPqsK+gffgYUR+gTASKwXgeEVzwJ/wTZsckOl06798GmCrVAZqFsb/V++q1dT/BJvdzGTiijbEfgSaI/n9CdUKd4ih3dm9cGYtilfwmDPqP6hvqvhvwzQVfHekBZwQ0LRVY8FtW6CICBxzJrsM/PrQlG79E7oEddfBjBkeHeoC1qpfAqqsNUEnxhCu3g9A+YmXwMVEan8FatWCqvVjd+hXQbffEyYJ+eN9VZNwV5yEL+P1ivwghXQaf5FeFd0C7twJUBA/A/gUJbgJPwR0LfFyl/FVdwbf8QhT1s6vWE/UGPXnfwwEcv+Cn+E9cf4MViYvGesYowy/VRuIJg0+bG65UIfoNew+H+v9f0IRS5F6p1O5fwkscS7VxMGn+TXMjPLhGr9hL1+Eki9Q2f2fxZCJt4Yfivgwq+OJtBr4Jwpe97uiLJ75BcO0qi5rfr+qBFocQj14TBBBod8Uy+Jq+LiL+Nq9csnq9jp+RdWYE/X0N1go+EQZQa0BQB7EcMU/+wNgnGLY6FBe674ECDTg/+FER64T679X9O8noG1XqoXvgnr1bFEisGn/q/1iiS5wj65eb0EOgJGhSyjndsayl9kGnoLP9VUFNYJ6Cb+Jor1oXJRKEfsQTjlt8fQuJSbF/uoCAgz+QQvwzl//v0R+gkCfa99wIqI0nFq9DEJH2TGJZS5E8Gn9QnJsfQ7FHTIQ/75sXn5JVwYgzg1GIPXxC4hcQuMW3w5S/1/rwb9eFuIXEL4FwEGv9f6/+Ig74YkOgXy/AgfEfAgfEfBBAAAAshBmuAnwFwfg+EL0Aw9iFxC3gbPgWPgSPgu+C74KPhygQd4QrF0CbBusN9DXPBPxiO0nUR4yLo/wIgQ8DB7AcAj/rQQfFE2X/x9cK5UI63jaoroNDsYHaZwlQRqsEPGISXHMbk+V3oj1gZfhg8mJ1qhXfr0GwtjPL4W+FtHhlSYMat8HGMV6xm2mrH+wUNCHPO7yUbvJ+EVaDQ7+EKEvnd2NnsPq/6viiX4LAcq7FqKNsYpdfwb+gQwRGrVnYfXYYycMoRWOJL/EGuDKhL4on4IcQvwU+H3WCri5y+2feMdUj4fqzw98OUbvE+w9rj9f/BuhDPgpg0xwLfhn9CX+69HesC0AgcatvAQAHlW9AUVYxxL98Gt5d8TBqd74++CPGbRWxqLSpF//Rn/V7o4FHwyHVfwzg44EOuLrhWxeNr/L/+reGRNU61VwO/wqvZ9PnrUnEQaf8k2Hqv4T+BVBh0kr9fyq9YLeNJWei/+62y//9RKI/yLUGnycJyPf/RX8NgUvmsbnzvAQHwIH4jL//iF+SDS++LRnxRN4p3iuOIX+sBOAQd/or4vt2B8u9/Ga5N18Gn+CT4KDYon25MZ8UsczXzuqFx9AIx0Vc7GfT/RHrkg19BJpfQReU5LrQY+C5CX1w1y4IvwQQaC2GC9/GBmTPrpD3/X/iKK+KJ1r0/gnqtX8L7wx+DT8ox7wafWN+JoW9+r/C6v8Mr/FEvw18Ma4R8Mv7vDHHEKK6g04Oa9X+Nrib9Uq+r/E2KV6+e6CGhxNs+4NP9q+eUcT79XxxKvXE4hEfUFvgwDPxeOIW2LlbrGS0yBp9Le749CH3/Qrn5L4JMbCcdsUsGny8JXwnLgioMPXPeL46LseEQKMGohcQuIXEL0BgDHwp8KdQ9iF14dD2vwSBJV2MQuIXwPge1/r/GI14OOGJBCBXEiODv5fifg6+X4n4fgAAACq0GbACfAel/gSe/8QvgMXKIQJF4FD4Fj4Ovgu+Cj4eoveHvhTWaCLu8cg19DWPg4V6HIt8YtzMMP/8IiUGVrAwBCLxC3r4sk2Sgk/QImvzFso1TdhtwxTFr9a/X1rBqOIX4oRLnnzv4J+/0IbwxXv17qE+4O+yfPROmw6BTg19f/aK+K8Wpe50Alt8V4QBQr4xbeDEHyv8eiP4nWLq9ejevGgafwQyeT0kGmGuLjacFeqRIUS+gOwM+gwMxeK0ElRkusv/6M3iVr+TEUK74VrhtT3UH8GY9jK/X8E/wZ/Dfg+CfXWFvhigv2OZT81n8Zm6VcEYIaryf1/1wjXLBqLYYptf/E+DpVUJ3goAgoMnb4Oa4PeoCF6gceoH/r8Xrlg3w1vAkK14O6sY3l5+r0v/0Z7rXWv5OIg04K7y0R5cEIEn2Jk9Ff9X8Eb8M9fwb/YomxxOvgQfVX+Eb9f2Nl/xql1OloQid1Er/4yDT7qBXocQmvCnO714Y+BXB5KLiZViLRecxiI9MuFgRK/xyM+IXuF4NP/RHsUTWf4ii/uwIPwYfRMSjvG6pzwK3fesd8liFg0rkx34nxXxzk9ZmNzd8Z3oXn7nhjiiYN/vGZsSG8UQy23+Ln91BAr9Q0rH6I9YQ6xX9fjINPrbuwLWcQvw3VL+v5OBE/OMXyPjFzBn/p/oa9WGfY7NQOhHwZq3cCnVR+OJvWK+CbiiXnYQPwZ/XJd8taGvQhcQvUEfUf8I3iOdnzvBn8vCyI8lTq/xtcQr1xkoufbF8qFkGnz0Cr4IfxV9oV2KX4+qgjrgoQt2NlpXGSHxLBp8uz9avjldvhbELMu+sIUR/H88T4HGiRQa8E2IXELr4Jtf6/+Hu/4LMQuvgs1/r/X+v9f4hYOOEKvxCCcCL8nwInyfBTAAACyUGbICfAWp+j8HuH9YFXr+agFt6/AkfAhfBt8G3w98Md/wbvwS+gUhihhAg9Yzp1GIoM7JIuBIJVfXS8M9b/noY/6v4iuscTLeFvjsGxP6/0XtYehjjJyZk6jOVfgeHi3J03QCC6r6/xOTE0I6sY/tE7xFSrfAg53g0oNH34+h7+C+sWLen7AaHovr8CR961QhqxOXQVrg3zvBoLe/hihL0f8H+t69bYxRDneBLaIzSa6s8IpEfX8tAqoR3wtBrgmEoX3wT46WVN1/i95K1jXEDy9iM34fXWiJ1u6z7qE+vX6FWdwPMGnBOhPUKJqusNcXPbG5sZiF+ClWeCyiP4Z+EaJ2vXowEGs3oR38LQaHfX9YHAJ/DeMRbFDZ+bG5yJbGLYl1rF+gWUK7qCfr2vozwacEevY9Hf9XsYi3/W2dn+BhVm/qsLKqgYUR/F1ar1c8GIRquDX8UQwvf0ryZ6Ox45/AzK1dL+Tg3xjKMs3fDGT+6/rBPg2qBn6JoUT9oQ9C2dX8NarV+roYvNje+IlxiITHPhaDjgv60IesVpf+M+14Y+Jev6wFIE8bFzpi3t4KKM98KK/whBrzIj+CrQolyaavJgYALqFuUKehxDXpcgS6/g2whl4r9E/i3t0DbYxDdYyR/DgmAgr/oLURjxHwhV74QVkGv2KfeJ9eiP4kH9r/4U6AwC+/wtV/H/NvgkRXINOBJs5CNeDml/4j8M/q81dv/zUVsv/6tBp/qr4on5KoLZc28EWtB3wvsc9sbl7Qaf8nxVdq/j1NQFwLy4J69QonPtzvBp9DlG1ey//1wz9yiF+LrQZrAgUVzFPjc2JYNP9CvifhChmTP4vdz4T+K+IQh/kV+oJVfrV60bFE6/oVE/qjK8DrBuv9f/BNVwQdgV+IXELpfBQECYlpJb4hcQvYBeOIWDviPiPiJa5764qDj474Ovjvh6AAACkkGbQCfAeghfAs6ELQhbwNHoBUevoN+n8HHwTfBB8MYONgrQUfwbrwKPFkOPq+InxS/EawOG/iPjKFE1id9oJdi3X0G/C/rjENp1EfgePgSPgySvjES2MW9VCNYmryYj4YaEOYt19ing2X+NhG54vnfXejPfDC/7jKxvoNenRnvJ+E64FGDXDXwNAELwxxyE0r7q/0r+EvQH5q7xAJvBjyff+CeiN5fifn3wj8L0OIIJxxkW4Dpg04I6wLvHRdNr9f1QT+CYH6tiUJxi0u8DHBT8M5MlBLpMTg09DEvwRoJvr6xCLjidY4nV8CKitnXPrwINEZVBH4miPT/kHEETv+DGDT0JebgQUdvCYIfhnL/Ao1/Bb8EO/Dvrk4hDOriV6DQ7+z0OIe/wziEdY3SbGI9iTl+FfDPO/idYtod0G/Ah1z+hd7fXVAv9dXAyo71wcy434REQacEMnoz1m/oreGvUMel2CbT4b0XPidqNRadPQQ9kg14KbxFDH9hVX/V74ECUXEmyZjZZzm/Bl8OfCXwRcQvyQaeg49cXXoe/YGzQt7JLga6wPnwKH/X6P18ZiERIGn12r/q+KJX0ryi2W+Of/EII1h/XCN8kGt8gp6xTQU6VVrJj8i/VoNfrMM8dr1fxFe8R+G/h3HE+6gh6/hPu0VjoUlfom8LfgWlToGn+jSHZFLx3yV6v5av+r3hxq9DUcQPRuDT5vRHxRK+IVrFLr/430JV+tX7JXqxtW8HnFs+oNPlxvwUd/yjEIsUOVW+L8J6Ozv4McYrtBp/UE9r+u0V5uEcUsg6S2NnFGlUYiW1wONKyDRf6X9L+v9f6/+GsQuIXELrwQgq1+YIKvELiF18NYhcYhl8QqgSBCBfAVsAAAAKJQZtgJ8B64N+v5cDR8C5xiBJfwffAhfB98F3wYfD3oE3zUXqwT16DXhtDcqoDXxkrNKo3P3X9YS1zyLxdCH8T8VXtfr5+CK73eDUvr/QhCX4H4Cj4HCiseBeq2IWXG0I/jiXqsTRuocT/4irKxGDVfoS/wQ+AjgUovnher4t7fq/X1933C/hvWsnBT8JoZ3hCrsc94NcdxkJ2PDoFisf6DGxiEW8CfVzpUR/ehxLtfC/wv8M/BjBqLZbfBH8L+Ga14R+C1+P0LxA5R+Nzd9YRhn16p/z5OIpeJoV3cD3BpgWKE9WWvSi2V7YnPkW/s745mdsW7y8T8b8d82Dcewgbr9fsJoJ9eDfWDD6Auo7PloUT8CHRyCFnd08ILg5HEqjGxiLTqK6PPJUP9IV06EOYt/1UDDXo3esGvBX8OyVDaE9jJT5Y+CGqA7AWfHBCTC+9iKwjg1/4+SoT60ZugQ7yfIfwS/nxsp+44EurlUnXJBr/6EPXXUM9av4MfhH0G/X13g4BXiY3wJFEYoQhD+KxBPyQaf4KCVUX1avjiffr/05RqEnIvPsX8YhDwafWCPfDqvnfO8ouLti2QvaTN+WDb/JkoHFGfrXuuQRE1giqx4vY4hC43wWL/wIH4QVkGnxeBMDKvr/rkwUVexhIhxoNPlf6I8tAbNY1/D/wz13iKK5iiXjPUGnyL7oUT5K/vhZEf05OP9OsEwMfBlxrEl/oNPn56xJrGIRfoMAjvaxUvm+CQH6/3g5FwEiisQafNy1xkghetCH+el/4MuLjT9G0hCMfAaL/X+v9f/BNiF18FWv9f6/xC66AmhhDn8B3BjELiFxiGXlGLaDq+8P5xCBfiFg9+M+Dz4z4cgAAAu5Bm4AnwHn4JA1e7YxDLeGfgSdV3gUvgRPgavgWvg++BG+Dj4KPhj5qP14T/iROf3vBpoEaL4cGOhso+qK8Zl2O61c71fX94vLm538RpfmEO+DXgjxiOXTouNzY/wECiuY3dvBxpJQvKiOXhPWF8ix3QjvNUqdB7BthgCH8vgSA34GgCQh7PDD8IZMXQhzxdXOoKV6sQCZer0brO/mBPBobwx/2CwUVleWta1LtILv7q/QONbBQr+EaI3hX43v+81Cu8jVqw0/glzvBp/wI16B31oa5WHvgQQdIqZVgrgQaI3jfhUEflfl1k+Z/CtcJoV7efqyDM3gH/sFgwrPmfrXg+9A+Bj1cgthd2xbLTYiNxcIX8brS8uXiUMTwbV9d8EyGvQvdFngegOOIXHE3+BJX9YVycShXfr0Gx36DHq/hi8GAL/hnwR0NbqAp/SV/hDw7ql7BRv0M6vXoNa0XqGIt6GylykUXPSvsEaM/QCCq/cX0PfUSiP1q58GOdx2mvpAnV/G7wrg04OfAo1fXr8R4XJ4Tq/VorvCPwwuvr6/G/DfxeuGJMFeDT62/LQh7ogGHrkoI0XqGq05jYTgvFWMhBJq2W8Cng0+tPFE+O0d+hlEfsfxRNYECj5/AQAIbwt6DxvBBpf4pYNP+JQh/IXwSBm8I/NrCvqvi0J/4JQjncvIKJ6jkZzwbLELBpf+r+MG3l53r1fFsT7F+WL7oPf29+LIIvXoj/q+KJxROchfAka4Z6efD2DX/hZX7A4Ade/voUTiiauAqaxb8E7rCNWviPMOrgQEXNmAf/9grGFU3tI+MXNZIQZ/V/dd9cEe/tCXvQmqhfr+FV68JcUT4CAot2NlFG0Gn9r3Xf3zUgX4xCvfCF11hbimU38D6t2NRT4xBp/cV3EdivcsmEqEf6vrl4tHfzGx0rt4Z1wEjBwv9f4hcQuIXELiFy/4MwQQQFCRMJnX+IXELr4YxC9eq/ELVYISn97QInEQJHwJHw7AAAALGQZugJ8B5+CQOXu7wU0IbwY9fqxr/X9YEb4FD4Er4Fr4Er4E74Nvgy+Cb4U3husUGvqm8DEBBov/gQYIQnd7eF/gqoubHY0qVCc9Cu9Px3X+OIU28uOc+aZg1GEn6VRSvOQonkS+Ml6+ORHx3Ta97wj83xOtUI7xHxGDgcQ5858UTiNKLl5yrA5CZFvCyMx1Bb136N2KJXig6veKdD2JA9SBvrWDV/Al4yUmR/B0Bx/XiqXBnxRDPu1fFE+fb9cUT4Y+GOOcXRigaC2EjdLjWHfYuWmv0Me8FFHbEKXFhj8L+NoV3na//RO8d/Xq4ZWscS4wbuB9gzO/gQNV+XWC6haO0LZxRti/X6Mk8P5KBdrQv50M7FE/BfBoLYwvTfF4hBmhRNYir/Al/q2dTZ4EmqXrqusnxIV3vEwbcFuOJvWDOrUdleX//4J0Rj42uGaO/iaI96LWT80GgthB2rgh+H8RCr8CSKxMTrgvpGeuO+FPhm/m6g14/qDv9G/8Pq+Nnb7qBFVi+GL2Gc+beCWrnX86N+uZf/N80GnBfeMCPhreBJBB4Y/FWMRb40hRdzGfLGIhMjngyCeIWDf6xmhxCXiBM584HADHi3L01Xoj/HfEQbfeEsuvYLNYFYEMmCdwc/8X4S/CiM/iMgtib+CLQuWmfD+qhzFE+EPQEBoQ/X7CCtiCTWDS/wx8u8m8mhs5c1iFxxLteMyYSwa/Nn+f4Toz1yfGddjif/1fxH4Q8GE3d4xXjQafPxlcVeCLiiaFE1k/q2LZRI9H4tFti2FLIM/urr0NeTiV6hS/avIv1c8Kd+BQ52XPLneDP/k+Iqr6Ajdf/JiiaHIV/Yon4v4tFbwt8MAx+BZrAq4NF+hTmv0ObELjFp14INf6/1/r/X+IXL/gzBFBEh74hcQuvhrEL8Ia/1/r/ELBxfLh/PUMQefGfB58Z8PQAAALWQZvAJ8BWH4Ef0HEyhBCBvl9vrBjV7wffAhfAsfAlfAtfArfAjdYGj+DD4W361+teCnBrkAgoIvjiXHYux2Ic+I1zqXodu6vV7Xgtoj0vBD+bxXwt81dXhHBrwZ4yce4v+BVV8bKrsbpOvj5M++EfEUMfwl1+uXlq5jiFa1BrwYouVDZT45iXIp4a16J+TP8I/E64frNqgTPzYNf8BAL9Xoc9qwTUV/dXKwche/Qj/YEavZf//OC/4M/0T36++BFg19DW8TwlmYYfe8WTv5dYQ+DYMKmUYraXL//4R+JzcFvzb+C/O8GnDyseD76d4IqI9C2cUBo3jJDdIool9/ie/58J0K7efwadoT/9f3hLR3eLZTYlUXmx8WyXxzu2dkdZfkCF8dBsd/B1kwh+BL+H/BACHwJNFYxxNscStMoslU3ia95a94jB16v0DIEd4OAFKjsov/VIideCL4QqoFHqEsW+ui1/XGVxFY/8JQZ1A13y4hcIs9v6/OiOTYf+GwZeFd6EVxUGv0/mrBD6CVEd1AVfUCBr/HEm//hCxs/sT/Eegp8V6EQbfWJ3WhD9IR1zDZ3c8FAaVngoEK8mjQa/W1dQNvWjP0Fh8nCCO2X//FuRS/j9cIIj+GPX8RBr/wl4n8GVYmiPVa90L9yo+tr2rUX/9WxZJfa+W+IRnN/wa4n4n4nXJncviievr/Qu3wcK+KJrG69CHrBt9jN/wa4kFPi/hFIjzUvwUfF+PyZPwh6+DgOeGcGnBrXBPfq+OIW/6v1q8mCfVBQ/6vWEvgwq7FyhQVbGKfuQaffG3hId1ojy8J1hmr1hLl//zuVRFyu2fg0/qCVGel/nf9XquXAgDdd6K/6/rDCxbu2LzYzEE4xb53gzVfpeCjX+v5Ev6/1/iF14OQ0LFRxl1jJYy+IXGIU7GMW1YHzYxEdqJ+v+GQjn9j4xc+DURD+I5jrN8Hvxfwe/F/D8AAAC/UGb4CfAVh+BH8LhzLxWm91+fzwjEIN3PAg79X8F3wdfAlfA2fAvfAwfAqfBx8F3wQbwz8ENFc6Bzg0Fsl/AsAQUPfwW/CNFbwS1/X+GsmPo3viLyfC3HErrws1i8dUidBKrQacCT4SCSLlvw2G8bKfXxfSvhurb/oUQj8frCO14Z3jviuOIRT0Gv+xeMnuOBmAQKKmxil7eAnDr/2e14J/hnS+FPG0If1XqxHxVYtfr2vpeg1/HS3xKmx4R3Wrl4Rq0voR3iOd87+EAzBrgagMKGs8Ig28I69Xy//+C6CTu7sUvgh5PdP/6hvxOTHfEOsOfh1COg1GMeKN10DChT2X/9XYtHEA4ZGXAk0ZM+CbiiX0b435aN+u0Tvhf4Vp7wyitBrxaEuuvxzV6FuIe2dnxrMdS7O78LfE71QjpH8I+FxaIz4IYNKAQAKUL75KFE0dlxuHmRLiF+BxRGPgt7HANHwz8Tr0T/xtejdQ4lfb/gzO/VYhC/gqV6HS0y4FADPeCEGV8G95w38QhHSDiGV/hdegz4J64bQt9fWIXVXo7fG1WjNKfLzUgV7Xi4NPqgOik4b+FOkOky8bK2X/rUw4gq8Gn9LiiF9BHxzov/6K3jfULeCDjCTcq8YvLGauYuWx8MdQQIzy1B7Bp/QR+FPiNHdeGcgz8dxSvwLQHHF5O1cI1zQb/Kd3neTh2i//+EK1dQbVx3zQa/JQOqM/YHDQtlvZ4vsBkALH9CHqgabxz+Kg2CbCHyMSMfIxIx53nY11XWXfBMjvSwl6rrm8QvhDwYcYoUWTQbcN+EKEPKOIX8+C/9f/G+14I6viiaxn4WxxIrbwJFXYxFFG2MVt4NOBD+ezszrhKuMvdXkFE1gRAIOchRXPFijjJjfoNPri6za5PQxGevV+oJ+oisO+gXawYAjWs74rNkRK8Z3g0X5hk+cYhWmUYqX9fDWv9f6/1/r/GLfELpbzi1/H5dcQsuAwPgaaGMYxRLjYhYNxEFswvpWSuW+Dr4r4PvivgggAAAtBBmgAnwFYfgR/BIHLu7vBDRm8L7oCV8F3wLHwJXwKFe8C98DN8Cd8CR8FGTCODfBgBBQ1/gpVOq+/F5sI6fhGvY4k//r/wQcWSvqfhv4Rr3wjBqX//4T+CXwIIVR/ngXQZq2v5cfpY6CPeGKFReGAf+IrH8TXugjRXg16XsYi8sbLnxiLTLgbgfS4T1jfrWw3a1/HYNuBJRt3gZvjvhDiibwn8b1/0NBbLiOdim45/eO79YNDv8Shr/q+LZFel/4IPwwiuYhfDvwzRn6+tX6gh6VG6R/BevfBj4kGMGo5hUHX0RWv/PvCnwXAWEIRdiMLPo6SkXG1Z4r1q/wPHweeT5l+hXVxfnkPe+oPYNaf4ZRXvBJV8Q4h86PnJ8O6S5+OIMteR/Lbwz4NeP/Ql9d6vWEOdzZG9mI2o4m+chFnJdPy7yfifmrioNeW8IUVsT+BAAQPwldQNvWif9AWVfrX9UDLBzwQ9AKir2KnP4vVLXoj4onFE9fVScdBz9YRNQ1lF0m/gz+GpekR6Ezn/givQi+IQx4NOCGxzLTLQoCivdgkau8M5hKE4zuYyQmNXFfEI3dgMAN/NBqv/DP4u6HLo4mThhHbGd/B0Ag1YRcuvhxEfxBF67rsBAlg14OZl/4RojyZh9YYyXav3CXevyDX/E5RT+EQQdeNib50LxTy8VWyIKOYhS55oNP6eIFxJcIVCiEfX5avXCSI/wl8KeGvwhiiXBod+oOfFiZuO1hoM/gwCaK9CiZMdxRJc4FwGAJN79jFFaZRRLYNeH/PzvPwivY4lb/Dfj69eCZY53bHO6N50cuRMxuDXhfoEwElX6LrVX9VSp+vXjvwvQ53TKKJxebsI1w0oMxUuLZDY8Gq/1/4NwYfCXwlr9BR9f6/1/iF14IQ1jEV2JMDh8DBoYodBlkiVYk5/P5/wacMWdAhlPyXyX4hfhiDr4j4ED4j4IYAAAALcQZogJ8B5+CQPXu2MRB5UW+GaveHvgu6/XvAnfA2fA0fAxfAmfAjZMEPsCP8M2XdwbcHaEpdf+CHX0OJV7Xgn+P+f4Rr288EHwtrgyXvCFXPN8TWUGh3ric5C+CcHKK5VAXPxMi8P9f+ehXeNdY4EPjq9v+DaoHOuF8bFi7YzSudQx8ZJhPJk+I4tjFLvCHxVe81FaDVf7/8FgR6AaFHqSvw38I7xO6DAE/wh8dQrvCHwRBnf6Eug1sAgACn8CElfF9hwQ60RX+CBX8EYisTmxT+Cv4RRurCODW39UJfy+wO1WrgTFc+DBUy4RBQqZcGPFE44hrTZNcbjllQ+DX6vRXsW4rbGT2xC4ohnY4hHfFE9Am/P8I3yfBCiN3A2wacG1Yf5f/Hfgc0Lbws1bFz2xbIqVcMgSfgTc7+O9gQNZsHVdDvmo5NcHKpVGIhulSxnfvneTRvf4j54NrDzV8Ytv1bGz2rhbELW1WkiPr/wU0Tr7ROg4O/ggCPhiivjcuNi2c/Z8E9dfCHode3l/+Cb4qTCuDbh+l/4R+Gfgd/gmJv+vRnvAh0d/0VIuwt+hH64hEfxoheov/8GlQLM9D6v1/ClcXi4+2/DVGQVCCFg3r6iMv/9HempPVxqI/k1gRqv4HAE/hrr9Xk4z4jwU4Naj/E0Z/N6Bd1m/RgIkgqNsWQxcf2FvmVnxCv4NuKRnl+M/1/Brjs2Fd2BwoW1VBN2Ba9/iPxCM/whv4MNcIeOITUGuer0/1e8Zrgmquql6FKsRV/CHFEKK64LIzEKl4Yg0O/wr4Roj0KesIUV6xvqH7wjxRLoUS/CHHOK2xqhgFBsQin2b//5PiQln8/n8GfAg1xPjtv9D3+IXvKEuqV+v4ysf3m+OJt4Qatnd5/PKOLPwaL9Dm1/r/X/whr/X+v9f4hcQuq9X1X3QC+/P4Cg4xCAq+asDzRmg4OgYyn5BHfFYhcQsHfxPwf/E/BBAAADBEGaQC/AefgkBEO0uN2HwRme9rodX/gm+Dz4FD4Fj4Gb4HL4FiveBo9AasnreDfgQfGA5+DNBF6+TW8L/BDxxJ9fwxXrxPwj8Xg1+zu/BLlHEvTpYuvePonfD/x69i3XteO+Owb/8vw+j9jZTcyeCICQrJH/WN2OIKdGKrzdYj/r71XvCGlhnwaC2EL/CqC7sbmysbOXt4FyiMeMojWvAk+h3r8K6fqifvCHwhXtfr2uv1MLrUGuBYAy36I/xHxHwppcHPFEI8cTbxP4jxNXrVE7O+Lf7FvbXAn/wL6F9Br/n+fRffBB/g4V8YoUWSNqO3asdxRPw4jdeI4ohl4Nvgm/DUGx2N1/4X1hri8QPR+LlFdHONmLrv1asLaxNEesRRIvh3xFZdQJ/smMW8GtAZPQJOX/wSdZoUoW+d3i3ti2X2LkVKuCEH/hWiMxxNscS9ScJ+cR8NfDKNLGKvQa4KNYU52J8DQBnV6FE/Cd45+Ky4vr7Qrug8DPHE++F4NNBPwo6FxrbVpq+uGf5kR/1/iifhtWqx2vX9ejdVfxa+Qa4KOMR/eBv7/rr9X+FKuAh/gjxbu3wIHxyv+r+hC9fEdwJ8GnD/wz0BU+Cji3dvATISRXm0Nxmb48TusmX0I/Bp9UNfhT4r1XX0N/Cl8ahbs+X8F1WP0R+kMk4jw6EYNP60Z5RxC/+CziiaqBX6AUA+8ZV6oJetEfqN6uDVfyYz0CTIIQtLYDYBv1ojs71QJvhCr/oj+kr1UdBss8ZV/O1f7V876x36BlqgXL9C2z+OZrP1/+r+XJxXhsMb/g1fifyVm45k14yr1UEOIR/CGqX4TrSrgw8EAMvHg08NuDZ/45iL0KJkqD/7R/1gh/Ct4aDGOZBA9sYil/H4xTd8VIfg0O/hgHdHcvvwh36yYERb/vLxRLxRLxZLsY52/YudC9i+xjpLid4M/BOKvefN0n0v9foQ+IXELiF8I/6wfawEVzf4/0CTa2MYpadiFxC/sWfz+Dc6BDLXe89wxB18/wIPz/BFAAAAMJQZpgK8B5+CcEHENL3d4IfhPWCr4e+BA+BE+BK+Bw+BmojeAgPgYMmC32BN+C3WEKK6DTgQfCQMUJZ8HeLdvqwhr1/WPqdPPXqwr8GR+oElexb+1qCCvacdP8LfF171BERV/oNPrhtH+9Vbw/V/5cI/E0R97+KJav/xFF7X9VozINv+CFH5/ghV2JZ/AlA2xxCPVY2r+Efhnr/w2kTqwSD/C3x3X/hj4IAQwbfQ1CZkZRfQXrhjVejMTLwjsWze8MVq8Vg1r8D1y//+CrJxHv8IeJEYohfnV69E98HtYjrJGfCwIcbFl1oNDv4V+P1ivhb8MfBgiOfBYrmOJdvE5PRu+VW9gz+Cn5/EcQjwa49+E94IuLIUQDiPxiu5iCQ2YRHENqXFfYIb7Xq4ZXoNcKPxmsKAI/FsorbFu7YyU+dnd4tkv4I/T3iMvoR3z9wKMGnBYhL/q9Hc7EUS1G44qXHLbHE38EIMfgScWyO3XXr/yk8TRO+IXvng3qEPjNeDKhLHggCqu+DnHLb4GnFE+gzbr75oORbCVnw5jEE2mMZKJSC2NWkT4SrCn5Ky++sJBjwv8E9Cu6AjCV6DfBd+EMXEn6VVgM0BIAq1gdvguJJhOr+ernwfWv+v4hCP79V6Db/CvWr/Aq9aO/yUOJV8YpuysCYBLxkWXHPICxCGegljEa5VTdKvdcGzw9/bV6wkDrsKehNFf5Fe+EVfwLALUV2Lciltfd4JN1HfEIV0GnAixIyL/8CN/VjwtxRCPwlvdGb2MVzqEv1eDX71uw9R27DvGz0s68Kfgg+HPQIPiEMeDV1+Of0mfVhz8CR8CVIvCHwgI+GPhD4KPgwxxJ+0Gp3zveT8Pdgk3h31+ffBJjiX7FEiB8YiiBxsYSDUkHsdI7EGvDMvCGOIWjv6/8Gde8Ef4lX+1es/wTBvwQTb3i3EKj2LQkVtjZg6oPiiYNVwriwkfD5nz+vrX/g8DVr/X/hUIVXfDXgYOEFH2SRfk0mxinxsQtKvKcPvfBtVTHgjv4P/ifg/+J+CKAAAAC/EGagCfAehf/0CRqwx8PfBd8G3wJnwK1e8Dh8BEV7GLbELYxcVYd16LN4QwacGPwVoSkFYmrL2evXrxvwIXw9/R9eG6xfrFWF6N1Y7Bp/wji2U2f8FNXscTqsnwj8L6FEI+oFf4OfDFdeEq9rxXFE1RlBp/oPor/Ax7wUwT0V3gr4omTF/H/F9ef8f474Q+beLwa/QuUH3TmMUVueBABAiOVXeEfiaEOefJiK9ryV7WvBuLYQt4CIoMseUBHKinw57AZnv6hjSwz+UQhDeEclAy1iK946r+T4IPhgN4mLg1wVgV6y0Z5F8GHwZK58IdDvX0g3Q4hlf4Odf+Oq58CD8P/Fwa/i2e9jiXbGKIHtiFGlvA2wU9YId1jtL+agZD174+DU74t7Vjud04tndsRn8cQzt4RE3wVVifno3ef8QrHV9XvjYRg1wYfBAH6FsTbwMAH3PmyMW+OJF38SBN34+iO8fkxNG7xPp+uhxPuoOYNPrCnxAElDXxxN/AkAdb1RH3fAb6v2Off3V0L9fX1EdaEbdcGn/DGLhMLqCk8OUZz2GcUt+jP3WLZSf/Y+rvDPoNep+oQRu+DK6n64NP8FfGofSrg6BqCM27sviMcQnvCml/4X6fBb+DDqKRH6+tf3U8GuCr4j1aOx4N+//hKuJX/UGNCZT5G9N4Mh1ehH9L6xKvN6N0hC98P53gz4EXwh8JbodrisUTQxF+8DMBZ8F1HesZQhliiaqoNvrEfXqDjr8muF112AzgF39K/QIqvPzemiMg1xOsRkS+hLnQCoA7+Dzu/8M9+beFPhT4EL8V8V+hCWDX57CPXwTT4Uq/gvBl8GGt+DbPk5fE/Plza18V+DzwdBAxbu8YoVWLYqR/EwbHe+WxCLWwx1B94V1jPhB7w9AjAS8XiAHGxkSDrz2Oij93gnCMGnkFXu+tf6/1+jPr9X1+GCquq6Vfn0+xC+D8FFVEfEeHhGv/A8CsQjCXIYX/tt7be2MRb+BpwbiECmJ+BA+I+BA+I+CKAAAAChkGaoCvAel/QLPgm+C74Lvgu+BG+BW+Bu4hZcBQ/A9+wFD8Fv9AiT78IYNcd3/eEPivjt4Fb4Nu/8YQabCpjc/D6meggF1jmq9fdBzTcGcTRsvE1Yg1/xmsR8IccQt/YR/X9DiXRxrCPwQ1i1gnYR6wzPvPp+EcGuwj7DtYc1hjr/9f1hauVjiWip4gIrFvwQfBMH8cTKnj/YZ96ug1woCFFdjZ6evREd8GoXV/CG8+TgR0bvCHX/6JfHEr79W6E886g1wwD3Fs9PXDdYJqEPdB6r9RHn0OJv0GAL98CH2BmARqs3X4liYNcMAQegPVEfFE3UfVfgv+JozyY/r9exxNqvxkSk/wJSI5BrQT53Uj/V/Aqh1XrhyuGLXDf+hHYon4a23wWI/dAqH7qC+4NTvLhr4b+EfhmrmKJdCif1esdROxxK9Q4n2MX3iBUGuEMmKBX4QDfxfgh+K16K/k/Kr1iu/0bqFE4pYNuGUNetOQcQlsUSK+xN+r/q/iK/6gUeuuM+F0ZzHEmwqoNahWttDel0GfhnwnRHzvWMr/r6E/Nrv4nGIU9dQVwZnfwUB3oNb4r6Qn8lQJ+/F6430N8J4Oagf9ch9LxNHeXDehkhMf1RWuoZl4n4mDSuTJmwZA5V/BMDlWri8QQQ+tXlwng0r8TV4jBxrF62JrhD0Mk4lXg0rsW958M5cEzV/DXoDAleqgj2vBTBodhYy7L//HJZNBV6r+CmDX1ebL7AwAQbsCxoUS6L//LxMGuI36v8b8qP+hi3kxdXoUT5dZPgi+ONqs+DVf/DWv/Dwa1/4CCBlYhfAsg414KPUPfD1cPa/1/r/X+lCcFP4eg1+KviN4Nvivg++K+CKAAAALkQZrAJ8B6Yr4e+Hvgm+DD4Lvgo+CbJfjECYKPh/7AOrV8Yr12AKjosXgWfgx+GcG2O1kyYS/oT7wcfC1ep8NQtjEJEuRY2USHjRA2sBngZAZUTWvDuuE/CNCJjf6sg14IfF0V/JV/EfDH56wx8dxxNHafgqB9i8Q7Fi3N2xxIk4MUZcI16sENe8M0TMQbF//+BFrCnxlH7FEvwUbwbV/jiEv5q94R+F6ueDABW+FqxWOJd8W7vBqX//a/1BL8T2wKKK3fiidfq+KJrDFXxxCX8JfE1i+BjxRKxxPqeG4Z+Ao6KxBrQFoCLi5y9vvEIiWoYxROKJlx3HM3P8DDQ4n2OJ8fv/Gzn3wjZX0sGh36Cvxo+uF7uBJQh5O1fxFf/Atq94niicWSMIKRxc6eWuAoAmGUToNfxb29NXvC/HLS+f8LY4hLSvxPXieKJxxC6xhL3+BaUqz4EyDSgKHr61eUcTbefUmSid2BuAsL2/taxxNKo4l68EAa1zeOJX3wIEGmCByLDVJC3/VuhQEFXOvoZm4J/jscQZviifhFYscSvoNfl4RrF6xesRrEfHaeEcR4HKpUr1vBp6GP8PoLsVoN+neL2v5+K386GdjFtvn1KkGtQM9c6CL9Qb4xGaYmFuMoN186/r0Z/JV/icUvx8GnB/0BG1QOPwwjvNhH4Emip1rVq4uXifiYNP65OkZ+uxi3xMpsjEcuOVp1xEnE/EwaHesWTsGXxuXAgfF0ZjFuRTuviER/JkqDHw6G+4CNgzqA3ZRxN7L//1Al9fhLEcRBqdhheSgq9jnvQsh1esGHF+q9eVFFEIK0KJHlXPneDM7Czkwh8dvBl+0G36/HqXGfH0R8USuwM3xFEZBod/FfJV/EZOEq2PR3+CPHE/yY7vwfPwQP4doUTBpf8EWv9f6/QQfoAnAItV4uklpJcQuMRPYxF261fr+I1/8Ia/9hDX+v/gu3fwa/EV38Rghwa/F/B78X8EUAAANMQZrgJ8BdH4OfMCKteHvgg+Hvhr4IPhr4e36NXgEA4xd+wBHPGKWl8QvgYfgW/gr7wh4NvQ9rxFFY8V8IVfw0vBp8Kcco8yixhJ8cxyj7KLGziOHRcYp8iZVgLEBBA2r3g5SNKhRPhkGKN2/CODXOCG8IfEUd/J8MKsJH+bEZvE4M7ONnNxOmXwFPcHUFHHEMvzwcggxxK95gIK98Fvif4JhD3n8/vBpoH6Fv4ur/H+K+EN+if+euIV8cSvY9lC6gr1+sNQYVzHgwAy+Dnv+uG94RgR6Ixj2S754TwgzO/YFQBcoW5rG/4/4/9Efwx8KfCX2P/V/P8MtXrEA3rCFE7wjrCNFRTjc/xM7MH1MBpeh7bwcdasUTr+8RQj/6vWar538JfEURsUSscTreEY+i5sbKfdjG42oxZn4CgBCOP+8GmIBbRf/6EIbeerkmI+O+b2KAeechliyFNtYvnCEZF+RfBCId+J0DXeThOnj/4mrpKBV7QBB/VG7OTnJzkLiSS7XCME+uH9eg1FvfFP4r4aq9qv8Ius9Xsc8yVwtiiccTfGK+YxhKfscQn3UDpBodn8RvB4DNFdjJxWlfh/xIX8us2n4j+gh1cIfCCv8IY4l+xRLxbNeDTD2sR+L+HekBR+Cf4JfE/F0L6+P8PBjwt83HEJf4/wKnHE+NrwRQaehL1w/YxV/iidfq7wzVtf4ol1m+Koz/r2v1749E7EL8TBtoP1yzZgV+E+/7yfififi9/wb8Ioa9v1XpeN34/4YAg1UFNiia9CP4xb/CcGh3/RXrE75a4nGIpb74vFziHpojjflQz8GuM+Jor1wvWi4gk3jF2rAhVrF4ygboEC+STVGfHEr/X6v8IwacC75tUHKv8XYxHviCegEBsUSK3itZD/E/oz/r/O8GR4dzvY5hpX8X3/4Z4wgn/wIAEHF5O5nfz/FUZ8cS73itCifEUR/hGDXFaFP4vQ5ifYtn03iMlQUdcmC4/wj478Mocxv+DSgIGhRPp+X4ReIIJkxNG66DQSkX/QFD8TBp5Bla6gu61frV+g5Pf+fT7wLgOK9CH1/4PQICO+qxvVfqv6m6m+GNf/D3UF3UF2vgTtfwbnQKZa5RCwf/FfB98V8PwAAAAzBBmwAnwHn6BIzw98OfDXwx8LfHbGImsQr8BscYpaXwgr1t/xCjLKMRTY/gMH4Mfgh+L7xdYNTsX52iv6q/wz8L6wlH/D3wQcYrRU8FIc8C2DjwEyCLHTg1NlRqohFNlYCHAVQOqM/ggsjv8FdZfAh5fH8I/yLC7Ef97/eDTC3xHxlC+kwx8LUTvC/x5MYi4sTpRbPrwPgK0SPjiEtrx3FE/Ao/Av+EaNL4CEg1xfxVCXrlrDXyVeqfwn+CLFudTLHEhapVeBYAv+JB344G9Yn4ZAko3Qa8FNYYz4R4ohX5wIOdwayDhovhp/HYol+Nr2uG4OdYfgTwffAUEGg2JEjhkB2LQGyrERz+GOOYjlv6WXiAXa/XLFE+TrCuCvGyheouBSoRxtQZotr/r+DSgx8EWhi3JcXvHaHMy+oUS8WSbHxk5d8IuU0exiMGBkBeVeB8gzO/QTq/hXdd4v4Rq9+r9QEj0JaNrzV1i3ti2VjZi50ma4CghlEKnyLFBr6v4R1hr4IjIrVhPv/4Zrl9UZ6rRNUKJxxCp1jFmXjiVY1wvDKJqDXWsVrBwEPBj6IBH6/E9fycOrrfCwT4onHE74wnR34IVixxKftr6I6DTXFsW7fBXl8If88rXQEmbGfNp+E14RoVrHLLsYtscT98FS9Bqdnvg93/8d4wIVhGr4t9WOJvXDFDCGPtYhfghXscSbddcGmHNL4X/Ql4kcS5rzfJriMQiFuMW8G1AUAJNc1+r1y+wv8Gfhknyor/CPhQIXxOMRPfDOMXFBrh2iti3/+exRLkGynwqYnDo9wTBxEe6hHrrnrheDQ72OJ/6ghxxLX67xC4z14GheHGrSCFxiN6+P+EYNDvWEvnyDEf3wJPgZPhECD5dCibFIzscSr6/g0O+d5OX4lHesCw/H1/+r+N3wgr/H3xKM/hD8IwaHfO78TV5DxeLZdVloQ9eifrHNXrJrDG6DIGmDQ74t7Ysn1CifP+DD4S3zXdG/Kr1il8dfq/iKv8FOd4NKA1etDn6+vVfiF8DMVX1xfjFdItg5qx4JyK31WM+Evx3w9r/X+vPg7vq+757Aj4PPl+BD+X4IoAAANiQZsgJ8Ban7PweYa+HPhb4W+ENiFxC+AsvgEaoE3YxZl4xXsYxS0fEL4C5+BD+GfQZwbb1iNYr4YoIxUMUT/ewSeAgwdfAteAsQZIusVODU2Ucjg68ImLQwfQxjb8CPRJVidYlQa0OyCifhnHE7/GfEYhccrUWNnS7Ey4uYL178Et33d3rHEJ7HE++B7xbI76xMM1ig1WP9ZPhTvJX13/8V1GeEfoII8fGkKf2xbh+gW8CBRI/ia3KFE1hkCj4RBejZfAUEGh2Jkw5rC1E7FEvwRfDGsGIKawIwFFYtYWxS9XAx/D6nsW6ek1gjgn/ARkGZ3xkSf/8PBBWVx/y2OIIv0BO44m/hEEPh7iyV7wl8MC8USnXOE+OJCitKo3E/2Ny6aXX8GZ3xDEp8E1X+Ebxm6+gj8IUI/Qtzct6onUKJeOIUvpcbKPKYwjWU8KYYxGGWRkVV/BpQCaq/i6v6CVvirV5cMB5e+DNE6hz+oW6tiyFTZi5bGLIQQ4C/+MUjyDX+wJFWrFUV8YqTT8L0KJ34VoV2chS5HE9YxS4ZeOJEDxtAhxxJcr4CAg078TrBBxk4gcRtRWf8I0Z5aD2n/8ESJrFE4wla1wJUP44l3+C8EfVYoNTs9YY/Aq4uc2exz0V0d87EPxNXqtf1QQa6ocQl/BoE/Bh8FHHE/a/g0wIGsIfgxxyE2xRPxvrnZCdYn11WvU+SEfBKGfC4T8CEf4eWKDX/gtrlxCvFE/E+Por3ifyeOBJ8dT/8Dhr0TscSbXg19C2+FbfG98b8M4tmdp+J+Jg2FsMK+JYbDL3Bn8Cn8C3RH9VeuN+E/gj8E4KfGhhFb2EF981XBj316EdWFQjBqLZXSeHPhTIIJxiKTO+CPF9MoxS4ZXg4EK+KX5q9CHsv/694RD6L0GuHgJ9Yyr9dcavUK/AoegEhVivX8gon4msP17qBJg1x39ekGIpMfGdL4ZfXVAk+GfxSMyxC4om6hHO8Gh3/XsW9/HJH/Qz9iF8IcWyX67wl9BpX+EewEEBXrJRHqoZg1O78ZzvWWhL5/4GrwwAjaoN8UTeENX3x3QMQIsGngiClapfBZqgN3r1X2r9WOrxijqpXfjn5n91wh83zWMUJlKi2DWmpOTX9i4KaVuucYTRqgbfF/B78X8EUAAAANdQZtAJ8BcH8/B14JATVq/hD4S+Eqv4Q2IXoAQlxi+8BicYr2PAIhWsYoUWWWIVHEKvAm/BT8I4NhbJZWMXmaCv/FfCXX69veIWLHLf4a+GvAeIHjGTh4AZB9idZ8/jdsYMi4EmjSxb/68M9YmGKI+v1nQa/XaK/qr44n/X6/1+r1lBNiFeMl6xMpciM+ReJ53gNsBAIhU8M0SXhMMrXifhGiPvwjXvgICDTEa7RX8JfD3FE+CL744lp9/BRjZSEYlUTKdTFuJP7HTBeoIGxxIv7X1iiEfwNKvi3e/g7AurKDXCtHesEHFEIXFhCr44nVF//rhzFyn5GVcDiBxWLw8Gvgx+DPf/ifgjSNnFY+HyQai4kZQN8KeqI/QCe+Cb4e+GK/8IaxWsJ/BYFlfw9WLw0WhxCPfWEYIa6wjKdSK7Xv1glgQQVrs/Qx4NDAH/+wRBd+m+GIjGfCHO/jPgi4og5UOJL74yc3x4vc7YxQZ2VKvA5QZnfw1rHf1eqhuT0T9/Q4m2OJJ9t4CLgjopUxiK5ky+BQAVkP4d7wX4Yg0O/YCS+EkiOXVdw/VQW16J+sds753TiZS7GKXgvKo4hEn+ZXg0O9YjeDkFCP3gx9BH8EF5qN1Yj56I+OJ9jiaVRiLz64GCF17HE/muPhODUW96O78DABBR8s8ori2T2LZOzHO7efeI09wr3wgE/gsAhImsYvscSo7vh/4Rg1FstnjvwW4ol/Ao/CXjqv1BqryrP98V9aN2OJ/xy+xxPvhnHEKX9r+DTAlfgh+Ed//D2KJrK1f4K9/3hL4cBFWGh14Gr8EEGuwKNcTiF+eTEn1wVfhnNzq/6vXHwaVAdP6Et8EPwvfSN15AQ42U374Jq7RHxROv+4OV7HEr/4RoYv8GlfgpSK3hnXFUIWsSGcZ+xsusZIXEyfOhH/1fxQ3qH65/hODQ7yVor0IXELWAhKKlXOOXvD2TiZOI8LheDXfx+nv/L8/wz4FgSv8UTnfw58dvBdv0IfX/wQwa/VaL+/R2xvTjFPneTGZcUvP+H87waHfFE1hmrulW+IY8HXk/4NqCTSYzvfRHrC3GK7fFq9vE0DVXg1wVaX+v/gTpS/+DvrxG+a+EPhD4Q3+gk/XBprECECu64iuDX4v4Pfi/gigAAADTUGbYCfAWx+Q/B1hL4Y+OyCFxC4hAoeMUuXxiloZMIKMsqtt/xCvELiFXg9+GcHHoI/vHfnXvivBSJ8B1Ag+FaGThgBQMmLxlWxaE6RTohvFsg8gGOxT+Cn4b7/QrXw1Brk+I+EqO3wz4a+EuO+sQqxi3xhCjqxYvLlYuc/uZ2fFxRs/jiV7wUgVUaXiQY+PA90v0aUGtEy+jvSwe/ELjJVKyuNy5bFsTS4uYL1/jsTwENXDV4XAS6FdvFwQ1zEGtD9c9cX2ArPgy/or+F/g4AkeBPC6O+Lc6mZi8PhQBDVw15uv/gh8X3hfA2IVL9Cp4NMgGZBVkgonz6FE+O6/ROrBDXXgjAp+FhC90cDvWPOvbxPXLF4UUBWQb4CwQCMBHe+d8DBBpkAwI6M/DCI9eiP7Hq9jifugUCl/T8E3wwDfr6gd17HEq2KJxhJub4uUNKH8bpbMYiIHlr+DSgPnqCvqZXkx9X8J6wgaju/BV+F114ZeOJL3xso8vsSi4tGCioLwQ74CqgiUqoNa1fqHfBNxCuJO/i6JrwvxbO7M+8XhgUBdFOvghxRO/4NMCMOvAmTbu9eBPBx4Z1nd5vjtZ6NrHEl98cQqd8YtscSKxteKIQQ54iDU7pxTl/CHFxIkfEbxnbwY1qTPug93WL+J4onHIzVewcLFjiT454RwanduKdYr8DQBtBEV32MUrcUTnfxIE3x/e/VBDTXDFG7HEq+OX4+H/FG8DACH2GYNcHgHnwn6AzF6ghxCL6Bz7VYvTr1d1r/r3ron5Fz9Vwai4liYa8UT1HSi2S62v+CTjib+BGoj+Be+Bar3v4EYN44m8Go2LFbOod7g3rnQh62N9Bv4GnwQgxkw53+r/q8nEQbXDMoxb0NibiM9F3wxVQz8f3Ag9v31h/88Grwl5VvDvoJ+DgL43NpnmLcvP3gTN1CaFf6ievvV7wQghg1Fvfwx8JLwhrA/C/l8EWsK0eXjfy9Cvgm9aM/X2CLfBTBrh7JwQ1h7LnWOJdvBLV+vaf1cCzv/4+DU72dnWLZ00a4qNB19CyBS9Y3XKiPfEeCvl//71f4Nvg3g1w91/8G09gbOvBrQSc+T5Nf9QxdcG9cQIQK7vnOsG3xfwe/F/BFAAAAD721vb3YAAABsbXZoZAAAAAAAAAAAAAAAAAAAA+gAAAfQAAEAAAEAAAAAAAAAAAAAAAABAAAAAAAAAAAAAAAAAAAAAQAAAAAAAAAAAAAAAAAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIAAAMZdHJhawAAAFx0a2hkAAAAAwAAAAAAAAAAAAAAAQAAAAAAAAfQAAAAAAAAAAAAAAAAAAAAAAABAAAAAAAAAAAAAAAAAAAAAQAAAAAAAAAAAAAAAAAAQAAAAASAAAABsAAAAAAAJGVkdHMAAAAcZWxzdAAAAAAAAAABAAAH0AAAAAAAAQAAAAACkW1kaWEAAAAgbWRoZAAAAAAAAAAAAAAAAAAAPAAAAHgAVcQAAAAAAC1oZGxyAAAAAAAAAAB2aWRlAAAAAAAAAAAAAAAAVmlkZW9IYW5kbGVyAAAAAjxtaW5mAAAAFHZtaGQAAAABAAAAAAAAAAAAAAAkZGluZgAAABxkcmVmAAAAAAAAAAEAAAAMdXJsIAAAAAEAAAH8c3RibAAAAJRzdHNkAAAAAAAAAAEAAACEYXZjMQAAAAAAAAABAAAAAAAAAAAAAAAAAAAAAASAAbAASAAAAEgAAAAAAAAAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABj//wAAAC5hdmNDAULAHv/hABZnQsAe2QBIDehAAAADAEAAAA8DxYuSAQAFaMuDyyAAAAAYc3R0cwAAAAAAAAABAAAAPAAAAgAAAAAUc3RzcwAAAAAAAAABAAAAAQAAABxzdHNjAAAAAAAAAAEAAAABAAAAPAAAAAEAAAEEc3RzegAAAAAAAAAAAAAAPAAAE/oAAAMaAAADTgAAAzEAAAMiAAAC+AAAAswAAAK7AAACwAAAArYAAALHAAACiwAAAvoAAAL9AAACtgAAAwcAAAMiAAAC5gAAAxIAAAMGAAADQQAAAqkAAALbAAADQQAAA2cAAAONAAADhgAAA00AAAOCAAADZQAAA28AAANsAAADaQAAA3AAAANfAAADWwAAAsMAAAKGAAAC1gAAAswAAAKvAAACzQAAApYAAAKNAAAC8gAAAsoAAALaAAADAQAAAtQAAALgAAADCAAAAw0AAAMAAAACigAAAugAAANQAAADNAAAA2YAAANhAAADUQAAABRzdGNvAAAAAAAAAAEAAAAwAAAAYnVkdGEAAABabWV0YQAAAAAAAAAhaGRscgAAAAAAAAAAbWRpcmFwcGwAAAAAAAAAAAAAAAAtaWxzdAAAACWpdG9vAAAAHWRhdGEAAAABAAAAAExhdmY1Ny44My4xMDA=\" type=\"video/mp4\">\n",
+ " Your browser does not support the video tag.\n",
+ "</video>"
+ ],
+ "text/plain": [
+ "<IPython.core.display.HTML object>"
+ ]
+ },
+ "execution_count": 14,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "if shutil.which(\"ffmpeg\") is not None:\n",
+ " plt.figure()\n",
+ " animation = plt.scalar_field_animation(run_func, frames=60)\n",
+ " ps.jupyter.display_as_html_video(animation)\n",
+ "else:\n",
+ " print(\"No ffmpeg installed\")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Another way to display animations is as an image sequence. While the `run_func` i.e. the simulation is running the current state is then displayed as HTML image. Use this method when your `run_func` takes a long time and you want to see the status while the simulation runs. The `frames` parameter specifies how often the run function will be called."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 15,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ "<Figure size 1152x432 with 1 Axes>"
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "plt.figure()\n",
+ "animation = plt.scalar_field_animation(run_func, frames=30)\n",
+ "ps.jupyter.display_as_html_image(animation)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "For surface plots there is also an animated version:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 16,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "<video controls width=\"80%\">\n",
+ " <source 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\" type=\"video/mp4\">\n",
+ " Your browser does not support the video tag.\n",
+ "</video>"
+ ],
+ "text/plain": [
+ "<IPython.core.display.HTML object>"
+ ]
+ },
+ "execution_count": 16,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "if shutil.which(\"ffmpeg\") is not None:\n",
+ " animation = plt.surface_plot_animation(run_func, frames=60)\n",
+ " ps.jupyter.display_as_html_video(animation)\n",
+ "else:\n",
+ " print(\"No ffmpeg installed\")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "## 3) Vector Fields\n",
+ "\n",
+ "*pystencils* provides another set of plotting functions for vector fields, e.g. velocity fields. \n",
+ "They have three index dimensions, where the last coordinate has to have 2 entries, representing the $x$ and $y$ component of the vector."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 17,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def example_vector_field(t=0, shape=(40, 40)):\n",
+ " result = np.empty(shape + (2,))\n",
+ " x, y = np.meshgrid(np.linspace(0, 2 * np.pi, shape[0]), np.linspace(0, 2 * np.pi, shape[1]))\n",
+ " result[..., 0] = np.cos(x + 0.1 * t) * np.sin(y + 0.1 * t) + 0.01 * x * y\n",
+ " result[..., 1] = np.cos(0.001 * y)\n",
+ " return result"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Vector fields can either be plotted using quivers (arrows)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 18,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ "<Figure size 1152x432 with 1 Axes>"
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "plt.figure()\n",
+ "data = example_vector_field()\n",
+ "plt.vector_field(data, step=1);"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "The `step` parameter can be used to display only every $n$'th arrow:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 19,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ "<Figure size 1152x432 with 1 Axes>"
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "plt.figure()\n",
+ "plt.vector_field(data, step=2);"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "or by displaying their magnitude in a colormap"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 20,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ "<Figure size 1152x432 with 1 Axes>"
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "plt.figure()\n",
+ "plt.vector_field_magnitude(data);"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "There are also functions to animate both variants, quiver plots.."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 21,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "t = 0\n",
+ "def run_func():\n",
+ " global t\n",
+ " t += 1\n",
+ " return example_vector_field(t)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 22,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "<video controls width=\"80%\">\n",
+ " <source 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\" type=\"video/mp4\">\n",
+ " Your browser does not support the video tag.\n",
+ "</video>"
+ ],
+ "text/plain": [
+ "<IPython.core.display.HTML object>"
+ ]
+ },
+ "execution_count": 22,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "if shutil.which(\"ffmpeg\") is not None:\n",
+ " plt.figure()\n",
+ " animation = plt.vector_field_animation(run_func, frames=60)\n",
+ " ps.jupyter.display_as_html_video(animation)\n",
+ "else:\n",
+ " print(\"No ffmpeg installed\")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "...and magnitude plots"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 23,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "<video controls width=\"80%\">\n",
+ " <source 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\" type=\"video/mp4\">\n",
+ " Your browser does not support the video tag.\n",
+ "</video>"
+ ],
+ "text/plain": [
+ "<IPython.core.display.HTML object>"
+ ]
+ },
+ "execution_count": 23,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "if shutil.which(\"ffmpeg\") is not None:\n",
+ " animation = plt.vector_field_magnitude_animation(run_func, frames=60)\n",
+ " ps.jupyter.display_as_html_video(animation)\n",
+ "else:\n",
+ " print(\"No ffmpeg installed\")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "## 4) Phase Fields\n",
+ "\n",
+ "A third group of plotting functions helps to display arrays as they occur in phase-field simulations. However these function may also be useful for other kinds of simulations. \n",
+ "They expect arrays where the last coordinate indicates the fraction of a certain component, i.e. `arr[x, y, 2]` should be a value between $0$ and $1$ and specifies the fraction of the third phase at $(x, y)$. The plotting functions expect that sum over the last coordinate gives $1$ for all cells.\n",
+ "\n",
+ "Lets again generate some example data"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 24,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def example_phase_field():\n",
+ " from scipy.ndimage.filters import gaussian_filter\n",
+ "\n",
+ " shape=(80, 80)\n",
+ " result = np.zeros(shape + (4,))\n",
+ " result[20:40, 20:40, 0] = 1\n",
+ " gaussian_filter(result[..., 0], sigma=3, output=result[..., 0])\n",
+ " result[50:70, 30:50, 1] = 1\n",
+ " gaussian_filter(result[..., 1], sigma=3, output=result[..., 1])\n",
+ "\n",
+ " result[:, :10, 2] = 1\n",
+ " result[:, :, 3] = 1 - np.sum(result, axis=2)\n",
+ " return result\n",
+ "data = example_phase_field()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "The `scalar_field_alpha_value` function uses the last entry, i.e. the value between 0 and 1 as alpha value of the specified color to show where the phase is located. This visualization makes it easy to distinguish between smooth and sharp transitions."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 25,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ "<Figure size 1152x432 with 1 Axes>"
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "plt.scalar_field_alpha_value(data[..., 0], color='b')\n",
+ "plt.scalar_field_alpha_value(data[..., 1], color='r');\n",
+ "plt.scalar_field_alpha_value(data[..., 2], color='k');"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "To see all existing phases the `phase_plot` function uses this alpha-value representation for all phases."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 26,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ "<Figure size 1152x432 with 1 Axes>"
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "plt.phase_plot(data)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Another option to display each field separately in a subplot"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 27,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ "<Figure size 1152x432 with 8 Axes>"
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "plt.multiple_scalar_fields(data)"
+ ]
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "Python 3",
+ "language": "python",
+ "name": "python3"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
+ "version": "3.7.2"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/doc/notebooks/demo_wave_equation.ipynb b/doc/notebooks/demo_wave_equation.ipynb
index 2f9f5d8d1e70e8401e97c211052eb6aa33009150..2aa083d96b33e6b2c69bee0783e1c55b4ab616fd 100644
--- a/doc/notebooks/demo_wave_equation.ipynb
+++ b/doc/notebooks/demo_wave_equation.ipynb
@@ -9,7 +9,8 @@
"outputs": [],
"source": [
"from pystencils.session import *\n",
- "sp.init_printing()"
+ "\n",
+ "import shutil"
]
},
{
@@ -66,7 +67,7 @@
"outputs": [
{
"data": {
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+ "image/png": "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\n",
"text/latex": [
"$$\\frac{{{u^{(0)}}_{(0,0)}} - 2 {{u^{(1)}}_{(0,0)}} + {{u^{(2)}}_{(0,0)}}}{dt^{2}} = \\frac{{{u^{(1)}}_{(-1,0)}} + {{u^{(1)}}_{(0,-1)}} - 4 {{u^{(1)}}_{(0,0)}} + {{u^{(1)}}_{(0,1)}} + {{u^{(1)}}_{(1,0)}}}{dx^{2}}$$"
],
@@ -236,15 +237,15 @@
{
"data": {
"text/html": [
- "<div class=\"highlight\"><pre><span></span><span class=\"n\">FUNC_PREFIX</span> <span class=\"kt\">void</span> <span class=\"nf\">kernel</span><span class=\"p\">(</span><span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"k\">const</span> <span class=\"n\">_data_u0</span><span class=\"p\">,</span> <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"k\">const</span> <span class=\"n\">_data_u1</span><span class=\"p\">,</span> <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">_data_u2</span><span class=\"p\">)</span>\n",
+ "<div class=\"highlight\"><pre><span></span><span class=\"n\">FUNC_PREFIX</span> <span class=\"kt\">void</span> <span class=\"nf\">kernel</span><span class=\"p\">(</span><span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"k\">const</span> <span class=\"n\">_data_u0</span><span class=\"p\">,</span> <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"k\">const</span> <span class=\"n\">_data_u1</span><span class=\"p\">,</span> <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"n\">_data_u2</span><span class=\"p\">)</span>\n",
"<span class=\"p\">{</span>\n",
" <span class=\"k\">for</span> <span class=\"p\">(</span><span class=\"kt\">int</span> <span class=\"n\">ctr_0</span> <span class=\"o\">=</span> <span class=\"mi\">1</span><span class=\"p\">;</span> <span class=\"n\">ctr_0</span> <span class=\"o\"><</span> <span class=\"mi\">59</span><span class=\"p\">;</span> <span class=\"n\">ctr_0</span> <span class=\"o\">+=</span> <span class=\"mi\">1</span><span class=\"p\">)</span>\n",
" <span class=\"p\">{</span>\n",
- " <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">_data_u2_00</span> <span class=\"o\">=</span> <span class=\"n\">_data_u2</span> <span class=\"o\">+</span> <span class=\"mi\">70</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span><span class=\"p\">;</span>\n",
- " <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"k\">const</span> <span class=\"n\">_data_u1_00</span> <span class=\"o\">=</span> <span class=\"n\">_data_u1</span> <span class=\"o\">+</span> <span class=\"mi\">70</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span><span class=\"p\">;</span>\n",
- " <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"k\">const</span> <span class=\"n\">_data_u0_00</span> <span class=\"o\">=</span> <span class=\"n\">_data_u0</span> <span class=\"o\">+</span> <span class=\"mi\">70</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span><span class=\"p\">;</span>\n",
- " <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"k\">const</span> <span class=\"n\">_data_u1_01</span> <span class=\"o\">=</span> <span class=\"n\">_data_u1</span> <span class=\"o\">+</span> <span class=\"mi\">70</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span> <span class=\"o\">+</span> <span class=\"mi\">70</span><span class=\"p\">;</span>\n",
- " <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"k\">const</span> <span class=\"n\">_data_u1_0m1</span> <span class=\"o\">=</span> <span class=\"n\">_data_u1</span> <span class=\"o\">+</span> <span class=\"mi\">70</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span> <span class=\"o\">-</span> <span class=\"mi\">70</span><span class=\"p\">;</span>\n",
+ " <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"n\">_data_u2_00</span> <span class=\"o\">=</span> <span class=\"n\">_data_u2</span> <span class=\"o\">+</span> <span class=\"mi\">70</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span><span class=\"p\">;</span>\n",
+ " <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"k\">const</span> <span class=\"n\">_data_u1_00</span> <span class=\"o\">=</span> <span class=\"n\">_data_u1</span> <span class=\"o\">+</span> <span class=\"mi\">70</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span><span class=\"p\">;</span>\n",
+ " <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"k\">const</span> <span class=\"n\">_data_u0_00</span> <span class=\"o\">=</span> <span class=\"n\">_data_u0</span> <span class=\"o\">+</span> <span class=\"mi\">70</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span><span class=\"p\">;</span>\n",
+ " <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"k\">const</span> <span class=\"n\">_data_u1_01</span> <span class=\"o\">=</span> <span class=\"n\">_data_u1</span> <span class=\"o\">+</span> <span class=\"mi\">70</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span> <span class=\"o\">+</span> <span class=\"mi\">70</span><span class=\"p\">;</span>\n",
+ " <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"k\">const</span> <span class=\"n\">_data_u1_0m1</span> <span class=\"o\">=</span> <span class=\"n\">_data_u1</span> <span class=\"o\">+</span> <span class=\"mi\">70</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span> <span class=\"o\">-</span> <span class=\"mi\">70</span><span class=\"p\">;</span>\n",
" <span class=\"k\">for</span> <span class=\"p\">(</span><span class=\"kt\">int</span> <span class=\"n\">ctr_1</span> <span class=\"o\">=</span> <span class=\"mi\">1</span><span class=\"p\">;</span> <span class=\"n\">ctr_1</span> <span class=\"o\"><</span> <span class=\"mi\">69</span><span class=\"p\">;</span> <span class=\"n\">ctr_1</span> <span class=\"o\">+=</span> <span class=\"mi\">1</span><span class=\"p\">)</span>\n",
" <span class=\"p\">{</span>\n",
" <span class=\"n\">_data_u2_00</span><span class=\"p\">[</span><span class=\"n\">ctr_1</span><span class=\"p\">]</span> <span class=\"o\">=</span> <span class=\"mf\">0.25</span><span class=\"o\">*</span><span class=\"n\">_data_u1_00</span><span class=\"p\">[</span><span class=\"n\">ctr_1</span> <span class=\"o\">+</span> <span class=\"mi\">1</span><span class=\"p\">]</span> <span class=\"o\">+</span> <span class=\"mf\">0.25</span><span class=\"o\">*</span><span class=\"n\">_data_u1_00</span><span class=\"p\">[</span><span class=\"n\">ctr_1</span> <span class=\"o\">-</span> <span class=\"mi\">1</span><span class=\"p\">]</span> <span class=\"o\">+</span> <span class=\"mf\">0.25</span><span class=\"o\">*</span><span class=\"n\">_data_u1_01</span><span class=\"p\">[</span><span class=\"n\">ctr_1</span><span class=\"p\">]</span> <span class=\"o\">+</span> <span class=\"mf\">0.25</span><span class=\"o\">*</span><span class=\"n\">_data_u1_0m1</span><span class=\"p\">[</span><span class=\"n\">ctr_1</span><span class=\"p\">]</span> <span class=\"o\">-</span> <span class=\"mf\">1.0</span><span class=\"o\">*</span><span class=\"n\">_data_u0_00</span><span class=\"p\">[</span><span class=\"n\">ctr_1</span><span class=\"p\">]</span> <span class=\"o\">+</span> <span class=\"mf\">1.0</span><span class=\"o\">*</span><span class=\"n\">_data_u1_00</span><span class=\"p\">[</span><span class=\"n\">ctr_1</span><span class=\"p\">];</span>\n",
@@ -254,15 +255,16 @@
"</pre></div>\n"
],
"text/plain": [
- "FUNC_PREFIX void kernel(double * const _data_u0, double * const _data_u1, double * _data_u2)\n",
+ "\n",
+ "FUNC_PREFIX void kernel(double * RESTRICT const _data_u0, double * RESTRICT const _data_u1, double * RESTRICT _data_u2)\n",
"{\n",
" for (int ctr_0 = 1; ctr_0 < 59; ctr_0 += 1)\n",
" {\n",
- " double * _data_u2_00 = _data_u2 + 70*ctr_0;\n",
- " double * const _data_u1_00 = _data_u1 + 70*ctr_0;\n",
- " double * const _data_u0_00 = _data_u0 + 70*ctr_0;\n",
- " double * const _data_u1_01 = _data_u1 + 70*ctr_0 + 70;\n",
- " double * const _data_u1_0m1 = _data_u1 + 70*ctr_0 - 70;\n",
+ " double * RESTRICT _data_u2_00 = _data_u2 + 70*ctr_0;\n",
+ " double * RESTRICT const _data_u1_00 = _data_u1 + 70*ctr_0;\n",
+ " double * RESTRICT const _data_u0_00 = _data_u0 + 70*ctr_0;\n",
+ " double * RESTRICT const _data_u1_01 = _data_u1 + 70*ctr_0 + 70;\n",
+ " double * RESTRICT const _data_u1_0m1 = _data_u1 + 70*ctr_0 - 70;\n",
" for (int ctr_1 = 1; ctr_1 < 69; ctr_1 += 1)\n",
" {\n",
" _data_u2_00[ctr_1] = 0.25*_data_u1_00[ctr_1 + 1] + 0.25*_data_u1_00[ctr_1 - 1] + 0.25*_data_u1_01[ctr_1] + 0.25*_data_u1_0m1[ctr_1] - 1.0*_data_u0_00[ctr_1] + 1.0*_data_u1_00[ctr_1];\n",
@@ -383,7 +385,7 @@
"data": {
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\" type=\"video/mp4\">\n",
" Your browser does not support the video tag.\n",
"</video>"
],
@@ -397,9 +399,11 @@
}
],
"source": [
- "ps_notebook.set_display_mode('video')\n",
- "ani = plt.surface_plot_animation(run)\n",
- "ps_notebook.display_animation(ani)"
+ "if shutil.which(\"ffmpeg\") is not None:\n",
+ " ani = plt.surface_plot_animation(run, zlim=(-1, 1))\n",
+ " ps.jupyter.display_as_html_video(ani)\n",
+ "else:\n",
+ " print(\"No ffmpeg installed\")"
]
},
{
@@ -429,7 +433,7 @@
"data": {
"text/html": [
"<video controls width=\"80%\">\n",
- " <source 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sfckTyfn/+AYBwqRLPKGhxdPXw0M8nqJv0ziLuZ/1PwCFSqKctjjRnG/GX9giFzaeoHQuTWeb/4BgEK8HvR9wOQOsfdlAcXIIiz6euGDSwD4yt6Z4JbWT8eCIsVJ6h7moJY25PzhCO0hkd16Er5hIV3///4SCghoxxZg40zm/P+q8+gRC5tPX/8P+Koh5NPUXPymvx5A6h93CbvsDJPiC9oCFPCUQcQKOSmYLJ+eH/hwlURZyNPMJRY+s83V7SQEwTxTI40N4r88AhDYQ4kRO3u0AIuahI1MxAHPgCBRANkmIDj7M+khEpYIS1RoXJsOoAhk2Zk9YAMrkk9uZtxIIroIuPOJkCdRFR4dkDXDLjy/X/mBiFiYdE7IAA2TNoTZSqzLbjC49Fcl/G7QIh4AAgCAYXFM8ABj4LDWuUYeMmuAJX5BFTF5OceN1/7ADong6H4AC4+CKsmRSk37w5A23PIIK/GlifDuRlIqVmpTP9yAEmfhV6nBnVt/3hwUfk38JlsjDQbtL3nbfAppD3I7O99bMWMgsM5CAkbn0oI064GZz0R1Z4CC0/eWsI/6nurW8Bi/0J9ymOhl1YYaheuuuuuuuuuuuuuuuuuuuuuuuv//7wQiMGl+oP/4xcXhU2QuAB1HLgGNPqUNsDb9wFwGuMZ0/nA8Z4KGsrfj+7jd8d+O+24jADMb+WPgeoj5hR19UqdQyx1yE2h/D9QIk39Y3ChMUU39f/1EXcnfD3jvgA7KM0Io8KgSnxON9QA6GO6ciFvPaU45uA18KhEMf/50AcbULKPnVLdY3rj4Zz6CghaJ+dlCKnl1u7uUP8TAFQopyMK/BSBOfIMlP5zfE9zAxWAs9Non/OEllEY8W+d89+///ioNf+VkfSXI9QTk/hYCVCfmJvwe/+L7vCvhai8GGhiaAs+B0iqEcWIAZjZskx8D2YKwllborCfQ3f3/N/wBxd+M8AQkQymQr8FQHlmzp/OOAAsxhTNYeAIXEzVMuX/jte3m/P7993GH7g8OoSmwFtwlLn8glP9FgCi00if80AH6i5gw1PugpyiYec+BogACoRVfzkNhFxPz9v3eTvj/hKFnwHSO4RxYB7MFYSzt0d/WE+huX3/MMT95B4/3eL2vCLXsjfT8hcLYn5gLbCa6y84L1FzBjQm6Ba/A7DKo3vz/7qAu8OhiE3XQkbJ/G5o8A7LNQcOxmz/A72RafiFbXT4C9B+4/u77hBV6KBGpcWLb1QwkQG5EYzsMlPa/n7TLAwVRzHiWgMOX4Ub2BwGb3cH/nrhGXAY9+Lc1mDz68rrafm1vqwSDrHECbrCAj/BXXK//Vc3Y8pf8IRfKvGkyBOFiudHYJVkQZ252wZNf+xRRywAoQmRYnvBVIHrjw/3e74sKr8Ahfgdwn+r3oF80ClxM+/9gBCiMxIr8CQLvLO5GvtMi6xq594Evhd3cgjG9igWuJ+cAjRXMDGq64HnwOwjuEesKgAK2CUA7cDpKINJOMa13pryfhfuALAfPuGAAP8TMxA/nAUsJcr3BaLk09cHvR9wOQOsfdoz38Aw/HiiY4oiA2hyes6uCIWdJ6hrygzRxH0YsACauQ5+C/hAOL5tfYxDQ1nmD3fLfgiTLnoBEmLT1//gGAcK0RNYPB3H3eUBxchtGp6//wDVeFYIhZ9PVU18KpHTsB7RjizIgucz/4BwhXmyVTzAiF209cAH51ApdaRaVCHYk14f4BgEK8Eh3WaRoNPXBELF09Q9zX/4L8EB8I6HUfmXw+Uz6/8ImdPP/8Q4Q/4oQONM435n9+Ai/sHDgLQuST0bqfB1rzr///wlB55H3A8HUPu8cHEQDpIPT1/1Xh/FQRFn09YWWQGCTlsB7Q1jzBLNzo/gARH5Kz0v/XJ3c+FthID1NeGAGQ82Eh71AkmxI6bLV74pYZ2w3Bu3M1gP5sA4Y4RANw2DcY4SPwA3QfFarvzZ3dxzH5BuAMxmM0duV6Gn7B3f/LigH3nLgEIQglMT24ybuEV3w8ssv8agIL3Uf3j7VLP8/qHYvjbJ2ctBwCBVttsVeGWSMuBNM1UXuIkpVGqzkqCS9VdHGglczznkOFgf2uEKhBQh02azfcVBVR5PkqqI/m4Ae/rrf+4y9qaeLZH1RB98fiEWRzV/AjIxcfj86r9dVjHE+CJe/6NdLnr86ZyP40hKfRpJV7kBEK2gV4/Bv6KKDz4/wFLGg2fh6ngDDov4Afsi7BJ4McdbO487uCf7Dc6eoAoS0sN6+eAl8POhO//4LrggH4OY1FhkZHes43+IAP/Cg4GMbBjVu9BzDWccwehRSU+DoUUlOMmyf///4SJmLMEQuTT18PJNQeO4+7///wkUHIOsfcsfXgiFi6eoIhY6T1/XXh/hKJj9MUSOWiLuYIaM45nHrNywIhcknr+MPPaK4HRekSetUS4HooBunwDkHUPuAxWQH3WidDd8Eg8Tjz3XkUeG0+EseB+AYAHr34lka55gRCxdPXDk01AHM0Lcqoy33f4NmE4m2hNV73fyf4BuI4sQIAlKTepc/aJNFArEJNRjv4TAkcWUwijxqVPohj1afzlYAIBObAFUBgnokkOFc7zf/11jRnEmvgANrMNhujS2kObcohykcjlvsAjwyDVNlklOf5Dchm5xfUzkr7Hg7NQOCsR8n99JCCTtAzMdiOrAJBHwtI97HuZd//bQwVuWShiukxX9/wLZAGL8Q4wKSV1/7ygdMVdDmyevfoQ2rFKcqKd/uC4RJm+E/4xsczhlP5TR5bT/EjI7Eq6y39wShFkDc8LElWoRo1F9nG1J2mPavEBFO7ACz2do7CevgsbQ0quxQr1C9dddddddddddddddddddddddfLu+FPhIdAEpE5SYX/IdXGMvIOCkCU+wyU/nHQBRxKf6g/3eBF9PuH8iYed+MCQ5RjUuemAlxPyePf+A1SWZR7syNE1Gce9pBUNY98f/4vCvgCEiGUyFfmOgEp9hk/5wNw0e2GSUn30p3co4yGTEreANBHoV49ko0Zh6AFYrOcJT1yHIk75fgMHVIDWuYlfdvcz6007ExCsLvUWI1yf74YA7wHxP4ZjZtJj4KxUtkR1/7s4ADmMczWBgBU2HSN9bwNDKptTAl3xd3ev/CUAQkQymQr8HQJT7DJ/zna2Z7fgYTho9htLfMUtSMswQ8/u8B//i8aBDiHGj4HNWN/nYD1otaXPFrCNCfn4AZjZskx9/8H3eFeKgPLkzp/OCYD/sEiaeuQBKFHONi/8Bi4sRo+V//xvrzmf7uIg8dw2E+J+cOH5M+AGbb6x8C9EnwMlt9AqmgaH2Hph3AJczBSWsNtqTTHCLLjSNNh6o6obwtcCgq8Hi7/3jghoMTGLAtVP/WAkWpvwXbJz6S3dH8ADC8q3paT/qRAxfQBEK2uEZucBHJDVFL90dyd5YEmSk/3E7aEtgx699cGsDWtmJKeSu+iQx3QrHQAVzZTNw2Lh2wD8OrDqgcEsk6jtMAb6h9OhoLZjYfd3lHGH88EFpAfbK4e3zYZl/qZ6R8fCTQMIAjKIGP/J02bnmm/+r/AYKQt3eW6201OzuNVWzDVyUqRVs2qos5RpWjC/AgPYM8wXd0XEqop3Q4nelOpZ1ZXMizG//DZ7yBlc1+AVkzU8/nXWTvdfM3HyNPsPkfDb8S/je3238MAZ+u0Iv8fCaYRzEDOY8d5VB4SBF9YwU/WP+dVFyJj/lXt5qK3LSEw1TeIxlM4wefX4AoS0sxPz4lYPPj+wam+HCwrgCEiMZMr8nfubGJHLY67Y7X48w9MIpnG/FU3LZtrZy3/AMK4z2IERdpPUERciT192Al9zSAJLPYKY6s73U/8AgAcKywGEQDos+nrOCIs+nq2OCFvH/U/AIVgYk5bHGmc34vXLYIi9ae8EQu2nr8PgGAQrwSfKawcg6h92OKIgHRYunr/8A6xkbZ78ERYunqkargQ0yzHn4f/8nCAf/CUQ0ZxzIgnOZ/u5ZgiFyaev///hKHJTUHIdY+7wSHYk1izHl/9SH4dwRCxdPUNManr4ZanjIv+9zP8MQCLVx+A0QXOZx2n+xnwHAPyKOHfwlBc+tQ1RT64DN/rNgR7xH6qAw/sARCtrgMdKTgNMN5OCkTuW5Xk8oKLkAyL7gTDnXgCRNkRjlP9Stm/mNjw7YMo5WwJ2DBQO8vlvcIxGEA0Xg3xjQqSxxusCOpyuD9Rsxvo3r5hYAu6GLjB+4Fo4zaNxk/mwZwOvDXfH4k49vhmAe40eK6r36c+dv6kSgxLFUEJuolcP5QM/aq+XuL9WH6adVizTkIiuQF/IE6enHzBIb9LP0fFQDN1CpDBaj8r+CEHtrggFkAKbxe0+nD00zV6uSvScDnoFMAzPRBbh/8A3PWDoR1rQ6nZ3i9RXz+jS8XrN0++cmBwdV3LfOEk0EFyHwUvF5T3gF2w0d6j4+GGZzzsaXF3lpxq3LKn3xgOtsEJ4BP7tLAiRmEAlIThGF/X8AhFLDZdn8P/8JBEEQLk09Q5JNfByB1j7gcg6x93/AP49wtdPUEQWLp6+C6ZKTMGKf2HHken4aAilkp+NVnN+QR77QGxfE49Vb1eN68lHvqfgH/CW0y2ONGOd+VVz6wOhek09YaB5JPXgGAf8JcEI7dNYOQdY+7HFEQDoWPp68A1Xh98EQsVJ6mrYsHmRy3kFvHHBoxxX4vFy3/5YBgIDGUF2T8YJYMnJ+cERdpPUEQuRJ6+AvdF2AzVGF//GHATmogIKRSXv/8AwDhUgwGofcNpn+/BELPp6gA3smACyzKAcESf5GIQuzhDc/9SH4sgC3gBeHi1zxoBMDiZXA+f7/vKCpNQr5JMlq7O7jFIxcUTTcc2J0DkKfHfmABEXyUzaT9yFyvAGGr3SH8IwAhhXZkEw/4Utz13wBQW4imPon84Y+TNsJjZsOCn7q2+JM75yRAn/xApXk2Rh0btLjXRfcwLcKSe41bBhKeP/SwR4x4Kxigjqz/r/ggKCTIg05imK9++iCDTpgCNx2i7p3qE666666666666666666666666+Hg/v7HXp4AVis5wlLXILOA/CK4ybIAN5l4lfe++D9v7vAfgPFYAzGbUz4FjMFYadHTTA9DeFXaw2iMaJ+Nz7jgAOYhzNbAmCSjsS55t6HmYOQHyEp4OAP/+EoHAPNhUz1jq2b2/PsPn//44zHkvAcgPkJTwBCRDKJiX5B4HcSkUgTlyDJT+cBr4ySE+Et7P/f83eAcKwhesYF5IvsGb33qwKqGL194MLOMtqBEp/3D3ExMU5v6//x3d3GXvgCFENyI78KgFT4Isb6WGwAMe2CUJv7iCRbINxLXTG9UHB/7/3cXcYf4mAGXFaIZREL8Cz4HSK4ziw74IJfvWuA4LcwUsJ5d2VhPobl9/zd+LIdqEvbKAoJG7kOP/eCcq41gF+ASP17AvIi+wGN996n/LcseFPvqZ4NJH5xZWZ2DEVqaGu+BItTfhh+SNKoy4/8H3/QNYEkmEF3bguVscBcwNxfjIpWW7gXjcAY88kY+GBF3A2Px+gmzdPY9wYKIb6ucvHAAYMgAUEaSj1/wBRUUGUxj/f9t/7O8HtQfy471hl+cS8qOtVXl6Zxn/Gn+CgABA5FQWq/xvbZa5/UCFDu3mzhv0nyjBK2P2+CkS6rFbMZMNnDn91Hwob9VkHHV/X+uRE5TcyHPLihqpRZt/oPf+c/uok71JBDwkfHkAg3gNnuInrr5tA+f+autxU6/6HG8snAYAb9eml/6W+W92VwFhEyPCYuT+Ajkxo+n7ggv5pOp/hDwHLv8F3BCf3C+IMUGjX8zb8DOjkbbmh3wztBoQw0G4gHANf48f3FH+KwIUMBTbeIapp+nD8HnjoNEJYYMt4iHmja4ti3/+ALhivJ63lp8TRi9y/peY8fl/X/X6r7/hjLMs9/f7wIZl6af4Q8OvbImLmgYXmYmvqEO2oeKWk3HunyWjqd+JaMuIcl7R9gGAKAABw4ahpyp6hoa2nqjy22I59wPDuPu/TDxfgEADD/UcYiA0x09eGhj6evhH1BTSyj3rmi9lv1qvgH17hplsSzd0DX5bDTlT1DQ1tPX0eW+Jo1z8AwBQhYnydUXIDg3q3uwxA++OvcrjP9/fwYEQLgk6b0BL2ykl17AQkRhBd24LktjgEpvDdd1kW+13MT5IceE5WYB0Q6WB/3gfiHgvVap4bA4kAkCNJR6/4BuQax67DymJd2b8cddtrcCjuA0+pVj/m1/Zx9pfQMPfpufJpN8fUfiVDavPmH8pS8n9x9rtVfHqrCQd2DPifaLD1+23gsVCo1WzGQdT+7vXD4e6c+3rItTm5gGroFNLk8vgSd+9IrfOUUKUAMEXwKLFsAE33ElgKfxJ9wfH+hadVosJ8wuh2/1wLCxChaLH27cc7PUzV3x6BeSHpnyEgqXVcFwKyPAaycn8BQ42Gxu67WgYAp51P8AaMjPAlnVTz1w3qnqoa8iIazSXn8CZtG9dh8kGoNGv5m34YnkEQzQb4Z9BkWNScLYY4bY+ceJ9gQgOxprBEsPeoJmt193EoDxjDzzAiLFSeuLswqT8wxMSk/JYhfn/ANfCHfDheNQHHkeT89c440Y4r8+1TON+K2j/f//AMA4VgiC5NPUHOFpr4IQ7WmsHIHUPu//gGAcKzRU9QRBYWp6+Ghj6eoR09PzarOb8/6n8IyDiCjkpwSjPJ+db5bHGjON+VXn0CUGVSfnBJrTdAcFCIGtJ6//AMMYIh6Qhdxy49HQxymlXv9weej7geej7opAnBxEswD8uACYIf4m08hS2OmAzio6oyhXX/WEtIYL956vtvAw8AcjQvFdCmxREw/xQIbpLRCfzgVmRB4xTFKbtfgAIPiL4Qqr/HJ6c0TsOJefXfgLkVQc0h+8KnK/+wQa0nD1iYIQ//3w/1kQxwVBtJCPoM/vvAQWn3yVhHfU9ti3h+tf4lclQqgCaeAIBSfpHmFMG/A1M6L5uZuefekwi4AOlyVmCiyYnb//w8XwBhUohqzHOKgjY0MOoTrrrrrrrrrrrrrrrrrrrrrrrr+H/cXgnHVwBCiGrMr8CQLvJ64jXgQKMkQzw/9bgl/q7kKGGMigA4XRwB1xQItKZD6g88A1gmG/qioABewTIDa3CDCRc78v+zbeeQZ1Gf/Dx5rrOjzSKnx6F3AHEh/icAMxttJj4LGeCpJUf5RE6DKripgrFS2RnX/uOAA5jHM1h3z/7vj/6RUAQuJiVN8//H+s9vwF8seUUEeon+44XXgDVKzKPctP/3weFY0Toax7wxVjuV6+BGRL7BktvsL4dqBFyn84G2IjXIu/vP/F3dyxngEj9ewAhIhlMhX4KQJT7DJT+dDXMx/jwMnAWU2N/W8CqRg499/fccHkBD7gdQnsT/ft5IvwbCF72B5wy2oEzl/7oAhIhuZHfg3Aw2FWb+uGuZj/HisCFg4tKBjVVmUeaRo+Pc/+Lvf+UuEBFuib84S2rnmD21235wfgEj9e3ALOSM2DmdCNdRB8ISIwglcnCQqTG+EA5m2WI+buTeMdRRajE+SoP2f/heHG5f2mgk2GEFiEBPJR6/4Eljcx64/weDvQuXJKNeHTyPPT8Gs0XiRox/m1MLqIx0cP9eQzz6fc3227UR/ko6ghvm4Nb5v4Bfjy5UZfTl2repsLY5AV1XvCNss/0/+RiKkC6ghvgqriUMr+c1Uth+n6nItWPI0EMCrFzMsonzy+iZ/VeRgZzE85vBgXmMAQ/BILIrCL1/i30hB7ukxkCBHgkAakBzwD55KVuV/75kGb/NpN63GuXPoNa1i890Mb/6b/OqlVzxKuNIeHNm1rhqmHewGcShWPwFxQlGwA0VBsK8/AU40GyEPAy9VYLzpXywRFjAlAgeMiXQGQbEueXddMBj8PKku+FQ15QDIN9LffAzZU3NNP/9VYlwh2mOsuiZb8HiXRRemn/9QwBB3uWmHstUVPSHJe01h/qGALf1vlJJLeJ0Zcafhcka8TSbyan5d+RC201S/WP8crDpNcV2ggSNAglfH0N8YFHSjEMlyE3+wDc3xF21yJxFu4RDlHchB/sq4t5/jXnaJt5wgSu4QWMQTqIn2v+ArqPG6+gfHydd6EXyDvnrGveX3/t7SbbfAeYwwKhtE8qaPkearEvKjJNPSLt+P/9B8jQy0evXX8a3Yj1qeteT+R59M2+1csNViQFPLQakVryK/1UVYhXWhpVw3wF/5QybIlP3JX6yciqxamvOClE/rKlwuVXTe7opPqrzEzNOudkIEPCUUy4b8Hvef4BKn7s5KwdyGdUpPhqG/Jw93ffIgO5t8Gbv//Md6H7/Ax1Q4FHSuziAzwHz2xV44pUxiCTrh+iCH113OvkzUF4NH7Nsfu6HSPdnFc/qEYMCeEpyfqjRcPk7BhZjz0CUFfXppKf8AVQDYdOHB2aA0MeT1yMegDTGp6ib9MSOlq+mAFAbl/BZh//U/AIVEqKctjgMjvFfha8wDoFzaeoIhcmnr+HgGAQrwQh2pNYOQOsfdh2T6BEFj6ev4NwbI7+A2jsI8elL4mHnsl5KPeHj7MRPw0DipPUIAWDkO3zd2mZZvz/xh/wob1YACAG61AUyAtOAAVw8LdkaAEwFGyyB8/2HAMIBxsKwPrnjz+HCUPO159glAMDkwONkCRQYgSx+2Pa/Xfv2zCDOP/CRFF4ABAModbOIb2GJClJBr+0FC9zCp+8bm3+4HzudlCaU6TyBfvNhBGXKmPf/NxnEAYvqMtUNGuXsK7RsggIi+uBWowt4gbYVxRHxalH4LpaAf/Dw2ffV4+Py/fv1XVnqNrrrrrrrrrrrrrrrrrrrrrrrr/AP+8KDNlOxSrwAYXqf19/gjyFvYc1u+vpDg8XxhLSmDROjOPd5J5xcGgixiwCcma7LPfABCRDcyO/AjgXL8hDil/H+s834QAAQESmf7g78e/8Akfr2wbxJ8GS3fQfD9QRMmecFuNuTSp/F4GqMOe+58Ev+7i7l/wlgCEiG5kd+BOTJdvvfHa9vN+CkCUuwnp/OFYLKSSp/AJfv//wn7JRqgUKLegVBZBQn5wuFkJ+cHIdxKf/993hXgBMrmGNS64QQcZ3ELEAVozJG/ARzgpY3l3yZXWZmfeoB/fJ3LiMtJ14dnq/gAyZ/4SCu+EHdtPzCsHIjY9+0llNTxyKGaoH8JEhQiG4kI9wG7qG+oExvDAxfT3/aRDY3DKJfMBLO7AAavLGvcafGvXfdMITGUIoEQHyQ+v2x7sx8e9n9i+8u7nGh0d6ffLY8yfOiJNPn6Q+3aABwwDQJCb/NsTfP+gYboC1PjyXz/atTWOtmUFOwLeETTZeEPKPYdkxlQgy0k8+iBrrGyj7cg4kmn+NEjK6ChXk02+QBBdVjZZAh5vutTeUv69ZkB+AapVAwKcIMl/jywEHfRjBprrNWYQJxkOepBu6ghBybQRqZa/7/yogI+avDeU56T8nIHe+ELKCiVy1yAsXKld4NMY/u7iHyDTcIWXs91F/MgA289Tbt4OBD/6DWW9HxMhb+lxc101j/HdT3frhLCHAgBEad27cgcCUKx/F9XEWDwVj+JmOoKsYivG1/xwtFaeHlZ3moHxID8aR26xKKJzxDgXCgj7eC3a2CwDsJVykKrdQsO5JhmZsSSI237BlIBHiEtc8fdzJuR/9RD6CGX7yXjDWSrPSFr8W+EH3dh3h3UgsdS6PKoLqIISJB3vCFtmIaFrZksFB8MORC748g3rjyj2URRpXcOhMNZtsBjkQVixxj1pgPjewv9x3txf/gwE+1eWwhYPhUCliZj1xDS5yEfbtRNFrgH/0NJGvP579n9m30vvj5frOS9398tPMpN2z7hdFL//82m0YoN15tbx2XBcA/9ArJNT5FPvGJf1DTX2sSHV/HuziOgP5su8Y9L/ULSLqOQOX9fMffhu3x6nFdSF1Qc83q1KhtbbPNVNtzz/1dnIDDvnlcpOH23WTxJpKkZ58GEQy683BFBL23xb81aaRN5/RBDCFlND4v74b0DY5+P9wXNiJQtdxqMMP4IinzW8GzCXv/99wIHepsm+DDIbOM/LF8e+eUvXnV4v44i/tLwYZA4VWfeTfB1X4QDlX2tSlo+AyelWyQKDpQFx34lj8ylmASGzZdLmsV2fxqzu+WtFRZc+6bLD/bgNmRmPlKyFYIixUnqGhj6evgPeR6mZfMY3Dw/sJhHnC5vY6P8ccP+JHYQ3AMaptCHUeIFOSl0NG435NXzzfwuBjh6mD0MpP4BgAN8uKEBpyp6hpxSevgDuxDZlrEaJ7vtezBAC/rz2rH8f/B6RAaoIuPRkT4x78HQx1SSn1wMagTg4iWwPn+9w8cOahuBmmZl9GT7//hwAEmZi15iBzYKGM6BsY4IcU9QtqkK36CHyWWw+ueWMbIi2zGTEy/1P6YTcPFXiR810s/EcV1XAu4KH8JzSbYRDgAsAzKLxjhkeqktUJ9crZ0LPY0WGJFR6cRqv/3/gYiMpqjT0kc5RkcATcPiGElKZCT4/oIYScm1yHYviVB2eWs/9/5Gxr+U7lU/rJoA27CntJvV/28LjbZnrcm+4zeY1L6r+//vDULhrrrrrrrrrrrrrrrrrrrrrrrrr/Rw+HhQQAybu70+AZeQfjFPw/yeFDeCEBzkJeweA6hKYHSCLYn+gBqkVhp6/e5p6HEjyC52iP+LgD4V4AQ6ttJ30g2YLIN6nvzqiOobxfSB2F3szR74UABzGPDM4Yzv+Lu8H9+AEUDrFONi77Cy0DfGMVP5wPGeCsJK38wQELESLlN/4317mfxgl/hd3Lx3eyAAQ8oPrcSooLliTp/O6K3xkYzjx4pMoNgBvsJIO/3CDCRcr8v9BQlhPztwBvXprvz/KgY1ECERReCgu9cv5uT/40QH8EZm57NyiRx9BHj4IGBaKT242Yx4Q+o6Qy9LmzUtry2uNFgQG+KsS6t7XC7OOw5dwwDQbr8bZcs7+qrIaC6nz/+udEWwv0/j66Dd75iWVDSv49L/D68EC+t/QRUDMsui11A4+w9QyDnQ3zeVvlsLWoloE1pie4zLHnsDyqsiIug1t1xiV5GhJ9b4WPyvX4koSGKlWKkDe9YvcXITB29uX1OpPyEQPQL+Q9o6tdDN7OmarKquLXVQHStRIiIgQ8N+1FUvh3sJSe2+0RKo9N3Iv/wYYfA9/cKKQIR/lGH4SGk////fDvhn9GvRSBh4JInhlGZg/MPRkaKWP93dPkBeTGvc8DvAbUu6bZt4dfcC/z0CzaqB+gMMZ9FVxyWXXkP4zWGg0Ja67wThsfc3x+tSxf8A8ngFSd4CK+34WLz3uXPWGsFBofTRKiazwGOrt/UBYXYCe6VC6IfUE0z4S/6/+RPn3S0+//jqufn+8uX6BJBAJRZCKCutestZd400xmD7AJUJD1/8WpSRZvEuiR3k0R0LqUl//yGgfodOkLWbRVf/XrQLfHWgYKGlZjQt9v/8PQKhIloRStG0/tRLLo97Xr/9ArFTUzoSk2Jd7NEd+X1/0CqItA+RdB/uPSyrS/4+P/BVAOEyxDvJcv+UgDrgcECqYjE59FWuI6KXXAc+EAoN76/1ttNMLfx1irDKh972//zAADZ8Y5LFqWAqQKr/pUu93XvjX1Ni/BI9htw34VMB7Tc5gCkEAgh0Lv08G5UEdVUP3v/EcCjyvxGaPMWYacWnrw5Kag8O4+4ZAaIcyd8IBgClgLT1QAVIPmm6vfj5qJcn5gM9HY0+Yv/y1xEnmwRCzpPVpKgELfT9/+q+gSC8AcOMkXo8eTr//8PkaiZxvwcZGOK/P+AYB/8JEq6eoIhcmnr4IcWtzAkO1Jr+AQAH2t8TB4HUPuA6uKzzAyvd8Q99l+svQlFi6zzBy5r+A2viceVTaYtOmfBfAPDxRhNepncQTnMALuI4kzJDyWPD/hiRsLXP7wA9xlpHQS5Nf/nYCDLs5Eo+c4jgEulwt2AhDQCYFPrwPn+89/EMATvgmBAiri5OZuK/AAlHrFGIGpy8SdeEyB3bbRUESeWUt+AHAAC8kAHAmBfs/0hM6AqShMVJJZuGyACI0B00r1AMv/wYf9BIsl7JhgAOpIgzESIDj8PvRC+qbTAB8wF//QF+AUpy7ABdF3v1rYmx1IrKf+ttBCXeqgXLn0PI3/f+CYDjcSCSyJB1/vHcERBWrzoBGM+Gobrrrrrrrrrrrrrrrrrrrrrrrrr/4fDhQVAFvFouzuMht6XP8zEH3Knz4SIIg7WCLM9YMiJmqb5f8/3+t5vx5AjxJWR71EmmWIP8N3i673+wxomoN499dZOMDpghJpP9AWkQ3IjvzCUJ1liuM59BOGi2G0t8w4Bu+8YzAH1A8ejgEj9ewIyJPsGa++vAqkY498GIg6wzZMzgYkJiVMud+8/8piru4YeNzwxnBzr8YnQdaPAVEk8mDNVVikBveUhEW/+iqc5mzsc8FbCSLvlYT6G5ff8z/W9vwxMiTPA6wQk0n+t+n9x//QaNfBGvI4fGWVsjqLbf/rwhwR14PXywCbN65fasbSzaeq8Ar7q04UD3lrN+8FgPhJAs6Epe1/Vfi7q75+W8AK5eM0i/8Acpbn8DOBfMdhtU/OEySfPN+dg+f/AMwDDvGWjgDTtpLcefi2JC49YS9/THPp9yaI7/wUOAIOwsskuW/wXeWyZbZd9rwh4J6CFfhrzoAm4HpnFjBr49LU13fLABNLFRl0u1/8A1NfX10jLJBls/mOdMT3tl2q61f8qDW19QZaB6Ql0UXxHRS62+o2M/DwVQDgVZd8T2frrgfpkBZ6CIBwt9ZEqfaM1/4EBd1g0cX2ak9cN/bjzPUvzyDcoBo4zsMrjsOS8CxIGscIx6Hb1CQ3G6wxgj+QIoX9+MhP5xkIOWLxLuP+KZsfiGQn+QIHLMoBqQTs/4ccf//6XOAih/ucR8r/MOBaA+ghGj2fzQBCjrAfPbUCgvsMLn5Zf+7jPUyBAmO+w8gZL+uG/EM0wyjqjbD0aVYZUCDbGx1P/+zA5yAzNWZFUv+sMiR//EPmHAo+v1Thx4F+A14fQYfgo+Hk/qCjIjNTIyDdYWEYRf7Y/iCPT/XWMbCInkCG74ceIast89u6/FdNQqpcgc8uVyBm308MkglV3Ox5n/8Yll3xHUdNNr//XHUYQ397y0ghbiR0QO6af/160C3ykhLWcTMiTu03hgv/oFRyqwauX5N7ruv/oNS1fMR4bDiSVYq8Yll3wupvNvb/8FMiIaB6Nc5r4Lv/0ECd+q8YxVmM/hlfT/9PnMW2Ny2mf+G33f9V/BR/5ZTiFsCeXfx//dQCEKCBcM/iIXSOACutmqv++RcP5JrVNEsb8Qi1uz84Wizyev/tvTT+7u5a69cCK+cPvuo8uLfs4sYpy2A9obx5nXjywIkxSeqdU/7//+FeGh7aeoPej7sHg6h9wO2prw/gGCoKlwOgWpUnrDQw8nrhHI9PzXIBD/9CY0vyA6Cjkp58HQUUlOOdT+Af/CUcaGWO/BLGOLR+A9F62j84WgubT1/gGAf/CUE+lNYOQHWPu8cBQiAdCwtT18A1Ph/CUEQsVJ6ib9M4i7mLblscaMcV+VxcBvDAI/xMD2GT1PywPTmYyWi+1R0DSEaebBCHYk1g5A6x9w8SmSnwcQUUlPwXBabCWxGlnlAJTds9ANwbrQgCQHPjYS5/vQ0UTlki/o9JzrxCW4con/W2D3qBAfSh3fqHTH1M+uPYmAy8AAQRqeVBzSHLC1wfP+agPNozgAOx4wMSS+VJ4Ug/3DDbs66UkIc/+A1pIAEBU7NqKIb7//+9yNigAb4qBcWF4AAgBACOocbNJCkDkNRKuSv/7cENV5iLTUJT0f/vPmhC+bWTsjBsoRRZpBxZ6vAbi3HHob5dyGX73YAsyYQZ72wjeOUL0zSbrYmd+/3tZIyYbCqpLl8GkM4ZzPaw0ro///ICpuTvT5nxdxsbiFOR6uIum+VQAJx4HPGF4ABAMqhxs4UEmCuaiORSe//2iFFiauWrp/xQ3XXXXXXXXXXXXXXXXXXXXXXXXX//w4fEcACn8nyfV//+7yd2IPwkbmgAG+oNSx3+4cDCMudHyAB2K5gwlNrgNXYHdaZP+8f3g94y/+J8WnCToiIdB/VLdZnmPkCB3sS9ByhXng5AOoSnA6iPSf7//ju8K8AQkQymQr8C+I58gyU/nQAh1Zsk74Hs2F6SVv/KMA0N3cVN/3eDuNPBFgjQn5g88iU/ABeovsGEp98FYKvFisv8AqgYPsyxGQ394sR5oHYkBBElfdwH/g8Xf/hLhZ8ZegItx+sG2IjXb774AISIZRMS/AviOXMIlP5z/We34HcNiD/xUHjNhWklb/ylQOyXjyu//6oE6EZLXi/J5wHrCJdUueLWI0J+f/993QV4AL1FuwYSn3wWcZcJuqc4gBNkWM4mLvgMghM12XL/j/W9vz/cXchhQwgPHcSnABI/JTbSbgFVk6mf6C/BrmI6fzg9mKJYdg8P7ncPO5UqAAAFpsF5E/P7uDuX+glgEn6x4TgpyQ39ZhqjGq7eFQe9jFT/qDYAb7DSDv9wf3f//QqoSRpyIO5EJEHZGu/J3w4TfQeNWf+ZkALyreYFB75jj8Hu9BXxcNDFGLAeHNl3fkAEyuYYlLrg84cIVRjMF+P5gAVR3dyiesF3lhq3LYDtGMiO/ADM8j2k+/mFsOiAKLQ7F2Ka99Rxhdck5twC9kJLNd74/xb9+f55/5eF/fMe837bfJvVXcFAB4CVYdKtnQ98TNT5FU/WZ7Hwa7zbvU/VM4Hg6h93ho2p6gi0CWfQB2uY06LlIfMdQyI9+cdR+11wwDer6dVnvBdcs/A5NNV2oToi1Od8jy1YD+H7CJDrsBHNCliWXfG4C45jCnikfnVI+4O/61OSAPSVhyQeEpY9jf383UlPPbte/N+A6CFySeoPej7vg5A6h9yUzVU09tv6r+MFqvHGj0fgi0CefQcjzUCRc5hs+oIxPUzxVOol3p+O66qQgCqQaK9CMt75n9XEMgUD6af0RFNM6cceX4JNn4ua4H4TvA4R8HXOSfyaLft9OpzNCQb9O8oB4Q8KTUfgSLRgI8DX9gaw+bQPPlbZjXpxd1Gir9O3BLTHCmhindijRYhqNzKy9oHI/x0P4GB7AfDgo4yo/ttpi1mTqZl3nhwE70z0ZQoe2gD334fQQnUwWwNhA6aMx5P+n/SZ5wmIya/aCPAlsrcCOoZrQI8wDjPr+FfCx2xn7/90IdTOp5FBhCawdM/wSNDovhlSODfG+/lVdZLnJxA8oSvue/mBqYHzHbrpr8h6S9bEBhWyS6YbUrLv//4rjWg6QcLRxz4daYoojFqztl3+X/zoNlvvcPgYulhOs6Ynv1x2/6DUtCErswdyWXWj76WF0QNmI/72+NSzoi9NPjhha/J0ECoGW/dABn9akC6ebwPQwM61BGlWLcQ7wiGQb3whe6q0ohxeBJMyK0Bw/Bt45yj6F2uexw0/KRM7iPJrrCFlBZIKo/DL+G90+/1eR/sHno+7sGLi7GTqO7b/3cf+vnOhnq54PDuPuSzy1MsJ7SP/Igua9gOyMZEd+AOIIr/1IcAi40zJTlQ0SOAIJ1fGLr9cVNbSFm3X31EFzmYlJlU8wIi5NPXD/AMBhXgl6ppAkHYk14cdNQHprgSvzv/gGuFT6IHHk9QjIlufntf+H/hSOMjON+NRMcV+f/AG0+I49AAEA/+JIE6yUiDOnCEXrSvzkJh8n58iU1ByB1j7vDvpnJvkg98AwD+PCUHh1D7gRFlk9fBELF09WxwQt4qfgH/CUDEnLY4NM5vxkX7BELk09Q0PbT14BgH/FcHJ5H3A5B1D7tLPKB0LU6T1/ASPJx7gGvhDuULPOBtaUVvDOIxPKZ9zQQYVqfg40Y4r8mtdviCc5gtTynv//DABADHZpUCcHFSyc/2H/AY0bCC5t/4AxAAIRcyhnsbfaZYGzfqA1Qo3+/eIQ4BLpo+XqAAQH8gD7gDEACK6bI25Nc///wGmFfgASj1ijEDU5eJOgA4AAXkgA4EwL9nSEzoCpKExUklm8JkDu22ioIk8spbD4bIAIjQHTSvUAy//eRmIlTHUnKbF/8WAa4VgAMiaQAzAjP0LbaP6ll8OAAHLJ8m/9i0AASUO1Oydb/73uIw/jEoDNSjRwF+AFOKvMAupO9+/w9YYTnktxEAVrIaheuuuuuuuuuuuuuuuuuuuuuuuuuv/cbw+xwxTwAh1baTvsLUEsffJ4RAAWDJA1AAPnMwvUZyFfupi6G8V6lqvyC/ncX0A/3AeJAQs1KXARpfRg0GygNvIUTSj6v/VfH/sAAQGB4HnzB9BuS9+cC9iIlyfe+AvI+YlTHhNQbx7VTaZz93y/94J7tbN7fgf+AC9In2GGh99H/u8XGL4HUEW5P9gPUCPdUuZz3YFrDLbBN1XeSBZMuTmFBgEocpxqb/gWXA3QxnT+dWxjHYcYvwf8XdxuXfgCFENyI78xSAXPsMtP5wL2NlsNJb4B7mgUsazvfKWbpjWuPv5Bf933h/3ACHVtpO+C1BLF3yeKidQ1j+kMTAvkgHKvQbH/7wgiSru4Qg6kJR/vg8DrEp1omO//+MEPAB+iuYMJTa4Flap/UG5Pv93/k7s7vGQ85M4N212Aq02HoASpcxkjj4EcxEa7XLvjtbN7fmCXA1mPGI9/9jaMFO7NlR6gUM6YJawpL+/OhBwB3eOXfB3RWNWRR8HgF3kVwj/UAIdW2k74LWG3htE/nzguhvx8VNUt1jWqPgSVn5GaxZA+1ml3yC42n+olAkp0nru+5R/F7IHYln3yeDoA+GgDCwS8UUm5p4lLQ+vDfdev/HJkg59gJQuXYzp/OBfPLyr3/mvCF3u/cSySijloDjRjivzmqm5YAqwrL0SUfACbNpMeOgPWXp/mrI9Zm77wKNwd4SG/rnOm4a5f/cLuP+hPD2QE+ZTf1A9unpxAB+lPhiQu+igReykmYloUvQ1IfAX/fd1T/ucAchimawHmFlyvyUQsXWebC3gvlEmv3gPaGWLMHu3Lf///hWCIXJp6hoaTT18Eg7UmsHg6h93//6jhWCKTp6giFipPX2xBXywAeqWGbET8BfMG2WdPj/hBxcaGWqZzfkQTnM/8AJq5jNi1wglhv44YS4OHfgLOx9DIqfzgnRFqc74RFGgfDrH3eNXd3y6cSp4pPWCIuST1AMpXGM2e+cOP4jObZwPej7gYDkR4AdyJcnd8e1t+/G++3AYuB2JNYIhZ5PX/BEWLp6mjY1yiNT1CvGkALgdlkWmTrs88P0o3Ga32GrYqYLcYe/3m6z3rLBQUgU9XJ2/pQnsBUiyA3CO8WEWxBNZa1SgZJiQ3Sxxg1jHKYfCagAIO6TO/GKtTtqHfW25N4YdcIAtf74+ygP2d74P0OlIYl7dn02u2ev6hq6wDaOyyqejxtKWW+/ISfhM9IHDkI6FjjPJmJmtirqPtfqMwx1J7hHwCbTmVF7XZqD5DpHpY429IWv8VUe+leMtCFloozmRXtHoH5cgc6OimRQekn0+YVkA+43+V/vDqG89rdf5eynCFJit8ui1ptfj/iCCH7o35hLISDIyxI+vAM/IZEEz2//UH3NB2HaaqvakhLWrsWEKmNr5S5jO23rv3uL9Av8Eg6oGeUvrwQOz2UyUR/0xHd33cZS/KG+H56AWvp/f+NAQ+4Yxw+UCqKWBGCVY/EOg1f/3uP71B4QxP3Dz9ZpABj1e9rgEoVhlIm9JvYBg/AZWPKVe4wyjKP5IVI2bGzFzJzAshe4yeAj3yUrJYgI3lQe24v9LVum8Jp/HQd8Fg/F80gR7wA4d6//Bo6RusPiTSwZEgE7nXsHvrV9f/F3d+XQkFmnPMCILk09cBGNtpMfFKIwfgSmoIAqsqs/IQvIpm/Qe49Y2N/UjA0z3FTC4djTWPg6h9wfgiLPJ6giFi6eoqmXd3/XDLASiQ1Mir8FK+I0m3pl6bPPvgoW4JK+uTYzEfzkfl8Rc5nyN65kQyxUy/j/iSwvEy0ODRJ0MjHFfl1P8c/vEoF6Jk9Y0JIFr3///4S2/AcgfIfcGQO4Z3Qy9YHSWOT1i0Eh9PX1gPvV3vuSap8b8tM2j7Jy0QBeLMFs7nqeeQW8DgyMcV+AFdFY1bKPrFiKsszuNfiFvwBuQ21D4t7/Km5oWs3ff+7jtt7fkAwAkV3IfcEQXMk9QtFBnV99ghA/CTWBmvHkLfjP3gCMkjNIbHvvXGDWdhrgt/ARbMjiACLC+4DuJtEElH3oP7uH7XEMtl8gknT1/oBQVx9V7yLB6/ojdvxaFiyepSAAY96RqoxTljS7oEDQ3hZglBJTpPWPZLj5i8tyA4Mhljvw2E46Jhhh/3uvczAiFxKnrg0DyaTzAhA/UmuKoQhLSaPzhaC5NPXvBCOxJrByA+x93AMA4/fByB1D7gRSNT1wOgtTpPWPZJS0cOsNPUB6y8BO/OyNVr7ICsahGUeT86r+qAAvfAeZOW7YDwvHtPk8CGhvCzEwm6cCQBHlJ4Y1X74A6F62nrB2LbwsYXPMcD5BtN9SyyUlqM9/q0vjLHi98Uy/iSBUb6mcDkD5D7gFZVi/BFoBPPrAAxfJTMk//3/3JYrFipQCQUmtOf7EASA5sbCXABflgKWcChEm7+7wkChcihSqb9wdgjoevv5JDBLexk6lRRbBzy9/j92yzyyxvX8QS3mAL910EFKTDw8PwrgAMBcz8Hx6StUOkX8yUYbN+mXuhCCMgDAAQRzmEV+78EwYUfqDACIFoXZh+riB+FfjGQVCW4lGYy/nABRw6jU5iA6Rv/jmbAAEAiICoOpRAAEAdeBTmqGHzdD/9e0ACPBL91eoZrrrrrrrrrrrrrrrrrrrrrrrrrr9PhgLxhUdACKFcYMbG30KrPGrqc+A8NnOqCI9/s4Ec0FrmuXfAf+3d3GHxOA9MEa6pcABjFCkV08v29sE52bGQf/bwAh1baTvhCzFyU39EROhlVxU0C3Mz2OKEEEvYSzseQH0JTd5P/+EoVgq8XfL/BUAArcJVBtbjx/5CRFRZoO2BL8kwH/vf+81GM/ywHrESypc/gBxIhlExf+CVhGuT/fjRZBllkYmH2NxwKWRpXv2/93u/GeAEOrbSd8AIUQ3IjvwJQneSK43eVLdMa1R8GCOY29sNpvv1gtQ1jv6l/93q5/HvhWCrxd8v8CcDi24Sqa94DqBCzif6APyKPoNmS/qlURB8MXvuV8D7hxEEPWCtP+5LePB1J8cHHe4mBxhGmawHAOIj5UfJo8wn+4Zfj/mODIxxX4Qt+DNt6LHweoJXbw3gBxI8BvPSAbnJX+B4ACwRJqCgkWaNPGP63F3HGfwAformDGptcBzQjPZIkFd8FzH7hPhfvgl4aw2+GxNf5Iq8wGbsDv/i7G7iuXv4PPmH0E5L35wO4ma7LLfAEUJRhksvLa4GvghHyd9P9bzfgb7K8n4WttRbm/BxkY4r85iFPrfnCUCWiVPXeX/43A9xoKWxMr33Mwb1qPzc+w0xzzGEJaZI/O/8N6hiwQgfazSwwGXC9QOJlgJ56X/66hE1EC9Jp6x5B+H3eDkA+x9wIpbnv/DheNQeYllvqf+73A6CSi1PWCe+6uQW8DEnLY4MjHFfhC37wAh1baTvvwrBV590X+CsAGLDaJ/O4/u93LfA4o8BvPSBcNaGeuDkD7H3AEsBy+tLeAI231j5xQTq1pvDIp1Rjn3wxg6AA+w1QB21xZUmOLff/vi78fFcdhU5qptAVgHraTsO+IALySbsMJD74KQTNED21f+z5mNwz01d2/H0RvHfn/uIuP8eLiYGwzZMuAeGER935c+y5YQOgJaJU9fgsckZrBywCc1P///CsUAFAzkDoJKLU9fgiCxdPUBwdEen5tRZzfn/UIavGcIu7fn8W8caGsd+C0nlPfgKgI1Tf5pfIUgET6IvA+ebDAPAXeKdqjeO/L6er8DoEtGqesaFIFr8AIdWbJO+Bzsqzp/WUUgAPRd+vpDgBV5Vb/MHrDTwkN/WwLLwEZ+cQTmvuqO714UNMDwdQ+4oAoXIEl6WPBwD3s+/wGoOlqZarw61smB55msUyjf1jA0zbipm1ZvqYNRJy2AsAnATziNFP4DO1zzVUBTivUDjxXb2LIt07wETO3V/gIhnwHpILYgGBR6fN9wDPCUVpLH4LNsVR16iJqdRy7o89DW11mK8uNAwiQloVbd69P/jhud1kgYewHv8Xa7f8fm4YdBD3ISJn19z6ff6TCd1TChtfzwi+O7yb+oOkVMDULuTykjEGsbnG7mvyWdqTf/CLjVXdHLXHfNvUhR5LhDQ0Fhv8FbCqb2/hlQCI8aS/3N6aKJrcRr+I7XnzHfAuFScdv6rv8fkkHZTabi1u+Jm7u8c79pf+/uJvre3lp8JuqMBGSXgZQj3dAILSQ1R76N78RvcgA/CAROWER9InUAk5tInERbsb4Xce7OL4/84EevtgzhozJk/vAgpwas+cVhVkDcSUzOHKt38f7cFzmZ2X43o/2GnJT18IF3KFKEJzBM2f8ECbj1/7hh4YLoWLGM/A5PS5nA5A+Q+682GnqAgrRws/vz//guuCCssKkgHmJZaA4yGWO/PEBccwQi9No/O4QDwDULhF3b8aiN478/85YQOglptPX+JQXppPWA1INRMS/MEXoMtgJdL9wOoqNS/1P50AwBmi4u67hoa0F6g5B9j7vB4HUPuA6SxyevAIyKN4xpq+AAF6K4wxsW/OBa8GvrDYn3+6rZ/jca2vfII41DwxtV3fgKhGyvW4Arg+X+EoHQJKLU9ebABgEf6AEAzqRnPvgBsATnxub+oCHMy+F6m8TGumdrlr8v/wlzC3Wbz3waiCWiVPWC4GtH+v+CEH401ghAdSzS/1/4rgdJZqesEQSHk9cB/u6YPsjlpLeBwZGOK/P+f/4wrIW/AdBLRKnr8EQuTT1BCB+pNYCKEsZTIW+UFerrWE5fv93/3dxF4z8AIdW2k74EID9aawHYvDiNNqZgDmy7vyDCUBy2w1S+WRESuAB7vf3/3eLiKqkyGxH44HrJ5/kFr1qtP4AbTMkb8orh9JJt/jfFvfnjFG0BlJMDMp3a/8AgdJdvIUByHC+8AEF5VvSf/+oEnBSb6lGFGh+/+/qkJNcxx8u4/d3cHjuLKY1gMok8qev86WVTzFolADmNjbjrcpd9jFQQl9T3PJHO/AgdMCE7ULMlu2A0cigLmzE8Il/+anmIBpmaAr2u780W4xxueIlC5em5z3/8uNYD+73y/wlB4dx9wASifwA8WGDgxA7/+4wPHIN1xOI2r1Walrv1W+aArODouZQULpJ/qRDGDIRMyr6/Af5l/2mGL0bw+6kBjB3/tB/AASD9YI1uV/q5ifgw1LUx5Lveykh4hgVNRfqFUjT/84AsUd1vhETZWFsU06/6f/ecMgABATHkLUQdTQAIWDX7q2xTD/CUMAOG7uoATZTJwWSr798HACgxyZeQvn9W3gxkrU9U/rOguFeHctv/wl4QiCKQ7kK7XQn//+wPGUoGX6LL4N1cMOfr30Pj8v+oXrrrrrrrrrrrrrrrrrrrrrrrrrrwD/tu8WO/T4ATCK/VsZW7UAIdWbJO+B7Mbcklb/E4LUN1HxU3+76C47wdTicYHSBHqJ/vAkfr2BeQt7CmvvoKwXeLFRf5qdsPZOg0v/fix5u6zPxRIVTUoWTL8BVF7GsjhIgS0ap6+7xf/W+D4GvuEmaVwQHETor8gAtROYMJT1yB52YfQbkvfnH9///ByfH3A5AfIfdwvdPUBVyPCz/5dxmP33e4NsTNdl33x7W/b8//0VrohJOIgQD/Saw/MgdqafAPPjuxTgzvUAQkQyiYl+BNiZrs+3/ue1t5vz9ai43Ed0ElnPeBxAkotT1+atiFblgDeKqVGKeBhACFvLRH7+AstA3xDFT+cCrnBSxPD3/vD+RbrM8wcK3+Fwd+P8JcAIdWbJO+Az2c6sHBd+iHOdp/1jgB7yq3+YbgDlhsb+tqDSMhmcgEe46a744/+K5i6oxxd8GSAUCyA9Glg3vzvzUAwsf6gOOkeT8xxkY4r8/1//wrao1jvwQIS02j87/FoXNJ6g5D6H3f/+GrwrByAfY+4DqWdPXgLSIZTWPwDoJKfT1gP9/TAQuBvZxiJu+xucKWJd3vn/ju/GfgA7orGrIo+nXT9oB/EU+QRafzkAGnsppd7wYLGeK1oj/03kXWNa98ogS0yT1mwtgteLxd3/3wHGQ3jvwUgFz6DJT+dIzMXhJW/zCk2w0KuuHQqFj5NR868d9GZn7/mLGw+wcgPsfcFAAUozl+BxBJRcnrDQ4unrdyj+vxMJxibMTBFX/3iWkE+DmvXfKhB8g2TOUUs6ev/CMieo/P+p+H4SqIJKLU9Yn31yyC3gYpy2ODIxxX5LW3g3//vFcDiCWmSesNOKC9cEIH601gyB1KZpeADXRWZkR3weAVWbuI/1/ru7vK+B0JKfT1giCx5PXCMp6fmLeATxWZkRj4QLMXhDf33hfWNS+96oBF8TvyNeBbnrB46eEw2O/3k7/98BGNmyJj4cAKllU3+aEOVm0jvgeMxt4SRv8+8d9GZn7/mnIA+ulZf4wIEtE6n53+r/RmswgPkPu+7yeP692QBV4pP9AesaeEhv6yxv7i31jd/e8WNP0RtT1A6CSi1PX4wCseUHmJZbAcZDLHfkR/UIYBCviGjccwQIJaJUPzsWhcmnqDkD6H3fAPAMAuA4yGWO/IgLjmf4hEtNo/OFoLm09f8HID7H3AiSznvwOIJKPU9dUA/we704OQ+h9wOQH0Pu8EZOnqJQSUXJ6/wA9QTlsJ0/7A6ADPjWovwAIdW9LvgrBV594v83BnVNx98CVUrFVd9/hZpLozfHfjUXgs2zAo3C1DL7/hp7hDRgHAaxOQN986Y1y7viqx6CqrRXK73rgF+vnS9dXgjFsDzU+c1PVwijIBu2AZ8EorNb4NGMf+lfyBspqIHmp79v/4PHjfSJMSXjDR5r47n/79aiLmBHci7+O+ZOpr5cLle4iaKrujkLpZc35clz0n7IlGT77D/ftqIc7jPdgDGlIDKMOe1XgKLS84ZR/sTi7kXJ3d6IAGn1qDUh26+X7ABR4SdXX2ge43Cek1XIB+GAElhi62AhXiR9I5hI+A4Mfhdx/OP/+Gh4APSRD6naa+BsgZLHfky/sERdpPUNDSaeoQAJxXhBZjXilRJJA/id/Df///xQorwQh9rNIHID6H3YIpZz3gdBai1PX4ARQrhlExd8CyvV1rCcn3+71zxdxjvgfz65geyOW8Akfr2ILeAXkW6AHke7mAObfK/IFEwGwhcmXQVHHZJ/H/3cHf/3+C9AqWxSX3wPcHvjQ39YQ5WbJd9CALvNXIv9Xg71GzP3/MCxaC9CO5P5xhA+h935hAdQ+4Dokq6ev7vj/UIXljGKxJRx0zi229vz/BfwOgSU8nrEX6ZyW8KKctjgyMOK/K64Df/EMAjIDjIxx34IaM45n/gdI8BvPSDgWjXBCA/GmsMgOoM7v/gGAXEoXptPWA9Bem0fnfiyPyTWDkD6H3fgcQkpdPWB0LFlnmxF9OCfbX3br19XIX3C/U9QEFaOFn9+flhUkA8xLLQHGQyx35gerQb2GbDvfAP5kRaWt74AC/RXDKNi/OoXg19Yak+/3P9/b8Ba77u8Za2TxAeOeA6ihyPYPeQAzGzaTHwrAWtg0p/dqE1Ynh2nRBJbmngZz/+ACmDMEqzSziC74BcArnIAp+xwxaxf/ruN/J3F32QcLdsjPILXKlyfzlI7G0zi6Wb/f2/AVEOfT1ABvZMAWWZQOOkvgCh8hMuFNFU2/O4w8UIxlxPZ+frvZ+bbd9YCsUBU7JQVSv//dYiAUGqEW/Pvg+/e7/Kg3/YbAhptxBFV98Bo5HBUXfFPSI/gAKY2Eq3tIY2+AyFeELbU8g0sM79xJRGGqbnP1/48f78b0I0JfVHVBnha7/B7AATIhldBGYl6WMT5GYiMpzqQZT1qu5R/D4T8YPHEcq4nO/N122O11VbfB/+2mE4RS6Q0WS06DxD40iJjv/wAzG3pZmALaAgTsDOVqkRz0O8j4Dv62ElDHs9X//2c32+kA2cNbB5FVXnb/ttEBNSMlrBeKeP37/5h4Q/Cf4zwAGsFaKtKOWe/g9gwNsyMdftCOf7//8YG3/wlgSRkrEaFUUSu3/+/8w6YK8UjaOqN37/P9e2B/v+w/UL+uuuuuuuuuuuuuuuuuuuuuuuuuuuvhAP/wkFILmXABzgxBb/r19yCAPOy6TOdFAAgRmi8RDj53/9Qh+oWQbAhuk/Df1uWZCKrPzw+ZCKdCvyE25nuR5Di0t+BHAAEAUjwgAbJHmufgAII5zCK/d+CYMKP//GMgqEtxKMxl/Ici7//CWwJPmJU/5gJWxPN5BdiHoYG1wQdFBfiAoJRixBiTt+RwAIBfdID0hqDm7ob+u48VPh9y/4Q03OYKgEGVYu0Q4+dMfXtHwvskePz6KeGZ+pv8Mp9Npj77kNGOFxb8JGbM3+v/j//uHlNQeHUPu8oMXIaHLp6+VAQIuxWBvrEKCtNjPX/nAAgL5UgPSAfwBy0ho1//UIeqq9w0x09RMfpnEXOZ82XdBFNTzCoBBFWJxEOPnNSAWHo39f8aBsFIbdTeCqSHVzCYg/gGgFBIjEiZLme4BgEd374aGtp6gl8prweHcfcAcSXjaKfAAq0iPpAxrag7PQsqfznYAgy7FWgj5z2IAnoJxv6w8oqdvw/v6IAIP6gPuQAgLrBndwCIf62XET5cZnh0KNinsX4AJaMZM/+B/GuZlNs57HFFI/D7luHaeATAAhmWfkhx84VACBlWN1FP5w40NZ35nLJyzEhVI/DDmW+V3G/wD7OB/MgtYlne+OLbN7fgLyC8rAeIEtGqX5xtyRmsH8eQD7H3FAFAs//x6rxefwOJlgJ56QKhjx/r4PGzy2A4yGWO/BDRuOZ/wgGoQrxAglolQ/OOoXNn+uAIcC+l6KzwcAg/124Z5v/uLuK3HGRnG/GqY4r8/xIiWtJ6wRBc2nr8AHdFZmJFHwG8Z/zAhsbf1xH1DBa33vh4Bd5FcZ/oEOZi9hJLvj5ilR+F30AJwB3eUvcDkfiWZwOQH2PuAGuiszJHfOAF1kVxH+g6mWYCxAm46Il+B4zMVhDv994X1mY/e9eFus2P3vAoL7/gLi+P/CUQBKUkyvwCHNgUhGlLviYaBN0yGWK/Nwd6sZ+nfBlb4DiR4DLPS4//4S/4acUF6g5A+Q+7gyB2oZrA4hJTyev+ofDvgxCxc/1AcdI9Pz2vtRZzfnxxoax34LSPKe///gDCAO8KwOgS02nrBy+PuAI1FzDGpt1QvBraw1J9/uByA+Q+4CS4GEam+ZgMIi5X5B/4uGIKEZ8AH5FG4YSH30gAAsESMUB1AdtsJSPXApCFRFC7xX+/z8uf4aKAhfBhrMs7Kv8Sp71rO93EBiPC73h6Qnrieb2YJEVLOdsGVAAfhJwBxgaWqTHnvu/9wOKPAbz0jcNaGeuCBHuemsMg6wzu4fwDBbpjYpa9/1fqIEtMk9aIUlF2/A6ElLJ6wRBY8nrhGU9Pza///oJQQgPwk1hQAGoM7vA4hJTyesGIWPn+v668Pu6jBN+mfEe5k0boXhsAPH7rbn69x5ENbT1/gEl9Y84sttT4blDf0Av4BZNE55/CFueutVk73HxlXQK/hM8BmDgNW00bU3Y1Fgvxnje/LgWgCbvjcx9+EKIwDrQ3A1/PLX/+v/0l9RKh+tAQwxyN4OKnLLWjw1QUeBWXgPC3Pp9CaMEryJdutOZm4ed8YcZ69d/B3cYCoklS3pAIynz8mZl6wG2+/8Gotrn5HvcrX3UGHaLoqw3xggNsx6+no4vH+PPAFRREBqb4C789/N6eq+y38BvVPVhLBhZEC6K9wHAUCgbiBVgWGQ0R/B3///S95UExDQyxZgtJhaev4IhciT1Byej7vwFwcyF1MwH0Iw8Tn+AAfoUWxRoXfQgAG4nucQ78BNxu0ve8GkHk63d5fiYOQPsfclnlAQ6t9X34QB7yzp/gTkyR/5DwrrLODMy4R3+8qvNm/OvDVNz848aoH3cb//hKAfI3xjGX8gV5kS6MR7/efVnb8ITfmtbe/PAxaFzaeoaBraev//4S8wcg6x9wPA6x92CJI6eoIgsfT19cPgHF9bGivliCzwODIxzvz92lhBEFzaev/8AuAu8KxpFgtQcgdY+4Ax1baTvlACr5UnoKALFyA8TEoalvyBDnl8VPdOLbf78/xAN/GfABepbmMSl3xQAGsJHmZwLW38F574HQDiMUPNL8BWrnN+LKNRKntUxxX4Ammw2zRT8jPu9/uNXezEPeBUGrUtT+DBrentwbDulm+sgBLWv/9JmEQQJnBDE7K74Dg9FAIz1Gmyc/2AA1GQSpJeUx98AuArlgO+4wV6j//WUgBhaimisLmf9VAMPcbw7KCt36i7vuXcul+jD209cAUHzQj44cI06/aIqagEdMkNUI5f6wVnAf7koMkj//3UIRjJmU6FtvZzFDMdcT2JxN379vffB+DX+7xcf9oqCVAIBV/SkCNrr8BJyHBb3Ys4dhd/0caUU0DXi2INdr/VWCYMpFhQXgANkzaIkY1Rv8KhIatBS/Zb0cuX94Q8E1/ogDo6SmMSzVD5ACAlMUOGoR3SBSd68LGJStvGcScO75hWAAICAccoONnwEvj4f+RmIjKc/YZC194oMmBzTmpRaB1wU0Q+I1KI+GN0jWhIU4Oe5rBjVaRv0kNv/4e6KCG3/SHqVYzL5hICu4IJJ4irX77QYQlbDVi5IrXrbv5wRq7qU8eULigDfXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXwpt/4SClQHARR9C7IAOGEX6iWXK+Ih+8gHgAKKgFw/EAiEEMd0ow2i84NQrXX8dQCj5bDWAAwfcpQy3ItYihA75oMIy6W1MfzBCn/6QM3COpukLYbNBgtUg1sNv3/9/gAcoTDqUrjz4f33pyDj48LhSaXAiFi66ZDsVH9oEMo81Ht+Zwbhv///w+Eg+YiHF5b8hQNiBT+Jrz/h//4ogoASFptU/nDcAQMuxmANfX/joBLFzUznHAAIB/ggB6/+Al8tB1f18cwuAlHFXap/OKACBlWL0N9f/CA2zFs7da9pM00r4CSKw+nXtQIWih3SsgABAFUA97g+IYAwB4tMA2Gc08dHx32QjZLceThAhLlI/+omC51clUIav/6+r7v/8JfUyYldP9CU6/Ojf+3h2w3N/MKwBAy7GYiHHzpl7b2fA2HArQnGjWcAAgC/RQD14//8V/wPQAPmpmkA2AEGVY/AGvrkt4ENM5zBUIASUH6U/nORqwhOsfnh8NGFJxr899R/D93cswRC7aeukvM6msHg7j7vCQ9Igr6aPhWAIMuzMkOPnf43BBk2Ksb+s4ABBfRID0v9ev+r3WPoTKm/L8ic1GKctiQE5zAYAEAvwQZrAeAmNx6l+d+UAEBFWNwN9cRUzegFg9Txk+Zpp/ptD9orVr/5p/UVcb+/IXsgRF2k9cCZAVudx+QX7gFK6eAVpj9zEo5eRZSo0n85yGjDk49+PALFrU39RPrxuRWAIGXYrEQ4+cIQrOzGc/qLj/7wBN2YWdNAgJWi9X5ygj+qTIL5vQW6fzhBijt+SsM+k80b9M/KAAQC/BEgPOD+w0qkN/XxF3MFQAgRVjdRDj50UAbDyxNF6/1PHFnD54o4NGcb8FovUnvr0F7Apj/9bBgdC9Np6wQvqa////CsHIH2PuG3Hl8DoFqdJ60LFcgt4/6hDcIVjEnLY4Mmcb8rjwGwBvMCsvzA/tAu2w5ga7j3n/3cXHGWq3N+NUw4r8/pQAXpLdjEpd8VA7GY/xokAAj/eYZN9xEDrCR5mcGhFNXnX0YQtSpX5yMDCyesAuDvclX4mJU8qesDoXpJPWFqE9USGp7FAAfCVJGAZOcVmwVA97Iw1q79Yapm77wxIF8HmEstwcRFf/QShNjNNnz+8k0Y4pzV75/PkEkyUSctgOMhljvyn//QS9VblgRBc2nrhoaTT1ByB9j7v//oVwyDqDO4DpLHJ68EQWPJ6hHvn5tXdvz/UPhFQd0L+X21RvHfgtT1PeCNJPsY0LvkQALDJGKAFTNZZSys8HsCUqEc381RKludsMS/u4Dx0/ADMbNkmPpjgF3lUhnkFRmXFY46YQ6Q5DMrKsAORd/fa79ha8CZ+cQFY1/oLu7lX+nAWojGRO/A8PdUIQptnOLNv2/AxWFG0WJ/Prvj/x9kctgOMhvFfi9ctgiFySeoNA0iWeb7j/9+/2qzm/Bxoxzvz/wcg+h9wPA6h92B0WryesEQseT1//XDExKL1JPWCIXNp6+CXymsHIDrH3fmjYy336x/d7pSeUDoWotT1+OTJAYk5aA4yGWI/OBC12fC1BPe16ewPcOeEhv65x9bvd+91VuWBEFzaeuGhpNPUBxQFehQPPQATys2SY+gidZOrL83HbrN/3wOCrmiXLj3/ve1/t+f/vdx6YvZMPg/cE2i94KRpbiRVcAB+lPjBQt9CQHN7oH4IZLn5MewDP3AAoHREI1MV5oIwR7wASLaCSd3QjubAAEAugwKRO/U1FCN2bIUek99eoFi7yD3fO2zam4nT7/wAdGYaJNLEIKj4DwBXFwOfJAhhV//91LIAAQBApqmz8vf4BOHOHttRawTEjvz4KSJ+B67QBwFqH4hKO+8h6qTJuikM7eH3cXwEPwlgLA+JiJTFJNDtEeAS5DAjiriUUvvv7v3/vv2FZwB9mTgVBP//u1FGNTJmcfE98Bh4hH/8PBG7yIVIxGY3aBf+uoavvsLYACMfjijMypai3cM8IYI7eNstZlIk18RA0ozoa7UE7H/B8bPCKNOyYSW59gIpdthIjkZf71JEgGzZCAUfZmxhpzHKJ6UbfQIh4uOmQ7FR9xGY4UoqfN2vcN4F//w8FOMeA3qpAqE7lblf9wOjtMGU3uGbN2+DDUKigDfXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXf66///4fFfgAM0jTE+UiuyyCG//hIZYAWM4HtdMTjD/u1kGEmphSZcg3P3fcAdtvAUNi688x9jCbtkOKY7CQxPi2TeRb/97/3sz9mzfvDUL3///SCEVAAwvVb639WtO02n45gEA32EMABEHC8gDU7FljI+O4QQ5bCWocYQqO/8PwIIRdonTxjl//g9YK0bdOswkvU/3aWYW9aFWRP//+qwP67gouatXhQSSKZDu+VQwS011r/38ft7fm3//vvcN+PiP//wGXWnZM1D/4//+Eh0KNGHJwmvDCMMsKn4/xuAIEXY6gGvrM6AXobHH6//+b8dQugABAP5AH3APiA826TOV+NgBBlWJwBr6wXoYN02L5Ct8ApTiH2tk+5wFylKVVfmABYwbYhIukEJSICNBKCBlixG+iVC/9c/wFwagTX21qx13d3//4eu4//CXCTxg8xDBW9v2/vYUyHU39JyNGOPi35MA6IO+mnwvxnI3AEIuyKA19Y6Agy7FWj/nf//hL/nAAhfjgHrBgAEAXyJAel+BoCYnOn+sVACBlWNxEOPneuXD9xILnMEtndDpym06DnobL08G2lPUNA1NPX5DZWRmjPjkNGFJx78/xQDns6p/OG4AgRdirAa+v/4cIBxrcEnymsHh3H3eaDT1BELF09fEJKYExnOcAAgH8iQHpfgF7wHrSV784GwNxon7DpLme8EFDFoilvLW/ztcILVxF+6XELfGfUQ0bnM4e0ek34YwUuDX5zVGCKfyoiP/oHApL2Km2ZVSnDkNGHNxr8iRsaqZWB1Dqgzw9cKwBAy7GUmHHzu7i4j/3gBlNsxZ74C/grc1SXUUthJF/wL7ehZU/nCzFHPcAgwvCWfX+NxAEtBuN/WgABAP7gPu4D4QCzrpM5Q2AEMqzeA19d4rr/UIuD4ctNRinLYkE45gqBBkSLxFP5zlmIh1I/B63ywIi7Sepor6OP/4fhUSDQ8iWeYEIH601/hhAdQZ3AcRJS6ev//6heFYIhY+nqBWnpxtRbm/LT9jjIb534D0U9gWOFr6v/uDvwrgBDq3pd8IAB2CJ3HilEDianKt94NgDyy7xf4FjTMuE//vUIPkDdM5bVz/XgIO96jxsxBbwIGmc5gDtGZJvyA8Y8jKn87MWYA3sFbLkC+9gnSXXd8P7VIttvY8ANrspvyANyhjKu4eWYon9/mxoj/aBoAviuCkyUOUin/kHgIgdncX7ilNAS2J8QF1CiFHOd2UsCNzOFrQJZ9eAEa2ZBJOL7q//8ABgdoiuSmM0sEYKgyCAAjAkwh/J/6X74/z2kAAQCQYFTTX3aQsTLm2KfH77/jB47l/EyCc1ABvZZQ4nckdQAA8KEx0Wn7vYcy9ppiYLz6Zw2o/oZ4+AyAL4tBS5IFLRV/5CgAHKB6liaHsAEDNsVYDX1vgyifgfO7of/udkw6YAiDT0Lz/8f7/33/ZEZJBj02IPXAwUP/AASQm3UsAcEJ7VgN/o6BV9bllDnq5kI8Z4AGsOKd1T57fxIZ/cmdFYf8JBgABWR2IucbWsX4J2Ni0LItz84+O6UGWiGc8nayr32IY5BVfcrEpZ/wxKEVm4cSM3/5v/uJZUhHHyqev3iDUHOmlN0N3lSqv3MvEpwv5ppJIZDeGu+uuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuu+8NddewCA//hILALHmMARanV5wbDneB1A70KQOWT/qsshh+QVB29T3LCCFcZmGHUL11/HoKjRuw1gOAAUAKCiKYAC2YFKC1qIBNWVv+MjARkpgaXjMp/G+VlSEUXKpqfAA2TH8Zs5ymEzwaJ8aKUOQigVCIYeiDUCmTSixaNed/73OZeJSj7mmveGSG/f/4f/CQU8ORsQ4vLrz7kNGHLx78EgAhG2Rk9f/+n7jZAOAgybEWnrA0AnXJTM79AAID+QB9wCUGNX1T+dg4mh7tfF7/4ACwEI/8wklE2oMP/5QaWApxRqxPY+eISBWbaxEPkbqob7useH4Sg2DAzJjx6Ur33iI/Bj1tYgzftwFylKVSvyun02sfQwtpi8q/eZL0wvDkNGOPi340MzM3+pe1/+EvPlQECLsVgb6w9QVpkpnnYA1zQtyum33wOJSvFmSIrv/aRIUWJoU8Xvrv//wlmAADBwsTi3L/+OMDmKaWXG+vz4NSfgOwAARvC1apkZYw4VPZ39yH/ztBPnjnGOnQfwAENRUpVpUGGBGe1FbEB5IuFVYm793hILyV4Vc8E545vrCnqCVPZRL8oZ4QYIf8JBboeML5CEbA0pF/6/7BcCC421jwlHXhNfsGBtmRjpG0I5/v4fqF/XXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXwgaf/CQW8MgEFbPCM0rWqrX0PRBNEhxWUAq+pd//hsgAiNAdNK9QDL/94ahcNdd9dddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddddeAAAAErEGaOBfgFB5Qlh4y2BJ4osB1pJkHFyTIOLkmQcXJME83OSAdcpYCA3UmA5epb+5nqXytcX5MwHeUsR2p5Hkzc2doeyxi43SBYqwhAkfks8fbSZqhF/j5dZObwRvTMuTDWV9xG6cpII2o5muL8mYDrlLG+nw64l4Cu5/o9YqLDGW+HGWSMtWNRiRjw80cv+FuUKssGbxY75ROHssDrlLEkycojAGt61Hv9kAIXm5/6FNO6T/L/9lACVpU9q8/4JXY1iwhlIjz8Gy/NC56sujhu6rHFFwfPPKRxSnyaX6LVWkvSi2WDf78v+zh4SU+IjxgX5gnh/HGZrm4eyzy5OQ6uqtKCGzQhaej4n0gQhaG9o/Wg6JrfPxEo3DLJmuxYD/Usjy3+bD1MvXXYgCkb767z/h8v9+Q868BV6Si7hvK+RYnl+xa8SFDjE5KGayRPnLH/RWU1EU3nzvpAjPw7BCOPBEQFnmoEY/JL/d/28RRnMv+nlyrwmYVYJyhV5i4HXNBu8JWnXy+vEF3uhTG3PkTlIURL+3cWUm/J65B4See1HlvNymwET3PxABfNOwJHk71ECob8UD/d6FHIUEQlzXtoKuV5c8hKpVViO75KvPwRC4by3zX/glvfcpB37SI/34/7LVjtK6lyUu+TLyi8eaMEnLw3TOnL6bGEecVOKZagiKcDasG6IftvnvryalyWkR6pgiO7/VvfX0RiSmryt8o3j3PmNwAFNfy/nQeV5Cw9TLRRd4IXqOS9RC6WX1/m2hXSS0TKYv/1wTKqXkR89dXkfwS8ovhE0+D18klCOmkotSS63c5DeH8rcEfN9Pnl9fyPUmB7mj+yKmj4IEuUThE09H6vFyzG1UvVz4JMoHLD6aEYI+PNbjcle7VZVc+sXkV+yT9nKSAe9S3JxIzAAub7pf9/d4TX66v72/4IOQaEjT0fXN4TtPQTlvUEnj2Jf/VEeubgdaaNdcOWhTlVrW6pFyklmJu5FWiv5IipBcJcLp8EfLDdM+EbzSzBKfPEaZLiCufM+dVy+cQT6LHT8UJCFp2/nJB7LF5hGAHrndIOyngp7EwzeRzvfl75EKfib7h9Egoj6Lza/RN77SJl65K1dzBHGx5b7wHL1LcRzCoEvrUgHzq8by7MCLkEhC07fLy8B1yljfTu6vGmjlL+vl4DrlLb4gKTC9lnLju8vL8nJSEv5PS9Vent3BCNCE4MDcnvpObnJATtT8NLkge5oaS4JuIEQAtkr3zdbfp6W+Tm8AEJTVfd3wwvr6mEvSGwtOSTCVp15fFRfxAhFlfnoHZ/sPU1l8WVyWhQQ43M06eb7HEqoqC3mJDco9lJbmXzPEz2ctvPP+QJwHvUtwY8orAApzXWvu4MnJADHq/n9WmrfGTv8iXFFGmj/AUXRnYbyn4HXNDS5ID30s0l1zE4AItGu3Ne+BtxZsALXZp0hHaAU7V33Zhneuq+vXIE4r1zBDAAj/fVdQZEubwAMtd39rwjl4AIfrvuz/EYbgwjmXBpf/m4AITrrd3+eu+CP4H5eDjk7l1d/X+f8RzeABdXf753/8NxGACNl//Xe/ZN11/X3/AhcmBP1V/9f73wHvAAAAC3UGaVAX4B7j8HJPLEQVxQRMHJLpSe3gpEjQiYYMeJrL5fVQxLKGwOcTVKAeQklpkGT1CrMFgBfdW/OFik+A1g/I0+atWFB4uMOOahK7Or6nfDIkvTvVl5PnyhHEiTx04sZJWPJ6YTZxLPuCRyBEEQo/7naE9k8NL17Zb5PT/3jJ4IxeAb2+aA9ZG8Fy8XRny/xMTRBgL0er8nmQf3ovd+QR6hqAYMe55iPJSzevpjrX+J31lwnvZgK3z1qU2hZPD+J2Da8R3IiEvtUgiifcSO9a/gsfkiyckzWHr2aeGI0lhgRkpe+WoZBNJnOPPvEl/+UxYdghEP8qN3kLIr0JfstdZPuS77hGCpe3xxDIR+QD95PC+qV/PBHw37eupEjxP5u95PkpeGeuI75UWCkV9fP2CO9ukNC6ucWCLVbBbJo4n2WCl/QI8O8prx1JUrk51i6lg79E72ZK9VKS7qqV6EVtyQhzXj/vd+oEhc+NV4W1lo/VhT9K/BmiP1fNSa60aC7NV/S6pOT0pctFqapa6vmifRbQXP6raRHrkVjykVyvL4bQZT0uI+lv8i/3/cHe4NxwhcJ+tesG8V7bcWaUAnsanyyQ5O+qvf3MW9+jfIr8OEBG76V3w65XTjPh/0muaU3H/eSJd37g6e5drn+IUxstOUE8OoKJ/d328qv5Sgq7vcbKxo9nvc6J7Lzz8EGonXliTu+CDVH+8HPlF4dxXT9shkgCjOgJ9GBdd4Fed5PaTRNCGOCAhe5mXumXvkov//yAkvd31EybXwQlDfgI36QZoRjRu1BnlB+XxZzIRYgEoyW56PaN+0BGYQr7Rt0Lel9eQnEIY2AKqU7/1lFqaJPfEFJwW+Sz/5bssQEwjunalUssfnb7gQC/hGuCU01+Adn094cizVtQk5xAgKXwcYjgKvxm6rLPpIkXuaAxS52KiRc/J7BThooMrLlzWXEiBMZLn+v9+JwGUIghgFLgAAAPeQZpgL8A8GogIO+XHwI9gP8M6ssCHEeIR/C8jdEdXBKb/3d/CuAJsbJMeAA/mgpY2+/9ql9Y3qj4VAe/ion8IgAsN4GoD8v/GjBoYCAIYSlnqAndu0VRsDT2kxfxn2EmVxza3+o4xBX9Idl8NCQV7nvzUAcmylsMvU1RW5ZKpP7weQ6EQcBEEwTCfz4xnQlKw3R/3jy/lhHE5PbpBl/BKGMDpNoliDs9XcyfSQDwCABKOiAlLZyXPekVYoWWCKBKpT87AXfe28iECe4ZFEOv+BXO5XQQngoC+MDefUP0WfbsQXLx8K8xIJeM0NEcj+hNxI+N9xzpf2LYlwWhgC/WKcwMl3c1YtQj1FhQfS4nfu35yQ2z4bt3Egh2wGbjaiBQEe6Zz8B8OmkFVqnfVmEtByGIUzyi8c+Hd1/dn5cJT44DEfeWtXmFrxfeLhASI5iJief5fX+89CeroEJXf/l9CRnfX8Fj80xAi9AiHWb+kT7ThZX+hARKIoPjf9fVdydtIW3eSWH21k+nxQn9Zm8SX/5zWgLeYvd4mME+RV10nJyazCHIQmDvvfkllzgqXn757BDml9rcUpbrpCOyE3fP0Mgh6RZxeoIzngXL36iF7oVVjr2l3l/5JDeWnL1tyr3SOr9kLmH1/9BaOtH5K7HY0Xk9a+Koue/si99do90xO+cmCh/QLPDT/qMiUEVve/+w0iondy9fWr6quQntv/9pd2vfPt51Xsn1kjeWCEjlzi0smuWX/xrPftl3+JEi+H2WfmP+1/YSZhO7yek3XzL87k7Xv66rk0oK33P8RdfWuPuu0RXHkq9cx1UTcnxC9XN+rF3/JXo/4LUvq58QjNdSdfTRu79km0T5vk8I7p4O3lpMkPZb6m/NHfLWj5PpLiJRJQR2kXcdZMZP1a/Lx7vUQvfspI/U1KukR+ojpemIV/KuiQVFPnd30nZvB4T+vE4hEfqIXvOJ1os3ykhA4BL2ksJicQR97mF72IEi4/7+014ml2bk9L63BQXd3HfSXz6yT0VyDzw0c5wAPDrEb5k/nGF/WGZ6eO97oTLIOpJbSSuSiiK5PZN8mCK9x1k+XyyxPBCJAjXxvxOqG/Ghp7c8mEH6xZ8QMnIx/TCrc9hFeNpvEdRwkSSyZ4Sei9SBPJfzX2IXvmBHS3r5DGwGmHhepSy64wS+XDD155IZCoAYKVRLd9/g8weUJ3+3/Agl9CRonwRYAEVXNa6cAOqer/WQFo1fWN4gNBvg7EWj4FvSNCPSGtVtMwTJqK5biJL2OHCyg5IkCnPo4VznYbXLfWZxOtRMEQ3Cra/MdHwEFXAMnAAADy0GagC/APcfg71Y7DL2DLy+EeF2l/B0EQcBHG5fADXffx+9R87gJj8fRrK+AMaIQ27bHYigAFwiHobze/5l/wYqWUEpdaiYJcguOtmBVSf5kiXC/Myfq0eX9TiQ3MGJh4JrGGffqGRHAdU5Yapn0eE+gSqjBHJcdaPeeJCPlCO9Y03TAwkM+t5BmgylILi/8UCd67BILDQa4BNSBqT6JQ+OcS+8g8G/WDW14uQo/7/OEQS4Dy39wH6rHfzVPUzfDi1h64JPCTzW4+NHxpM0SmM/lx6MIMYy1SbQg//cXr4xoMKSzecwhU3h2PwGWLyYteL5fLG3FCwWjMaJtw3ddLcXjhOlqQQJjbLtItdVSJ0Q/T/Ievx3veiDphmWhaV7lF4z7BY/HiQSR3Iisn+8Gv9JlDjbnLxATKIFrNT/zmBKLMND/vNL4rrzE8xOmJXLJ6paE+hTCmg8JRASF3fMRJf/ZTCQ/R2EjHr954wSUUk75PbsQEX/trv01aFdSdbFyA1/bF0t3IINU10qyS31OSBUrWEfYn6IJd+vpEcqpauNBJye/cnxlcpyXlvTNe3L/kyI5hU+QI+wVBDqI1UnvLLRq7INR4fm3if4Iq1sNTdMiv3JVl6ov2sWT0bBP4KO2TA3qSD/9daJ2q/rV+r0lf2qLCO/tkuzCbL8pBHghMfH304K+aJcGWj+NBQW0uUlMKmT5QURpqK+W9EyyZpvy38qxdXrqkV/SqtXLtSXf3J3faqx39yda96wTZfosmT1XX0qv1/J33cq5Vl+TJcnfviJOpFfr6pWOtWOvvV+qV/RlavR7QYX910JsReuykF+HvdvopOuriPk/Jyw+S8M+5O2/ag73N2ZzXv5DE5acjBD4av5Vk9L/6/uM6iCHy06dEfalhQRSu4j8FHc+S515O9VRXIOi+kN5YiGt1/Svzui/jnJXopDHzyfqYss1AivvrX0CLEueH5CYXSwm3p3wn1vshIxHVmCKLWr2Iyfv5ppvLddHs9zAr5cHfho8AEcSyf5Zd/fzY13+8TKtdv5fcYhnZPvkirJy/XNNpqIrym3VCoJO75aqdyG4VhBrs7LDI8AWMU8jTqoVcRNfZ3nxDLsf8H6xZ8Eo4pI2R/whuCr/PDC7bSKMP8agRl3cy5CfrJjhQYFizcHvMmmu8LCSxB8GfRoxM59MmcXgQVRhPqgYhHEGgKLbN+rmS5bwt3TwwDwQIJlAr5CybSRSVO1gi5SQ00dl8KSQYQZcnpYhgyEgRxOEAu+/kvUCL32nCeAk/JBC8yPg3EQrAKXAAAAEDEGaoC/AEbVwTeggxk+2sBlA5+EF4fmCmazGragpQfBLwHVOWBrKOY24GcQ+1sLhHpAhYjSJlJZer0JFn4NXKyFjfsB63LAwL9PHsIm4yWHrKEV3u28Evk/PqP2vCIiEZc+itkTRJPxljmpuKupazn1hy4JPAKyfzH/DYVjgawE8yNieIVnIw2DTJ/ASt26eLfj5OD0SAe6Pr3BWEtxE4/lxwm21+XGHECdXEw2hb+Ivx9pp4mu0TvyftjBIU7IxmfHq94LPBgEeRe4J3z5+CzqYmKr8G90KISk/4I0lHq8MmyhBgn7/EHDcHgf1Fn6QvJ+tfN1JqtkIcmFHvyZfjwl/XjhgIzY/7qJL/7KHBZlId1idDX+EZg2r2JBMMwSqcjkT8xvf3HJECXR7V+4os9v7M9NzkSvS+ZX7m6ijeM71MQQCMzoFfLYmnz86T7Uk8s2CpKHRAuY+XHqosOBlkCDLPv/qRFc6k39S1CPRYIjbuRHXkDYlpJ4DQBcIhueCvH7il7qI6XoX+RX3lyo2PuNqiHIfj7XV9F/MrzdK+9ImCh+aCjlsP6gEbz+zN+/UmknyY0z+tX9jlj9M3S72sEnLav8m15FZ3P8UrFNyhWLROy/NEWaiOayXBIU9g1fu/iZ+Y5dEpn6XC8Ee5fu+WuZFbqbqTsK1c7+r+S216sVzQTl/8/fnyX9/Zz9SLlfIbdbqquW/k5EXqoCP7BrvVX3+t+6V/mXKDC3+S9EITNu65Fc7IT2Suq8JcseedXEK/f39jfYOAh1J0tWYR7EQb55K6+xEMIOj5sCJwZ8/f4shs7Q2y30h0oGxssJwJ3RrxcLetwqF2UI+DtHlANWkhxeOjJ6IM8gjswjzVzFYF8Ss/RggL1o93p2KiwR1vzHowblofOwyaQf8Ha3cEpwO0RFbR7cecFZhopjCubZPt/jq8KBbVXWT9ImJkok+FzqonEcbbMvj69YsTgpI75cuHX7d79RIK+PeGufLg68GWj680FEkSItZbh9Iy129eK5fuyQQfCRQSFpQyfMKyMTR294O/DQkpUBlxojE9L4pAFYCJXyU/Cb890LRRzCXU96qYvXyXzfMiv8Qp06QQXLJ6qWuWEjZSQMYLMJOKR+JhkIgBU4k5Vgg+OOgau+38+wHYAgvn4+E5ocfB+sIi8QECkjZH/AWeUTK729K/PpX585fq5kn+If7xzXI6Llrk9dZL710WCTwkfMv4qLEaslh1xHh5zXk/SLMcCByCRuOD+a/zsQFe73ISwIOwibmOGB3DYkQGsDkUamRKeuOCxEDVo+tZYWFglNDUY6ERMHupwx+oJbL2voEJcoRNBJ7teTk9LAjCBN8EgbzznC9YEXwnXXD+Vr3DeV8HdcAycAAAAR6QZrAL8ATanAriQciECB8n7fPBieCAVlzgWqnbD21fX5PapoFwOSCgzx325828m0kLBSW+CvllvrUkwR15WLE4EAs2b9pqOq5sVI5qMCtlgYLphNEvl+ERAZFHJPc/n1PoLhXMyB2n2b+AYetoYSX0i78eFwqTPEMYvMfQDufFr5dS7xiDwkFxQVmeo0LhYZPuSt6MyubDrJ4/3PCwkWUa9/DQuFjF4TsK4+WTB6X8edHwSBYoi73PGC33dZvt1pbxAgKT4vjRr7de5QnhC8+YLH7hjh1ErXMi4UfSTcAFVPwkFSp/cGTwGY2vAhFpBrcgKSIJBTHfMwJC5qArzc8wei/JUkmuQXrS+JIfJLl+PChbwRGq9zxxSnxDSX0JMokL/7Oadcc2CRvG8ZfEPanIK3e8cNEJHY6iVe6KJ9krFn1uyCBCV981mujl8vGRkonLQuAqXxe9iZUZxo5wQixqU6HYq0E9XtIj6bhV/mL5sVof0UInsfh/APVBDJuoiMXMdX1fX19LrxJAx583fMMFH2HJcnKl0h/TaLf2bfzdDO1FzCDeNll8EV5suL5Pq99Fq/cvaaI++XMQhMt/conCmUu8Cfwx0QbpAbOAnVW8sf/Y3bHjzk4CD/vpogkEJsCbe8e+voEJ1fc1xDrFriOtpfG/1c+lx7XkqhHsfXP2SQ0Q+94gWWIufMtBmV6ziP8OeHq2ZFWXS79eF4Y7GjrRGvfl4R6w+X5bOXBHFPNH3O0L6m8Oax/te360d+77/mrkXoKdHV+2XvW9UCQyxeX1a5dz9+nljFg7k7iPhBWKwrWvN7GCeoheu4hWNPeuXZT/JOvm+oMV+r10Tcs/l+RGJzw1J19EJ19CqwZPSS9k6sCYGF7wgI8GZOpKuM7vxhPmg3y8vk+oJM0vt5mJQUjYGXjIB78gHSd9YE7mUeEGIJs3OI8PoISsebIeH0EIvL/SxxdJ6qtUMEUJkz48R/CNerAm0Tt4MhEV+G+Ta7Zt+tQodFw1hA4mCOG9SeS8EHT8IxBw7uwPW+vM/c35frO0bXIShEtVzEuC7y37OMp3vu+O+v8f94kExpYe+9VkEglvx8uPDb9HMv8kTEh/2/PcPjLYlLuTf84KJbENJ8B/QGdo/LqYsp2i71goEzeMmjMkWGfq1GyCwxlvg88gkwHAnrnH7xaE2FNR7H/Vklq/oQQ/JerqEviOmOL3euSI38xb78RXLe9BERjL7JYUoJLZn167r/42GQqAErPDeshnv/jQGfOSQF33s+Md8H5fiR5xGhA5nj+hsC6XIYnnPh1FMpnrfsQxG9lle4kQYvLbL/zGICTh7FSttGYyfrMU0IBoeUkOzMDqnLF3l4cCI44VHgvOdDUXC1eK7bA9zV9Qaz1//O4EJ6grQUFhLlzF5obQAVGYi5n5xjcAHhCL/8E/BASTI/APfc+nX+7ni+ej+1glYJgiFQxOScmKQJ09Zh4HFUd4g/h0ybPvye+CAEgWYMhIJhLOAy5UDht+Cmlqxj0U6eNCKCLwBC0AAAE/0Ga4C/AE2q8DzBEOyFzUSKrUD4DsFAcw9ll0WWLRffpgrD/HfdQMW15V/Pzr+fWvC56/nNH3sMi5cBt+vwV8t4dE8iX70CGgiGx9M5V6eAkBsg73ofuG7ZgY9W4q9MIzcq/9/KPmsGBf0ZtBcKDg5PqrIV781duZeqanYp1sSR62G9DHN8hwyCXwOltGYLuY8SLmX4T5WUJlCMufQSy/aX1TYFMKWgk864eEhsTriMJff2L+Hs9Y14X2EzYOxE4/BDWXnffOCALhXghP0eeNx5LG2f5YIjlItfIPr8vjZZahEEJXs+z21zBFivtwuH1gil68Ddgs8FYXkQz+nGwPzD3ADO9X0JhttAvbCQYwVuWIdMzUCQuahiLfMHdqPKrwUSv6gM/eyhti1zktCQjk9JMnwl6Ilw2kJ2QRBC9R/CIJfGMnLy4EK13yLXuCQ93fPXo97euXu5PDhQ7SfgA/qKP8V8AOAjwUfY4RlRqXyx8bCQsEY6X+8c8KD0VmuS9cRJrIavmvE99hCCo0FbqXsuEycQ47mt3DYnLlfTjv8FS+L1x7ghMCAyo/ufghEhqA1V2PpWPl8vybL/yUr/JrCHBOI3d3vHN8kQGxaYlh4cNu0/3CBeXDXs3v7/QhX14TozHUIgh7vF17+aTk+Qvjy9kRX8xMv/yIrnjxO+kwSCikEt7gFD8ooFgl8BH79nAW1L2wHmZaNDSrHvz/QIRGcWUzO24LV/J8lF/5JEJd1Lu6KLVjylyfXIWUpqFRaSPQRWtLglGmvrJ6/h+FaLhpYskK+O+k3xzaJv+4nu0dug0tPf5Seci5jr6nV+pFfuJV9Pwh2qsAU57IMe/7RW8iV+9Ev3fyddc1cwJCy3WKuK7iVSrf+CG750rBEXoMV7uI6itJwhqxteM+I6rrRH7k7+0kXL6Vhqlb4iC9LGd8i+rZlOnymJxxZP0/iIoX2l3OAPD6CE1ELl19xl7N1EU+SI8CXXqwZKTqDfP3ehoJMaa/LTeCAQOnhw+ghPn+bL7DTHQ+ghN2ABn9394GnI3Q6/W9C0IWH8QuftBQ3cuX0KFG6uSwdhDaguCDNrmFnF5cy0a+Zgs5cufPjvuff0CYt3coyekv4rMi4OS+55OCEphkINN9+3llmFHh5P7/hDWOyaxInyfpBDExGCLFe/xIISFy0Nsq+JBVnymKy57nysv8kTEgjz4e++uIoFFwusunGWXsuHkq5x47x32iZaX4Zrnb6rjsn64UYWElYvLmyIRo688EQ1Q1+/icHmPQgYUeBMPFESK9ct35raCA4Ed34Ndevl1yeuT+KXvEmV/IINgjzxuT1w4eLGBEKwU9x0cmbsMMD9kGcwn0ffWRVPV/i8IwsEwApJQsyIDv0HHSDuK/0J3tr/wfmFXKou77lpwHM6LGKctUAqleDVO38OfhwC58lL/nBuCniLHX+AB7g94SRP50YGjNuKm/yxGf+JIIDALJ0SsktkK+KVC+b1u8sKk3liRQJOYkA6nS2WX+ogJii9V665CRfRhDdE2A9blh7pWMEAyCouNkd0Hx33J9JB4eCo3sJgJcsd3MOod3//H/arxXkjDo+DlYDqEAIoIB4+AC14/ZCNhb4bgWNjhTf0gAdlcYxMTXQHGvQyDp/Om15s2zwPt8wSPrV/4CKEghjgHG1Hf/nBHX723ff5F6wN0COJL3fQEcSr+BHEwBCsAAASfQZsAL8ATcX3wPMDiEAoGMZIiqbP5H3wiX4xiRpkHjZ0xVbTPz0AQz8nO7+ih1XBiLCUf9cyeVX5+fSBiLgPW5ZS0e2gcGW+sWcrbIYk5bW+GKcst94u8t8EYV4l9FHvBgZw3H/5YA6AKLSb/1AtcWK3RRUv/78Ql7Z8Hh3Epg8dxKSzaqzAx6YLxYalvCQJzWSAvr6ozsFFW1/Gmjvr4XDAngyvKCbvFy4x/BnZsS3h4TnCa/hKfmNXhthwIVLhbX+E1zvzBkExsFblnWQ9m1H84uhXVILAhgrF+PNHJebxyRF5SShwiv8MnN4+mHG6+T9WGRgRhE8EJPJtEwrC14LlbYeAkhHlwCb9MCQuahiLgN//NDoKhXMv8iZv/M1u/PYFVOfV/ceZGMvX8zBCJATv8/HFeL8dYIst7/gj6q+sTpXacaDmRiiHAavfl+E/oEPNEIHSrL/hroa/cVEeHBPAim0bCiAjxvuAs6hJL5IRYR4JwhxoKT3dhwgP0rFeuHPeXJ5SdInUnxCK+sMIsEJB5y1ulBR8vvhLoW8FS8bIc9p/jxI4IDU7855/zZf4rv4jXJ/Ja+vj1j65KDF3a7iHKl2NNK01CX83Eio71iARiZ8fy11rF3CHxC93CXb+WchkVbZ70ww491wiscU0QIy9/f2vTP1/CmlkpFc6k8pOoR9MFZIOykcjPCPv6ceyJb39wRnw7NRHPVUE/hjx7mwJLyNwoblbV9KvxziMbnHvExD6nc+79IhFp1cKvMF39Tq9Lpm6Z65KfxoJTHwueHWmbmGqwgQXEuDMruuH2WRs6raEDS8yVPebLkrqTS565acCOMde6IJ7iejG6+ivqKQnLJ7SfJFRGrrWGKrf0vRNWYnaxkqRWy+Tu8E3LSqaXS3Jk9V5Jv5N4mxwIyRpexXEKxpaVY50iVzeX431ISfATu8cmlZPtOWv7k7/jK6V6v11N5TeqP0Fq66vrkrr5CjNgz3uMRctPkmxuc+zCO3+YlaXzL3ZB3UV2x3hYVXJB1v2Eav6Iaax0y99ooJpvqsb238xrbEnfgnq71PQYgkvLxXl8i5h8EnLy5lToTmF9y5jvuqDH2oRUy5dAUxVcoKJaFpnzmXl/80MX33SUlt/y+pOJlKckclwdPxbCp4JNGA3I04zU8Pssoqxpry8b/+LgiGbvF6FLlrk17WUXLridkCzk/+uJwpcuRLh/Iz+OcCD/v7tS9CQWT3BX4/5+Y/7OLWBD5CPcV1xBK4b8EcpZiN64kEl04y0XL+KiE5oevh8lJfNExfY02vjg9e0MEAlGQUqbHxKuvi9Om52aQ9vE4zL8kyNSy+IXviF74zXESa2I9YOOL8A96c+oKqqwJipNp/Onv4444zctgxW4sYWunoIbEZ6gmeQz9CKSVvzf9d1/8a0EzLg/4REQQvTzNLeAGIacnD794I0cggMeCP5WhSZdW4lFyosHUudS+ySC4TvjbgtfmGa5ixfAftGoKm/0gmoYi4DVcg0FgKOVX5CMs8HrcsPdO0oXBABIGiOqy09gRBIIQyAOsjM303+508JuBAv7/hGTAjiVaAIWgAAABTVBmyAvwBNzvAPyDEcOvDbUAam0zhr+TtR699dm5P2/z+wD6gxBRGyd+NRpL0bX1aDDwnfPHd9iQEztrHA5FhjBGbwDkMxZYJC5qGIuA2ufJ+m5oRQSAljROHHmgvCTvUnZbfeBNWn45HCjDm1YOvheWe/wrl6TR1eGQN4dHgxi0APHOutMwt/poAs+tcqkbkvM9OfHRfx6b/jfuOSQFMSYIAkGcEqTM7PpLArA5FiofZZXK8Jlvwz/3sMiYjLyXgth9N5fLDMdlJLpr+CgoJYlJcB9Uswe6RS+MIbeGoe99fPrfL6DIFSWWC7KurVwxZPua4h0V4LlahQCSWAdojmoYgnAb6SYMREFJI8jBBbnmjvtkZk59GhOamuf8nHuL2AgBEyBc0ny8EpUxG9qERENBMTrJ9+OktHPV6JuvMb3d5MMkEHNiZLpwRgUT3CBOfRHHdHyf14cEg8gjunvrwhrUo3d0vjNffquV+CQ/JAyZfwmUK7DgQePrr9Oe+EBpJN79jAS3UIlPmg1pLJ9V/E6ovISAxSOdvSgQhAeDAIScQ5rJ6476wVLwd8v2x8b+7Kq3rrBCfJd9fP6MCGUDbuK5Czce7l965HygR+l0GQ/8IguENPw80eOeMKCkt3vvblpd/Qg50qx7v+WsvI+gwI6fS48brkC8pJc+YIgh3eAE6rDgRiBRYi03fr5/iNczWuI6eTFK48R5qseGxuT3oNgji5PXFoUCjAF6q59z53Zmb0iigoL/52GC8AmqbrAAvHjs/OqVOwLa5+z/i7GYBjxZmsBQq93/nN+TXUncK62pkdzqLNGJX74iT5qqXznVjfhASFTO+lFYWco5OpTpcSpfWQh4YuKPCC4DLfa/1493G19cmCjxrOgremPPAf5fXJgj4aZZb5jXYmr+CEgIqreOdhAK9v1fX1orHX6N83zdX1J83fBP5h6mzrDoj6GCUKf6BLd+Wmxl+bqTW92vITVVaudWrHxHSXVK+rfVjufw/W/5MI+vvvEGIXtQdfy3vvl5Uexd6sdUufv+S+bf8F9y913f6v7J5CCIzzB7hmA699wkLNyQcwz+GPtfi+eTjOX9FFa+O+I8YbsGQY8UM8LDNVgS+q/VfVzdvBvl/SLl4agiqv2nCnEVVcmLye/Bd2Wa6CMavnS5jL/ZtF3lyuTBRy5o3itsv1IckhuHL41xHbQPa1lgopEzRjLR8vwSSX8teHYJLS3w8wkFXSfd8N5r33+CMpi4+18G73R8oOew1AMfNGegCQfdf5/mI15pv/L4KXI0Uxxi245/65Cz12238v1xU3xou7460Np6xguZmL764/BLPgo3aeXiGkXwiI5cffnL4N8RWCi73dy51l+gWxgmJN3esGpMFHd8tHrWH8QIKNNSv9T1rNhLe8EhSQYT07xEjCvyzVJWv5foXE+t4O3uC0WHaBAFlLXD5q8jMBtr5Q8iW75IhrnX/4kczYAvc9w+uMP1zCuvv45e1zeuMCHVRQ4YL4DrriDWZqQIVXMIlsvNPfxL4QEphdhWCUsIrFJD8UhTa9VEE5fTeNaCbQIGHziAsNeRz/YN63PMRKatsw+MSI+oONCmvDQSCZA6ZbZvy3w/4qv38eYFFGM6Dkto8ZszBxk11XRauhwMgUUgyxX+9b4/bpBNQqv0WXxAhiAQEGBcFnMPgfGQgaqK4aKr8rZIJ5v/iyfSQiCwIk4gTCKxggSUXGPIYnvgI6jfleEMR/oF1hUKJnGGdTnwH+BFqHQRx2V8iapB38E9X7eAIVgAAAFbEGbQC/AFSF/WwbBEFAQLgC++5gBOhyK+rx0AAyAYTBZ+EC2WchdX37mN4OAiDgIgp5BYPF+uAmedCH7424GteiYj14O6tk/b4dHASxaFhaC7yw77xqblh155PpKC0wORGixvvJmhPVMP74fZZ5KT9IOBkcGcvJ6WIAQucDVQc6M0l/H2cVLuh6UQXPUCmGAwdoZDd+XhpDRMlX6ZPJ+/AgsCOcFALwwEZc+hazU/MuKS1/Lp71BuIiq6b/DGpdDwSlsZ2L91tP2kUjNHY848RoMdiTWYeA/mn1jwQ4gmO0410nUgyz0PL5A2EBNFhCQL5HEcHoCmy/JFLDjSJX310CAJBY+Gq7/Jed9OO/xZPvwJokK5TYIB2b/2K+7wIgZPPceSw2y/0ERwLzmJNbZSOvoI/+CLWZ0CK4dghF8r6ye1UFMI1iBBCQLW8jhp5qDqnLfeCCGIKY7EvyYO6NzuZf8HXgrL/DLHygjLYobh0TC7SEjiUlGn8EBDrKRKRrmkHcaZOpy3y382/k8iV9fXsaIJjspT5S0/hEFxsl58454QggEu/cTvfFZkVfjv4/GZfkkmitc0q98Rr/uEPKIPAzoD55+e8nJdYRxvhAaCHPmx8Rrkq+b5PZKfQEMf5hP2Hy6ZV4Ddua0cMeyIMsjhuL3rJqeJdPX4I/E6BLleCfwweczOfgF6NlsASX5G8cuAqoMjDlqe57hzjXhEgiCkdlNGwEe8cdfvz//bp0uIR2Pk9kJKEj3+I+b5K0lvvuEVfXghECCHw+bv8cLBSR33z475FmuQsXnzEuBZ09dOLnODvpO+ue4F3KugIpAx4ZaYH/5tK5dLv3gjYZgj4hoN9LVhlaxeQb1E+yfN6J8UhL64iur+Ke79x/VdF1SPk9cTHRvR2IJstGi8h1YriNc31P1WupFf4jpfmBJ1V+yDwRzZ77siesfrH1fWBGLmJu+wQaub4j5Dly7Zd/Wr9F/J3/SvpPpFYbjlY71z/EQXJYz10tXXxC91q/RTKkW2/kCZg+ghPD6CENg0zz8Xb/l33IEdw+ghOGUB5/PD2QgS8PoUyWXp/iviPk9CEXugoGOg0GNLIHROkqhL47p9rFM0HCVDAjLSLTl/wuQLCAUS0ENMpBXzGubKQ3J+v9Y2JqZPmXLXNMuVcRpSiMEfcw91P9+W79mXMa9BMEdpzWhfMZfvGFTXDWYpWCE72scg6fglKCUTDq7jgHu9+bcXtrChmrxdct28TBGRjuv9VXEHi7peHln67J1xuQkdk/iwSxrvr75518WCcjly0a/r4RCm4h5zmO+3i30PSlWX43lsTvc9P1hXrWsDPsI6m85858PlZyhiCUoYZZtOfH75fjgtoLsdX+/u+DHLhWtfl9qyywQj3vaD0vjBI88+FZS8Zmn2AWZhrOqov94PNbWj/voWvM4DDwLTyx0+C3GyvrG4WYU+OSJAZszcaIFw0mp/UO/647EHkvJZL/CDyXfwoI2jEVHpsh9cY3k/qIjEKDwSMTgso+jmCQR7hlligw2A1dKhvpX2EuULWVLMtl5p7+KyISEw6NBIrl7ID5sMp2/ibgouf25AEeY1AC4dWxDSq5pf/OuHMv1/0FWhbQIBrjd//QSgBmNmyWPhABV5VZ+Q1VP/utQjsIkzgRzMnwtLvlZF1mzvvGQOsfcoks1PXJ7XBgCIFEHOw18rfhXy0npfZYLQwHqNclFMRhg90B1TlupjJt/tbBQYZyWSfGdpzFllY74DiV4Vr5IJqMr9ThkHAKQySHcsc3grz1bAUAEEQFwAUs2ozD73wqzyTHkDj0QnOn86IZjP3TQOh76GP/nDfpYzJ4P+cIwI9aO8AQtAAAFh0GbYC/AE4eUdbuDUv+qdeCTmJDxddG+r6vEgSQwEIGpuW4OmNZYcTxuJc5yr+Ht1rh0UUWMDLLAo061+2nl+DmC0wwIDPghVzXDIvrxSBGEZlwc4+BN72v7iYabAfAKIOYLi/7g3CAbGntnxj/HOl/2G2HShoGb35P2oFGBpGCQkGHCEXAb/ghDMIMv18dlxfsEJCcI/NHh8EvC35cUeUO+SMs/XUcy+HBKQJjjpymX/CrOpd1rsJQSj7mTuzc+YhL/8JfEL2v5F8QspC+ThdhkoYMusDvtUtf4cGX8LgjMTjK+58Rk+qmhGph4tRhf4cQTEOwQnvJeUgIyYbyyrz/J5CeeCLAO+Z3N+0pQQzCBCIYsHrct490AdU5b0oFgHHBYvYRBQLnUQdS82JbGXyBnItCHC4gwkbZf5SDI61+YCbh+BF65yS39VgtFuEXgSv9hENGd84sPMnaDQwH+CSLnzvvxTBgfd5cuEnIKt4CzHTsV4CvLnY/Re5c8ZriPqIpevsx4BwEeEb84JqvKwrhE5HNNR/1/+sND7BEV93a5Ky/JU0nUI9av8Qbmh7EVil7XnCJjQKs19djAgLF0wK1Dl5c1zi0agKPBIJmJgCVlHkn/AenvFDOgBwPvh8QCcITEhUlKvZ8fkc+hEEhzmb/si5+QSUt8t/zK+svVz5BfHsuTPxAJ5Roei/huep/ITXIar1hEIrXwmGc+bHDBgP/4QEgsMKxDly4XN745raPBJnywq1zUCiFhUmdPJHxXsu614Hti9lJWjWO+35XEAShQKLrKSfTKSLnh4XglmImI9GuJlqEQycMD8/OoTax//9SkKe/q9NGCYMKsdh2qVU2gjWk45eq0lLSv8R1L3F9a1BQvcJdUpM/KCHGD/5aTj0J1fek7vuEe2vjPRu0PVjViREV4j8i11ol+tb+H6K+X7/8GFm3fY4SCM7vsd31GfHLlk+u5K/iqVcn0r6fr5vkV6XxG+I4LlyfVqx1S36VWOq9ivHhJfeECiCckOGkB5vBT8NLrNaSH2TOsXmEAhy0G5zbWEd5fF/k9ivJ03HRniBHmEdBwLfGfS17Mi93gj7vl7NBxt+LhyP+X+7rpi3/Ci6DDMTgjN0cdDHNFyrZu8yKsQ6ev+KXL5AUc+JXvl1HG5c6kXLXED4vzTy0YOuagU93yZ4017bx0UL6mzmuXw6KkxcX0ikuXO4IOS+FFozQJvfj3f144oJu7pBNTzzc3jC4LT5JT4clvrEdHig58EUCWuo10OMZ53+Z28bBawSjFzU1vvy28XgnIGJ8Dgnqf0h99MGsumW/r/WEB+ETDsQ2vfeS+uPyXeN5VXGCISWyfha87fv4RGxnxziF+PcxLgr6RrllLlc+t/wQBEKcG2yNfO11TWV7XP6LKOyKP5X4tvr8Fnjvj3BCQUzTYaGaGDtfImT+o0OizHjgUz4/OKqpcCH9ORNYZOHDBOfPhNdy8vjCYg48q9l+h8nQReD1+EBIVKyHwq30XvwAh7rGQESVv49S4BIC2gyzXPBbj94PxJBAgMKtSr+A6lywvZ8ryxpgn1a7vNCX4iYwiYvBHTnpV9CCHyXrjn1hkIClrCoQKhZsJmoP0tAqJSxilO0n24iEA8BeCYsIhLgN/T6R5v1UabXc0vggHhNvjQqBd+ezLOPAGoZnR/aSbwVrsK7z5aevpk0n98CCsDGBOJBcfgKiroIX5EAODPt+B4Pvm//tYMU4JQ0EPxJ2KuoO1E2WCjq5IzLO8o6a0KxGA0DHVir0eaFXuT27AXEJLCCGhMBuOg+n+fPW8f8Ee8AYF5SF+ODghvIdsuSrl+RTueYHK6zDpb4GHytz7+rOGVDJwCiE1hjDcovvDqE78+Md8CHf3+9+rQBC0AAAF+kGbgC/AFSr2ijj5unrrUbWr5fApicCeJPBJcAPXK16fzfbXuLDHg26RGxDkZiUn9AeTmPdH54IRZi4O++Jb7ZnoEOvLBQXhxpZo9BX+fNALW4MXoNwRyYdGNpi+n+FRLJ+QOBjyvQFObhzk2+koK0nkquCj3KA91XSvEgIERgBT6RsjfvoAJirmmzNpndvnn6iee4NRfjO4PrcgITBzHtGZWwuJorOhAEEIm4K2eqA/uTnt/J+muNsCyP6X9vaj9OJ7wYDwZDwRi8JbnbMol9FvOvD7Nh9lpD3BSsGLYsRkJ3hrF3Zc4FwMkzU+kCkSTfWT47XOckclnT8ZeYCSXnJFIlJYdy36+REf0gSlSlyjFlFjRFsazghoEojI+M87YeviXuPmV+9Q1Y1gShARYn25VevLgsXsJh8bQ72KDsvgIbFX7CR1ZvfRafqPTdbDJDgjGRqR5EdzeW0CrjcrHSIyX5LY1+CoSaBMQP1KRgPD2W3yf0WajBEEJeyLfoEJDT76URoEpS2UW4pxlp9YOwjIid8MgqIW+7u8el8WI64ICh+97cufHe64wzq+HosAMep83325P/w9RMyawZwJQQwFN2z9P+MBJy5bqGMn6xEUJzayiJUTuoQ1dRXxAYLmvcuYV8B808DccGeFS9fGo0Xh4bl8MBEhZKCJz1eSzkksl+8QSIesoSl+Ik8EZCX31zHRsdAhIf/ICPy3f2RX9CNcZJ4xb3GfwwcCW2T86riJ6X3RGmVNGSrE9awXvHi+Cg+QgZSHpuZlYJ/DnANz7AIWeKWgAjwUfY4RhrYrDog4kFo6jD8xEDyN7gx/p98FPUE0Cwf5dBXtAaZ+pSLGutFTqaTj3x60uS8oWk3H/Tc9VbJtcRJrpsRx3fDqCdeubVzXJgux8KXySv8nyKx7HnxceX/XHxAVNPcy2XLSutiX+qDQ0pwVXisQ44rbmfA6P3Zrho8FndsyufV2H2W34Ap/kEyrncFGP+NvOY2gdPBI58tdAImCjc9MgsMtGqsn9coJ2BhHC6loYSfVmIz4wlyelgQ8vgl81GmplRluGWUtv7i9X13G65IjXN+ydS/GUX/wh6E/iPngnep2jua59fe+shu11SI+uvqJ+QEnD3t60arst46SL4V+4JOeA0WXuvwXfB1q4S+GFYqtcuuksZSK/yIj6bQ2GPmRb/GfEeQysQWLk9b+uT+K1xDq43qx3fyfELrT+CKCd80v5jS9ENGZSr/U+FIgpl4Ekwsz9f6/1W+mizhJatcknxC91DHwh8IdR2vhD5lqDnEpay/hcKD4Ygou/mjz6wScEdV+10CQgJOOtLgW5pQqOlBQS77u5S84gEncOIQZl8Upk1xDICjDVl77kvL5tdP5DG4y0K/VySPue68eUFnc+c+VEpH14Vgjmu65a2w8cMXwG/pr1TXIm2Lf6xEa4OvDQRKhAFa9Cb7m/DEJl2P4t/CsKhDF7X+YSxloVvpYjb/L8kQDODu+a66t1h2eCXlo+XHvrBINwqQpG65iV6pE3+uE6HSGt4cGgs17VLMRmdR+rj9DrpZldyH5fCfXWNGbwuI7BoxyctFM2/mjVVFPq48V1LKqOsqOA9qJdRvYt7qNlgesXTbrLumn0PChFvvfBLmFXxIPu7gO2lnpDrX43to/jPm40lVDd+PxudW20iGvrDY/ChcHvKxnzaL2vb3ZcCPXvy+uPBBZKvl8EG0xZwRnA4ybvwZfxbfg+w2LEEBTfYepqqLk48WxxiLhj5gmR5RFFFlGsF3lv3hNRwRzUwnXAl94/7vGwrETU5qT1wgCoQbwN3LVwgMi6wdS5Y5xR5sFblnpGuFhKF4ZyKDLKPZZgaxS0vgqIaCk4K2Ckso8e/8w+D8iS/bWCFqHQuAEYIpDMIhV7+rGy/ukRkPoWXOiIBOtth5vu9/91aBBwUBFazR/GP0GYA9C9NJ6xpKC18HIH2PuFABwZz7dgEmhCALSQQmI4f8qdr4AL1LdjGhd8ax3wiB1hqaZnBoUXNmv8k9/MCHcJYeVAcF7PmAJfgAABbtBm6AvwBWxPtuwCfhkCZcSEIK9MjEmmQIih0Rd9VVQELo2cSCTCJ92BH17Y7AewCBVKtkwZJsE4CRN1plBCNFNA/XoWf5lwBAeVJur8CwfJDWOOYAp8xR+g6Zjco4WIi9Z3pH+bU5P0tWBHBKxYQuDLGC7mL5Ivkl/v1TggCY0K4Brdz8Ao3mbYATV/qq8SvJm+oaWocc/D22jBP3nCE22et940VA5AA5g4h0dXzbeDoI4KKft3d3el8R8UjMa/1/ObHqf/QvAaHPp6mjY2K3LeQW8AdaZXssIabnMXvLbUVMv7sEpQ2DswWBltDTN94sMiZbtd4UEvvcxRGDdKyRJNUGW+X7ChvcE11A+Je6G0CF1Xk+6h+BX4bEQY3iZTUHvF1yxVfvl8EnB5HQ3NZR7X8fZxcCgIKJwidcFhof/u8WEZWIDwdxKYPDqEpgRT+RnfwRol9htVvg84b0lQ30uwuGAxCbqJ1Zz0q7rZpe/9I+3o5CghyryjMMX+CXDuc6tl/LXtCD9/fLg0DJPuCbY+v8alN9BXZmpSm12vv1+JTXzhEhuFHqwQBEwgEvLbu+RZ4IChg5oQo+bjvcQSQlrDQJ9UseEp53b7wrkBGXNFxZjWtLlrrXtcQSrmsojWtYTEWrmuI8OEhGrRp/2F0hn96X/heCQl3dzwoEQYfLmXO/y638YfXtAilsda99bJjqXLf5LDsEy/4gJ8J3ocP5b1xHvqbyVrfgSw6y0n+ERBFjX5B/DbOrwiwpCnx32t9qyO0fEpLfL/24YFguKjRF/O2zIGoe/Xc9CrSjIUr8uJ/DAlHTZPLfEPwb1wT+H6Fn5R9gu35R8AWIpS0ztHflrCR5OEdSVhsQF4JwlwUFXI0m49xzqCUQQJCc1FXY+ng3pLr5hAmoy6yzSZHJNta1rRMdhz8lghPUeZmz5by/EBf4LSWDmhJe+tkLV/II+IpeMq/hcL/CYVhkTNbabiuHGlBJqe2XfhYIjSHg9iXJ8Fatbu9+PxzpE1O0fa5ioFES4KO4hwuKy4RRf1a2bBRPSTOCx4owUuWrWxAHkoR7u9tBDmIcBb1WT94jAg48XEjjw58Nj9UCMosW9aPivRAqQW7/iNc3l/kk9cjWuIrXJ9MStdZebPiHSa/JXLrCWZFOkEvmE4s0cvrKf5flQn0McVgiCMi92YI1tayk/iPQhX8wj2KVhyGov/4KCZsad5wJfw2JW/j31QQ2/c+WXO+sRkvit5C//65NFY+TuXsv5NV6vvqTvXL4jXxGT0/jH4LEt+l/J6X/6X/ivivm6X4hcvYw2ePwjXDWoLLhvTJ9cfeFQhrl8ZqpDCtV+8wqI1zRHhAQvdQx19anT4QVvOK3yTGO7/YiDd1xHlYJxGXOMvzrwoYur6yQ4zdpaxWUFBEn3eK8x+CjdzA3ENB+St8mCerXuXDnpcRJ442uatcgVqVPHvVjECmCgpcG5D5+Ex7rAa8YJBTSd3y49pHeYwzE6rCDF4OuwRD8Ex7HFuNpAVR54gICWdKj7v1gzMEXrBfFwUGegZyV2hnq1wjjpeOnj979uaw0E6BLd5beq/ZfhUAgQjsdd+UlDrLZaZsVxd3Fd68reUPD8DMzajIMpZzOaM6GsviJl3+YVS8/Xp31S1Fq/YDfc9EVh82VXJdIYl/WDMWD4eNlx/NeUigblpRisHvFt5d+sLhEWEB0d9ZalSBvZcF0cWnZv+mrAtHEby5iHAJJ84rCCDrBKJPD8+ftl+IF/g+J7agLMCh+QfQ6n6UKAmBWx4aXl/lb8t94KY9R8+sEwWUlRGneoXDAUnaEpkoLrDA0w6V914LvLdl8IC+KGDBfKr8hGWg72hGWHukn6ewQCQQAVALQS1VNKkGWOcqwSCLES46wWvRnbjbg3ct9YIhYPxI0IiK9P5s8RPd0fwbi6YPzkBiNi9SSHj/iGM9f/gzP+hLwBUcAAAAXVQZvAL8AVvYApoCzBl6HOWaG33eDunXAXzX4djOth3BrTX4AHYJYsVE8ZIP+z4SIgHE5/wAmKWc4lNrs6EkM5rSnuP7VJPb4ClIMXlXxlr4zXya/leBTEgvOYKA/ItFJJtPediAQizGJDj7Ldmj0LiJ07xO9Y/kJJlaUIgSd9VpetKFp4489xUQGrcsVX74J/K//4FoQXhFU9zc4FIR3oLtBX5vAk/U5A+LDEJusi3PNXHl5DpzzBTunfPh8KZV4Sl92LWagoLPUnH7r0a3XYZ1i3nYsEYiE3U2u5r7S9CMsLrlrMtTrbEgZ8d+7lqeHhjLQ6Blv5QIgJSQ7lvjrR3y+FAQmBDPiJYw+6XfnrQISkBKXjvs5wVkTwZCQQXd3KSe+7rpm3PpdriGMBAJW9N93cpzJVhZ/4VP/xAvu+71xEmuMv0jb3rlrXL/CC+9mUydAtmI93vhECMJBFu7kLwaDRE9pPuKhW5iUvx9xRDAqKUni1zXOSeSNTzXrX0CXxrw80UJN7re83yEJMCiAf8mX0TEKQER2EtJ/AqghBLyXkxHsb6hEEIjnx97hqE+Db8MU5YYyeS94buGAmTwGRVqAE+laDt/xoPKgorwDQN/As9RXiKU2go8EheANVI2n44rwTiAuOzGwz9RQqntm3JsT2Jdk9p2DUYE+HGYJCc1Cq/e4Vl+YvxFB+580F/IILHfDHmYRHQEy9c/X0E8NQZ9ky3yHKoUQoTeHYISwf5TAhIgZaFEd/cUUdLL7WHYUz631g5Cchua/hkNEhoEffhF6P+sFARFmBLLbu73FdbxMMBMKRWKN3EONvwtj/n5dkyRG5dkWa4g8P1yXPgXfB/shWJHICLQcXFtP65sFm9xRhR8Nx9oAZYmWT8KuyrXIBbMCitZLfU9uFyDFerXICxBGs+R7Y/zdsEcXiwiC2a0j3jPGbyfHPz45NqeXW+/2d30X2SoitcQQnxWtCvXEelQ2TJ6XyKXrYiTuEe66YvL8vTUE5flQn+zBQEpaSyT/MZPSb+XRHzD8v10pyXZHzOS79NrkitKhXk/VBwuWI1xFa4j84j5vUEXG5XFrqEFKjLhM4R8uBJdD858+T0sCXl8FF0uMhQrkR1wZIIbf5MUcJdX0oVnycxRku7q2ff/L1rmL4j5O2dWMnq3zer5P25P1f4z9X6rq0VI/D1aSLUFi0T+M05BujOdfc/zK/aXzKx8nyLYcwo/p92/vuTwQGBJe75eKHLlrHDte1hIUTrmCHXEfUKda5fCy983yK8HHNuuK1QKIXaJll+MqLhMXza6rPnBMwUcmc1+1xCYJLvTz64gOjAUXajukufLeehQLZLS90svYgX3fhhf/l/mqglNDh1BDf64ii8l9Q4C3lvlJGvvs1HHtomWrymUVJl+KqPsFE+Gi98Bi7mk/iIKd6V3oxCaTT1NJRZfNxPg69BNzeeBTEhUcCb2EtKfXtm80ByU1DNU9VbJv+gLowQI4rM+gNFRzsse8y/4E0wEsYCqlFYr3DLLArf3+LXHnhUg23fd7vVJI+1/WQK4JZqkisS3x44XPFrhnBTWkurPjnjl7N98bMoitQD33XjvqV35CSNxFQ/As/Tp4sQ7/N13X/hDfsFnphpu1H7KSfZ8fMDpCJr5h4jX+qCG+QiPMmj9k9oWMrI0+5wCDnjUmmYzJ6WUWETASinjYo3ctLPcvDVupzO9/EOkTkN1L1b/k9dwwyRokFO5rWR4cGKK5X+H6ffjmsNRMGA8Tp/w0Hvdz+6jH//zuD9YlY8pbgHDqDTcwKAhpqBmAIuzfvEbCanVAFpqFXap357PrBCsQFId7mcPajqDXaMyxD6ua8E7EBAZ3YaCkoSwtNsC3bpmE2/1vvBd5ab/GPquJpLvIxz32B6mv0atf6zAgB8GdYEAQBLEhUSEixeo66df7/0GaX/64g0KBMxJ6V4ATbshF5B8BL+K3/kKpLZ+oJcKvo/hkSrgCH6p0AJhgAAAZ5QZvgL8AVJWghHhigFMEINPQ7LXwh8y9r5tfyet5MCiJQ1teSLC24K3LXcRJu+gRi476iDV+uHU+lpf3glQEkEIYozEnfgHSbQlzQ+2kFfz6c1N/jXvQdrmS5q2tuoJ50q/bFXSwMJgRiyDTR689y/6BDD4sXqUaxhj0m4BFglBcbx+7i74ZCsAQkQyiYl+ABFAsSojz+8drbeb8C+I5cwyU/nBbMwuaVH+Qf6TJ+l2wdyiw4yv3ZvgSX/Yzvy6Fh+BHGR3xtdzP3bEIyy/3hjEv5iYdPvs4GsE/OuPPsxBeSpRhVgbgQnhKGaH0kulAUwMwLcXmoHH5TEFsLLQ++T1/C+g3fgr77ZNdufW+DgSCw7u/SPS9x/1dgJIEAJC8LJEd8wLar9vmPkLu5B7yC5cNfuj8JAou7lzHffa4y17XFeuS1czY/0DU0I69quoIceH0bUuXwoPBRcpqQeLj4tRHTL4FQIgRh+jhUglwGL8ybI9xYZSK+MztX9gqKwTSKtuYPbyQHXtQqmwaLVvYS/XUgKudqn1TIy3JPJA6yWQFjrT+J1MI1dRIGcdZGSVWb7ccD/ZPNOxCg6lyGLyDFDoIbL/tDqmLF+zZtHJat/QJo2WEifLzfmGjY+uahBzTiG+Hw8izpknnOX+GfQh/hMEvDHlPYOqcsVtk54cjC+Cty23IeMs5vi/H4g0l7V+fwwEeAdnCuQE2/RZTXKpnaZCWsKs63U4cbhaoKV4LxAYEZo48RBWjBqmHi3xV3bHwIIKxQEgT94kieI/xfKBMttnkyykXHYIgSzSpXHbyOOliXWaWYyeq0ZHNiKjdSu+6usRwjjYX/jTR417T8MxUbLJwKi5xktuBSyITDE1uGuUe14OwiIKuUZJY/F3DQy1v4JwqaHBMvLAZ4/sSESf/goCIU258WkJy5du2nb3jsvxMQCISGBIU093u7BBH4NBk4vr040xbzxi1xEgKIoxA4hGWt3EuPzOa4wGZxdm5KPiUfA68Bx8KLlFuZ1WPYXH18aao/1OCj/xcHeU0EV6YLeQz9cQGQiCjPb/j3v1k+vFjxMgkO8xEw+/eMMuRZbk39+Fmyu/xQkEp7vbejR+NYgtAiIckv92MvySVJl+IFf1swY0uIiPiNZFJ4glY8WyrOCfzDdpqX8X/xQkEQ5Jri/BFZxHv7X+r4Z8g7XFeuIJ1xXvyitpI8uuozq/ArwTyX+qv2FQiCWfB/3fluXI5+I8uBxlt+PJ+2hQK9YIe6z0yL6Rly61Om/1zfrmPtTIq8gI+75KqfzzIqy6l+9cxpYmEFc+Evm+I6TVKta36OEl6Cxf65PS16X/mV9Jy/xivXJWcIfJr0b4oEWqXL5Fg1jP6NriK1wl646tLCnk9a/9V/xy98Yi5eLEebBvuiOawk3BJmsaijuXi/DGa2qijwWWT8hv2hVfwSFBRObyFr4tZVtcUIQKCcd9d4/sazjASigUXSb3cuZ/hAEfLiMyZfGEigjSN3e+aKCfVm7IpuFxwoXIPGI+PbHQIeuSi8tyy8QL58ZbvJ/UkvOCjn2zcNvPmK23yhY4LL3eSy09z4O5ew45gj8baLnpwd4koVFkFAp4XLCSkTHqCsMj6nnUYq9M29YHkbiBF3lzSOSrwyKCgjTCEafTp93fb81ZdA7ONTzHNY8IgphTu8dInVEn74Dr6VPrASg0MDhs9wncJetmpCSFlaqctrn1v5fATgkBKCQwMKICm54uLvbZiTKSwdlJ4tYFwLgtCIUtMoblsUYz5/eIcdlmnui7rN3eMf63GGp8i+rLSgMalW2Wq5KYeGbhtqW7yGfmUfLvvdbBl0y+1SKSUTSv81FoCEyCekR7ylsJFigZ1hrQPvmNZPTTB2LD5QGgJAW0FPcdZYVebTnzRaftUCoJgmEhUpw8LCGAgTp88ae6JmJWV6iToU//1giGgnYIx7nGbPkXH4Py+BEFmFq48SqO+wHBMcksEzHT897mFKwPgFjFwDoLiZPUEISJJ6ok7GbgtacM/4CWBy/on64VAH77t8NxxfT/wHJ7dgKcCMCYjlGApCEkYCRam/A9q4RiF0hp/OMxUmNP52PFlkUe86abBzAkiQSwLOU3gouSGXnP9b2/AxVtba/LmbfzppwrBwBpBaVoMZfg7EZ1ZPe8CUmJAhQQjSGTW4y3ksv4EkSNEuubdvi8ZKfeP3gRb4Eby58wBDMAAABkRBmgAvwBUnoINCl6pkDe+vBGOu+vRpvXLpUXKSwHmGUJb0CMFAUNZlwutU4MLz3AOH1k+vUWbB98swvw9lq8FUxcdwVv1eGVtsQAiSBFhlwHTG8twYKs4FsbhxyAEl9Y8HM++vveKBvnoqocA1LbqQESjqwx7ffGmaZ5G3+aL/ouG9egtCD8PR3I68ofBQGCVwympcBo+yqmhKpn4YO436CB8JusMuOCZR0NpwUBWJGfwSnTTy6ITNKAzgegRgQiyYUynEmL1rElHq8F6DEuOzIQrEuHvG0VZtE90i7eBUHgWB4KCvGX2iE9W4ZGcZKquKAXwaBRVLkk/2T94ybYgFF3jRZduzyjDdxDlcIIRrjL1wh5fhKKiIhYtcVE64zF90llzfyGKjRr4fQKLU2LqTCoy40eCcl7U1uXOOZfhcbqUQY+Hzu8eZS+4UOOPYiWxYVBCwcKfes6bFFA/TIPkyzH0BllreV9YTPjuhP8dL8a9uP9Sq1r/CpQWdpc5JpJI5IxFHlnjLsS5bYy+GXXQ+HMqJxJhwmXkil2assmuXz5PISXKXQZEcxIfZZVcoN8c1JP6glJoYJEcZmfQPdMEzVHJ+ruBBCIIELG3FME72BiWHXtXsnXL+SW4YGujBaeUzgCX71Od9/rXNLQwGn/i3BSvDcE5nMLw/w44WQtqZjL/CpR8oLBgGjrwsSM39QYxBh4eLC/Ziy+YMuXiDGGX+UklL8pPiJc6eHMty24cnrxLEzTCCkoo8ufY23LFaaFjRlarmyaLu+rxEVUUutmJppX+nywC27BB8lw0QdCwiVa9ryF9eGziJDz8ovc5llxtS2Oldo2rQZWGxMgnjsclJyW1vKQDCPCmnOdx1B3bySnNWuOER4y+Xya5ArH/U9XBl+XvIaDWff/CAdGywZRH49MtvCa50clSLnGfWRZ+XUqfBkEwoR3Pfb27nov5+XZ8e42sZCcP8FLPlEe0vnwVhH1xlZHZfGn9cUOICiKwssghecztBbdC01TmuTBRFYdGWBV4l2SvrtpteBPMLhV8FB9UqP22W365hkFEblfPq8XxoJbufF0daXfL8pfDIIjtGhuZfwQBHsFx1kpm3ebBpkdijxERLhcS24yfyMpstjXq4j1xVayEiAXbRsVenvf4xw4zRrnrmrXEV1H6rBJ+K+Vifiap67Fj0rpwTcoJR1DGfba/zzHEZy6Ph7vWiygnx/1pFK+/xGupKXxGX4yaT1xE2uMr2ZWy/Ly/h8WrHh8WPu/Y2x8megfwz71qmTds+/CzBLqOQV8+fbwu9e6ATH9eov/DUNLHPilMnwl8crHya+Tesi5KqTl/kW/zKx7GZPr4z4LFxHrk9cJfyLY+b5lY61zHWqVb1yR9ivCBl7yE1zRHyLlv4w3PmqkjtcVFeGDa4z+EvhBctfELHPjFy6CoYRTqPju2Ig4XEHXpCzUDGYh9x2OafnBUUFGVH2OIrZY4XfZf8GxwRHBZecZ0EwEuo0eo56vLWxkgvaOMttxgss5F7ymlBdksg9n4yWEO5rqSy18muq1wgWQhLSfXN+hBZCSNIxHsgKDkJSTKadoNa5Be2UK2AjW4QCpCbv40XNi/LYPDHGP/0GgqsmbAe0znMEolpJPXgdBek09YIX1NaVD8tfL8mk3k+8D+PAIaH8CcIBUOSeSiw/30Jkn9Tfw5++GkgH+CPGkZvwO2cU3kk7nOxYxbTc1glNDnrgj3gCaWZmdDE98Bd5HAaZ3c35FzaLC/rBKPB6EhorPglLuYe3fghxaXDZZYe6cOxtBvc7eRI3Lr/1mD4IYzTUsrW+JHS3kEjGyH+eHI/4qv1YCsGg4HBTbzdyksToqEZZCMsTfF5G/Faa+y+AhgnBGA0CBQgUloK2gleagrJeK+mnzJnj2+8d5s0V1cRv3rLhyVB6OPNdf55JPkQCf6eRAWvLHi1OkLX0sWBuYy7mHty5aPU+4hzl+NjZ4sRTMtsyjRzZWCAK44SwGVRO41fPn1mllCLv9SwxZd/vAgLgUMd+AKyMxI788L6G+Qgqfzgt0JshR0/nHBmYOEYz5fjmxcTBTAdoxkR34FnhrmYVP5ztMzGqvwMLdCaMpU/nZ2f/x1bv4JxHYBaAWafANiDHJ77v8AVJAAABpBBmiAvwBeBf+MhSl8Vr4pAii18+vq/DBd33dc+t+60LazQ4ax4BZYKqJ/M7J+b8DFHLMMJZjeIB2XntYYsp/90EXaT1BEXIk9bSAiAJFTFwF7qj15vH/8Ij0XwYl/+zBLcdjeBuBCFOCcdz05ACOcT6cptbckPACorkz1MzwGZYIAFacY8XWN9ni7XVgsEYy+exkuo73w++ZMqugG0BBFm3aLj1NSeqXGQQYI+rMqeBgDYUqt0r2pJlNWRsWa61cgDiDAshMzd5rrhAgj4gFHcZIVyRfG+/BRu5cwjOMMraO1kNNr7F6ST811wl64zCfSe1a5BgvtNbT8owFJVXzWXM9GsvaBJwv8eaJVeNEh9gkJWPl/FvHsGYkFhLxr1KwqtFuEosi22sobBoGx5HexuKXC46kqUi7aVQMyIF4JeuJq/+PJ7EtsF/Yq2WNH31g8H2O00YqDSL9o0zN7SWSf46jdIT5IMsegNTaGUcQXkn3y+dQQz2Cqe4GRlg+mWoyM7lh7oT2ym0jPlrQfodDgyzcZLBt+FfLOJWzPXBCxAKvB10BdctvwMjLFLldtLc14EANB8+24WaltXKVsu3X6Z9rl/wTMEUFY/NcFKlhsTSyh9+YGgODgx/NVWnsb9Q2fgQrifli8wZwR3XDv4KV4KxQIMI+L6b2t7mF05YjIq+agnqbc67BQGRo5cGemz1hyp47G42o74vIrKiCfPkQ1Ujsj8Z+nWvHhMYKS2XMtD6wuU83bL0hZlu8MDQOaCkuF00B4DGr9Qc8se9n5aXyNxJlw/mMvgZWBv1OCWWMo/zzbZht9Q4kWNY6rfWBrLgqgcv8D0fLU/C1beQg5x8aaGNYm4Kavwf7XD68XBgPm5bdfy2kUvpAX94zUKpBiGk2i2fJUFTcP+S/gYwiCnVULBq+l911dfBKNiHBXPYozwaPk+zm9zDOQePam0T3Lo7L8vwUjQUyyApg68oGUSMQXAoqWMlHJ1xcGyzWDgbQ3dwz0t6FB8SRp8ksWHMws/2y5dMm/fOBICY25zj2ez3HePmXnZud77fj2uc0bfriMFEdtuxtkcggO85oUNdLbXGARYzlJFzOCy2/LKZrE2ByRZjKVSEDh4LOcfcNs1fh27HfHke2qFmcE9rPQme+X+1wSz4+crt7TM45l95fBUeVVVXo3xOq2JhsEpVy0pOJlzxem+LBoFQQy2S5SMWsGQVKIEEd+dT9VJCJMpGNek+lqI4oxJ764icmP+9cnrivWYkhCtGN9fgllFz3+SD+CEIiM9yl3EvxoIzlp2Pbf93l+26SRYYBLf+CTu8X2jRzsYGQS2lnJKGXhfeDcfWQTGEukXXWKGgXECirSqezkuxl+qHmiNb1rYiUgi2+uM9bEesiS11XpM4Dd+Dhr1yxi+8EYkNFJTxqh/00k0vKCWs8xY1V9glyuXznVXKvfKvIvKp0RcKDvikR9LCki31wxeqiJNVFSaWJilc1sR/EfMr65GM845FaCtd+uI9YUHeuv4pGf4pX+I+RFvpOX+KXPr4z5lOiJLsIjN48Z6xpAiO1xHriry/CkRJWuEMpt0q4iXXGdLam+upOng2uOMNkzS6PBIItGkgmaOaw6EBpBdzF1wbvZiqrmsFEeIkh7vPImsI/PrKuRG3goKCo4UkvtPdDpn3RlNJMxQFIPGNz33M0PrBAchBlJz5VcudSNIn2Gbz7gQhF4bxmX+KiqBWTl6LWx6p5a1kqactZBUQLjRYfkughoKVcYmaIbeed9hUUM5blst9RQUM3LFO0XfqfFJf5JJhfF/LLWV3gvrmCMFkl/h3NGmzq8vCZAUSSsIvlwKCpkVXxseCm+S7o7WzRn2HuCk5bu07rJkX34IT5qc0Hiwdi8PHXxoJyElO8GWhM/6KjQOGfnfzmbgEIqiXRVxv/1gKkI4VFTHpnUUc9cbdLECg2se0bjaEMirTM1IR3/MK413xHUdwG7LTSM/PYnzebrp12aXr2hmmv9lzA/lM27fmX/69dG8LuksaluQdi60siZ4O3ypq7M+ePtbIjptv+seCsAuwKAVVZZnyRM+OcsmWUTCI/4XXLfWX4J4XAag4BQDBm2a1katTnbZ6SdekVVuW7I3zDuse7xelZZyM2kaUNxIO8yLz3DMSUlkQzdDq0fLmsFAVGlH6nkV7kvLneiguCIS08b8K36wUBkGZwVBEPB+HK2gu6VdahbPHLFzr9y56/Dgkwu556tT797wBdEAAAaUQZpAL8AXivjte+vvX+v9fJr2eW+DnJMHrqz4Ygs7u1kviFvbwiMhAXlHiGqZhm42Cvp+zMmqVczMLmlNN8CB77OtIWivoFHt9x3Fa4qTXEWYiWYjXFfzF2mmuhwIy5LGfdrjsF3d+S458QCM6SSwL7r3FcYYeCiWh8F1i1Zk94J4KDKvmsafXMqwVqcFHiHGo94/R5BfTzwVjwoId7u78tEY55hFuNz2YQhgH+lSlt3lywyy77ENy0MmlA3AQ0CsKcDxzw87wOX+DpNop+alvI/Np4GcyH8bdLLWo/4XXLDfS2t5eYvye1tQfi0ESDZ7gZGWhtwpbQ2l7yIxd/k5NntlFzVx6cm9GEBSA6pyzcyLg2/CvlvBJiuW1OglDIFG+JneZuifWMguFlzLetQWBIMDRr2L38U/sf4XF/LpdrwKJwQDc9cMZYCyhU6+GWZUBi252P51ANGKxmK3WqyadoKl6YJNTmTfSs+X3aniwViGh1M4OM1BR/Ff/EQz+AynnRdMYc/K5kq7HhQdy5uJcfj90xhsXV8XxfithUELCkuFwtv5eJcU7OTWfNsLloSLQdEVcNggDIJSHyrZVYlsHah1a2H8FXFEx72WJgca8OkasufEdEVcP4KeGt1BPZVFmPUHZdfxf8R1GXwXghh2JiQS9Z04uLnUa0CeQaVYngnnC/xP8GfnVcP0J1F7VhzBT1MT2fUi7GVmqPUfWqraKSdjaR31hCsLp1HGKjyOcpcM6jBtiB2vNoOrY54EALja2LAi8X3GXmmSVfVbck+JDKu3+1Eun3gahY2g0l0W3nWlGEVfks8jUkzrCRnbcivZY/cXl0x6XirbrBDGxuOLepIX5m7yOO1JJmfwIZUd5d1frIKwUUUdB8BxqnF7XzKNaEA5IFOaRN3enJ8fh7p1TKNcYCGCu8dZUGs8s/5t6GX7GbF4k98eh0w9FPSbCUh1xjzz7/MgQlObPizzrp1f6ihnMv8TxI46syUpqQk/HfTviQSBMFUxIb7+zkqeaipBrBYF8EpGuckQ3byW+XwTD4VkmEcEDdHwtQ/mTjXL9clD9CcpLAdVy33yXL80kRGDyHnyUiW5yRyV/oZPH4tNRohIo3y8mEpN8mIgUfgN+4ZnH6+YEtUXzwb0jeUGjl/BSExBVpLoVyj7/CIZBWVAn1zsuGe/wzpnUY8aLdYXP++bgofWCTd7+IGiCCGh8338l3jSxOsgRxkI9NTYlVvIJR8tqvIy3tv6w8EcRZOq84Zi+fH6yGsxOW6wa8k9jBGj/EDsMu4xGp2K/zUrmRgS8t8YmUt/EIfXln80/qalZwQzCC2orUcI7IVg9D4UJ4FUEYKjuUjylR8t2PAsh1WPBiFXkul4ZX3RBTqv5Vb5a5vjgUE3fdzKNcZCy+1xUJq+uOyR/1+uI/hT4zXFRHmELlriho7zCoKlybLjXuub1x3rm9cZ65vXHaEN8Ur/GIr64qIV/iPiNcgLKuZf4QhKTSzTa4g4jXFBIXriq1xFI3a4Q9cKeu59cZLriq+OBGL3fL4S7iO3g36BF3eLL/CGXrBaEB6KazIP9ZDBYQEOS8tktlnto7iEzRWYggQCiHM0FWIl7L7W0uFr6HFWaqmoxmd1qJu76jOpjFMpJt4JOjPVeRV5DEW9z1qYqvHzw9OUv0hfWN7MbuTxx71Sw4PIBN86dEGWcR0HjfPijxO0nsqszKQ9QSLKuNPQnl9xGypbWUUQwQvy20l2WY4FnRs2Mp4wZSOSMXeDDYQficSfaNDzcPa61kjeriDIKeelZLo2kmkgk0BfvAIzDOveQwU3GYvszl0LLdGprB8XLM+ITBbb8aOCl3tA+W8RIxaxsjF7gIy9cQQaCvZktuDpGzLk86mMN6HOZ7SEa8MBEYTct8l6pF1nFioOX5ZRLOwQibzX3to/iDxY0XhoWALvQqkwScISUUet8dYgWXYcmiO9YCPDuNJ4PWAe59Ih4hFaWB05SyIrFRFLlM/kSi5hxKZW49Bnxqov0NNz6Ztp1gl40Z5yRBHvA+yGeoHZ1Mj07rOqiMzUljtzPv/Qe16qJbN/1gIQEWIGMYjYKi/9lWa+qAZA8ByDhEnKjWQ53dk8jvJ6pAEEEgNIPh5YiOPlUvDhkzl8BWAhA7BsBYiQPpwS7fTmomcWYff8ehpX2lNJ4mEW0ZTa+f2/rBgHwVscU4OEMlttLiLYWWh35y+GAqzi0LQVGhUwlCmVHedGP+gu4//xuALrgAAABr5BmmAvwBeC+M1/8cgRdr/X+vvX3ry5m0vBrWgm8mxBgga0mvigXSYTPJNg8xrkigURc1jbQyzD91vrXGMgLOLKGdW462i9lmhtRzWxwlCyDBZe5SWEefQQBQQlmLr5ah95XsrbXGTC5RijaS8lNcdlnL61xmMPJbUMl9w0hah/eVMmjTKS625XEEEhSt81N7CSnFjkmWXNvhYFlpruk+Wlt8sQLKOtGwjuu//QsEnJQXBus1qDUgJDO1C/ZUZcCOJBQRy3FiqFVGWj3gYzgrw4pmzZNjLIUMUO0bMOIge//0ptYTsNp/Se9R8ZXbb7d4DJCYD3DIKML1SbmzSEbczD8evelISGGvwO016mxS0VLNzESoql/wLRwMxBZWi0plf42WX4FoQCgpsGvEyeprfwKQgEw3d8LfH6WOwHcGCnx39MFXhzwhZbNuf8NaK9MaQYjdRvdPwEna14/0IzVekOouhtpbF3IPgp8MhLXh73pyeuwUlBGEhLj/iZVs4fhTd/Nj3NcT4iR+1gjGgiCIUnztbRsZgdv4PiO7yjEN8fmx/+7rfUge1NZ8km/xWDcX5yS0ss9NNtv5lH/vjXrx302JSSU8wlDHGg7MO81Is0+3zV/xWr17StHI8kLryIHf6XIDUEQHMgUP6fNUVxjv1W1qwfB/apq8itIbqBX5gxHciBzoFDtU6fNCr4/rXnItP1pBl3fjrk187MIKfJwFD5QUCW5NTNrb9mX3r+ta5tp2M+RioNWylrB8QWqj3jTA+Mul2Mu00625rjiv9axLjSYs5mdVgy+asulXs+LVDvAzkBzO36SVYFDKFCdUrtKbXrJbLzIqroIlBbeUkB/NRG0syKuBEC4UlILaOpM+M3kgfZFpReY1gsCofhQtvIzNTiC7cSLnd5kVVguC8eCWO5F97PORvWYXe77/yBorr+bFVftNtv6uLhEERVqTCIRa8KgjkvnRFL8TH1hSfDk3p7VyXDWqRbqY3i4EoLgqnIgdto7bRo+yS2Lxhr14EALglJDH2XAZairlygcMiawNAIcKW3twk2Zx4rtPGmjcSZDXutYoLmKCnjbXKwM6xrH2kr6wGUF5ApUyCe7nvVkTSmchL7do+0mp0KS6XJO+uCPGdGzG33N1TkrXadlLfAshkKQI3k567lZYzGyVbaXeU/RmpHiEvW8bA0hUdOufeXyDPptGceY3hgaBPDIJSuL2zmJUnOo3tRPo5Cns+f0WOQT+C02ea7u5vajQVEntXW/kmz5Mgy/CMJ3II31IGva/lI8OBMEVmjhF52fw4JGWDpxIzZ6A65qyy6h7N8WaWbfVrBAE8FRAd6ll0Soa7aeP+eR76yxER25SMonzsmX8mSOGR63xWPgbf88f7PJk5IWc+Xr5R1l7R1dcO5saPVddUI7LVxOubKf8UL6mpGpXl/mIQMRBwc9vuSh65PfhEEJSZr4u44PQQghnuj8i4Kwup0RcFo2l4EE3UJIh1aa7XtdQl8QpkVeMBF8+GXrjpNcZ6471xHrjPXGVvqMWxrjGMVz2MViCxc2iPrjvXGZ7n8mp1xmrfHAhx/3fXFRWuM/jPQhFMo1zGIr+NC2X8E4YkDX4SBZJnmkc1pYWfZawIIUYrSwl5fmlmk1162K9cMS5fhiEoyEPHBgEZN2stcZ/HAjOlLTl8V8xSufPkNBvhMivrYQHUaLL/EFEzgn7rNh8uLWIFBsoIyKtLtcQF2CiQkYulLlIRcs+y/UkJwiCy8tYjAP4oWmTWwPtphlmGgzRFriA6xkpExKmTB9v6gkPdZKxR7ZS2YgmKdXNtisGKEdELxQIMlhrKthIti8dMPPFzXJFkHlsjL5dLv1xQ9hSgQ4yLd93HS/xWzMFv0EolhZENtmdllmF4ite5x3DsMNt034yEzaojhk5braNGvn0tbSVa2/a5M8Yx70/C0LJdMo7GDLJQGAxJp6nkimL9hI4SK34fr1OL0/rQgYLBZ5rHxEpCzNYhYMuZjWcREgrlJNJTkII0yZJ+PN7fMeh4KdzbtM7SrlT0wSntpVPeUcLyYPc0aPGPMvgrLKg1IFTUfIWIc3awM2aPyyonL8mk3rCp3GkF9M6cqB1plmpzu3/RQLRSdICWTLGac8eQvzqbH338nF8x2z6/f4DwFAqFLwLTpgqV+vIpZkJGX4E19MMpnsk/nPqgHEEQEkEASitMO5ZxKV76oBYBXBVPqb2e0Pnwm6p1WHRICjCYKTlpm9XX3t27ru+uIoEpImXw7vHNYGUljhJiPHfNb6GNOwl8SPBCJGPPJVeUCMny4AqaAAAAG5UGagC/AF3ryTB7HfHOV8RrkD4xGi14U6+yd3r9Ei1+sWvl19oveoKC7lzdzIq+imRUIvgyvQ2q9DsvQwua364QiBkmfaVkSdxtm7sqvb+cQECSU0e0DcbaCXDl8OEECogegWSYa6NJlsg/o46Wgy0PzLL8ZGDYfhEg13uZ+AxPLPHGLfY+yWyrrjgTCBk5Kp3ZSXMPct85IpbwsFIPVCUyWqSCOBDxJbiFeNQ0OFqel2uOx3SLCSmTICbkCl+OjooQR8PNN1wgeESweqFjyUlyGckmEzEiyvljgV2UZTNiWzHWVShl97HAk6Twx2ZFhiuQo8EnlsqMpf8DGEgK5g5d2fv8W6+JFiHer1WuUCrBRdw6yzyT3kvzWzghEgkJNiktYt4DHGgM0LgotZXFxePvBGwCfAgBHtCNCqJk/gO4MArFwM5pkHCnVMNiBJaQi3HZ0n8B3BgMHwyZqVuVoH6+Zftir4FIQCY+LBkH8I6odTL8EZcNaPL89j+CIV5YKi/9phgmEVzWI3d+cYkW546ucjeVGRT/NoPvXYEUYCwIZaR9r8mubEnY+Z33dXF9xes1u7hO/p99IkeL6jTG+b29Mmzcfvf0PJlyqa63zvow+y3G0mntt+uLB6NBXy3H/PJbUoPUXGKtcWoKKBuLhCko61bbo6OoO2uEwIEFlVz4Nsk5NIjpofjupI7awO4JZAQd1MSRyJ47qmjKs59PvzCuPr+trsHPlHXjTRIJy/yaTawZhkBdGBTLg0CIRimUiZpJRZh6iv+q7D+a2PiKghVSYgr76xdKtNP6wGwEYsEuY3UiSfUHxBdUeiKlY5l8CAEwYD42NBLhvIlVNVzU97cLl8vgdA+BWDvEgloHRZY7k5BV5J9YNAvgku/f7BKVFUXG0fNhG7o78qx/jQmUl93o6w8G4ZBFz2oDpBrCQ2wWc+ge5oGmv0Ev92EvgUA+BYD8uMhV8vWNlj8gkJMuX0ptEpyUTvwFoCMFhECDzNQul08jMejO+in9pKLM4vvcTxGKUtiKBnVkq1CucASzHaCImtUQ1HtxIdZJI1ZlhdsETXgMoPjJV/dzFHzLQuaXFtGPhK89+uaPJSm0lwGUERmHRiQA3++Mx0nwZBY3vH988K/MrqGLMrAdg8iGUDKvss62zBq+5g3WupLlkq7VNGcunmJJ7gPEG4U4GORKN4dT4sHciW9LUksLqLYbxlu3F+BVBKCnd9BnzlkHJl5jeINCoIfd+SKudiATHWRjbOkWWe/Y3/BR0CTu5FDs4QIWg+y+zdGs+eEwpfm9BtlVrh7fayIz032WmjnUew+CuJHD2lsstNIxHHmj0gyf1y4QDoUqHowYr2ha+yn0Ba7ow9bQyya1tJD42UYj1Xq1oJkMMJvryftOMtq6DLYy1MHnq8l9YhyhTaQCnu4csYk0kF9gX74sTyVc0im037ZB36LWBICeMlphLpGxRzC08lGN2Gcm6571786GuXAdykqzhOgTXGofoGvWxvMho8KR/zCFtvJKdwJxxpEbIi6VuzOSKPbGX8QHaEGEca7flRr+UMgpLUwyweDWX+TfbfMA4Q2CUpi7MbfcNZB6x4PQquY8oZURaGVwKpP1Oo+JRO/XxrhGljmuMl1xWsc1xkqlVrmiWQlJbWur1x0oittDXj0oL1xlkw564ynDaZvh64jclv1xWr64iK+MQnoKfRToirn2TGvdcnrjPXGYIRUZa9zXGalVrjovXGYgrp5LPf64zJRoFJSuO9cIJfMr/EAhK752R1pRyx8vxHERBeSmX+EI6YJEW/jK1xyIva0OkLq5SVcciGJJSzrjvXHYJJKJeWtDJy3qjripTVJTrBmKOUp8bJfXCWblz4S+OBEfSSy+MVvIKg3XC35xYqzo2lWUF11gsNyUIRXrMhKOfYRIONbkmZaFoskj45ytCDwjV7JIXQskQuPe9chCBTozj7OzWk5MyMys6RLMRpq+uYEgwKT0uGj5JJzLTEM+FybxJaqiNKuDYaFKNnII2sBr/egxKfZfyL+WiJ/M+LB5jwZDwplGSZ24gmNjET9TqEyJQr8Djkj0fzGsqlBRJrRLrfS5CLLY8FgRBTPlkHtyWcY0xd47xHJMa5AciAVwe7+Sl7ly8+uo8E25LlVaMz61yhIaCstZaGp+fDEivNedApOW2kuegaZuXlJfHRSld8H2x4VOMNTL0/zM00hYKSzwZgENPoHXL/rAdCUKkUNz99oRM18zjcR3+sBUFLCpD0GlhvKISaQZ7Uxb/rAxCVOKIlM2/1gXB+HTlJU1qfEjo8j0pCCRZu23/jzGcufCgsOiyke4ay0VuMbfk6tn3/lhkow1YPdifT7+ALsgAAA7qQZqgL8AXcX/fOGgPsAzxJ3iB35yAcDDhQ+bFLFLwd+Cw9Ev/xwbNu4HAA4OBgAeGxSxS7ZYsUXDRICJPMISft+cy0lNpDJUI7m4jx+9fS3x32HloUabg7tP+HEQabqemnt6wqy8fmiG3P2+GFESD/0Ekws2m0izNjj/rQQ69AyUNRHDHWSO/TTt0/CgYqvVcQAAsBUGAAVgNxbFtuKsUXT84YKtHVcMAAlQWBwACcDYpYpeKLFF/DfdwYAnQHAGGxSxS8UWKL3hs+XHDDXgcGNili3iAdEDu85RLQiliep4h1veixQceCQ9p2iop+cUBygwxYs2rF/w4TVQwKA8MHgkWwfdZFWDv3uZ3fuLusFgT7uOsnW+oHlo258GgoYFJ7bbdaacPKGoLhXrR1U7ENSz6Vup9Ovi5yZtkrLB/pMM6CmDIX7qchmZxd1cRxXAFJDdayx3yZllTJzbk2pDNe4nXnaCrtDSN8Eh+loWZxd3cXAA3+hzj8ZzQky6h9Ki6ztAa05BrdLYfWtBn5xX5g+jLbMbpIJCfbTTm4vdX7uIrYXPaeAc1dCVPP1D3m2gHxD7eP1xbm1q+mSP0nRiKvpUE9un8zjcReL9YpEISS4kCOro0xxcfajZdU2Y29AmZ9JHoyWeyiy5sP5kP2bf49906aeUotqJ1dMMW1ZRQQjUHuplazGp5tBncukZqR9qbfHUnnrXLsabcbxVy3elWtXWhE+8irp62yVNeGcZqh8Y2EgnssULnqdNg+43/MKkoq8sXF9WYMNXRXNXkTkZMl3WKPEyPMkuW3JKNOV/pKxO5hU3FVc3e/rE7CWQiWyY4gvLsFAZJrvMIKH8bXRwP1MKuIiCtdHcXJLAVLPUf7uoZQ2TR6OfpzYp0MK+2mnNXGfe75OA5iWcjWNe/tDVCSXb6ZDMwzvKNxB8g8uY21qrXEdh67Z+3LtOESQ3iw3OMKT1tt005o/9/QdvCj5uJPj+gLDGD2/zf979UjSZ733pGyxteaEFH/1qHUmO3KW0XLpFIxGT2/mXxX/pdpd/MS57zGb1H/0vU5I9/KSJc1CUeR7Nr16/SkJAepr4YMFFz5blyuMUZV4D6DQYEwIP6WDDRw/pCsDgAFYCAYAApQ+JAEyDQBkmCgG0FADZOBQEBsuPMqYHAAIwYDAAEKFywAWIAB3LAAsSAdv8Nl3cDgMYDAaXA8HFGw5Rg0DVCiFcPnKAxA3eTAyyZ/lEUs/v1TwU+eBLBKvbAtPw4CixTZX0GCceU5dJCzUdrCIDUIEIBYLjgP4DsA/Ri4HDFQA6ibF93e/yRXLmM+bmjSW+8CucgGdijlrP+NOYne7/+RGLnh91vF5lxKkdinDBIB510f+mnw3pss3XGO/oR3vM9PQk0zO+gey2Yzf/9UHSI6to7OWh0/T5vD8a1R+vi1u/GVMo1q/r5JbP79m+jnQxXpx828PVR9K17jvn++sYME8y69dfoNepHaSX6anJOoCGCdNP+auK/X0XnaE7E/6bxlHbXBDG8368fodlc+x9rFUHY32fJvlQ/T7aac3//oLRTy2NlxLGlrU0nkaZUZTf9/1w9AzkkeWx9aPv8c9Ptzb3x/yGz/SLfOpc1OzVxVDWrXGqZni//fIGryX6qlmWf7c1/d/8g4tbW13wWZ1+23M7/8SfJtdbvlo5ch7jKAz+mnttzeAXf3WTd4UV4d+4WfcMpsZQjrTT225r7u97uTjWXC0db4uW4Qkjqs+K495JW1K7YFIR0/+YcHu7gN7OpFvreRR6tHU8lNq2qCZdsJKCN5J+Dc6+3zK73EYvdxGlZDviklDRI21aPkzkewDr2hpJI0leQe9o1kvaKzLd73epb0rS9rmqPy1kuaqK5bix9QjDU82doSs1Szyj9c3XtWRWZY33feuuzkkDL2lzUhEl+NdAbclnaBZrrpENtaXnV7Vlk6aVnPccpp/zV8ke+LinXtTb0g5pszR3gfzIpmrBkz01bZi1B7Aj7eW+Ix5xs5lNgAxd3LjT5KBe3PwYI3WSuEQyw/zlmUDvMjdp2OzcS3H1DKbfiuvevGmR/w2klHnEqDXl0rDO0uJL04kciys55MZkdFTdf/N/E3ct3SqvOIMSpoZqwkwkRD083D3JFqddtJSMbNUxrEXi8q2b0vdopJGuZC6PjBkX/HzOMxERlxJySpWaWW5iV2Fy3BGdV1pie+3N152eWKHFS6qtbUD0MFhppxG//DZXfAogIHEDjy1s8Yysb/90JJBbBJ4JOeh6GX+GDRzbXyW4GAHmA4HHz8/pqvwwalclvlIIYAC4GgcALAcHfg4/flg+4OV2Y7w8QgBYSYflCbpWvG1bqCbqjmd9aaftzO74O6g4XFSfNe0z8gcNlJSLQNtlyDc1D1z6af8zxTF9LxpEpkIMG2yw7H/jbV8HF9gyD6xnGL6CqzMIg8Hm73WlCLyvgMMk/1GmhX40u4KjtHQbaD+w97RqXqGilLXMwvvd8auI1dJV2lBuz5D6yZZOowksb87LOWEwHusVaqA7PmtEafUz0wCezYp3iNSuluzydLLmw2wk2zM07z+pEYXdLUiNGujPFkz1VaZsiiInaQE/02YVcb+LnJ05cyjSD9Q6zZcR6SKerYYb2LVflqenZ+busSHLJFzDttE11FRe+LuNKQHqCM2WIuKyMcbUykyZtqGvn7u5YtdHjL2awspWxXzb8dKiz0tBh2epQ0cyQiQ2Z6dkrNWEZnKRqTT4+9bd3kmBluzREViLy1cUpKFzPobaoFsg+oIiJiVQeA1smVNa1eY515sFVbu95HJoGbIeNtGufcTSQ945GWZDebxlfTT+adeLjgrup0c1pWZbhyckc0aqnIvBo+6+3NVi4g/vJ9JrtbVKodU7bk4nu23Mv8u/J9a9r6QHqAO23GJ7tiHZol4DAO6Hl5734N/oYPGAZYk04ktrDiMEnX/7ScVRt4L/2s3+t97oO+rs4tFRkmnttn2qHEQQkv+lpJNlNEWf225o9f16H3+YkW81IfUFOn/MJ1H/rS7W15r7wTghzef9eht2WekPeSvyYCcY9NP5l169fQWvxpKHUafDoN1yNMqmchx/XoaReyztYD7VsmDXsn4LMS19PmHx/rob9xJb61Zc5mxpGA+1Miptv005lf1/6V5B3xY19SQvU1H2e1up2Et981//rpeodyDAbCR7S2WtamJL2jxeZRmQX33f1dO0jsaWsYkuW6DgMt1NaXzFd3cX++RZ7qctsaRh0Ha9dOpo3f/5Fhz20wZ7vLffKjKYt9/fGRFeb0P6415+6mxbqB9luC+T7SBL/DRXfCgkECQfOD7jm+Dvy1/wyJH/fA2gO7FMP4Nfvgn9GIjreGr3gcNYQF0LYpe2Wv3hWWyVZctiGjvwDgAaEDABg8UsUvFFii+rhPOYMAAlQaGAATgLFLFtNMVYq7cy1mNR6vkKSLNmjqpoHvlTNV5OKxoohS5h9HtIj+5ZtR/w7XUxIdWEXmEcfgvVDdN5Kr8wHpwWte3Z2o2vpppp811F0/zpdCNr2a0uEH9KqDIRhtovTfSo+VTb97rj0OuILSSvzKOH3Em9xFqX5i3/md/v9dZ2bKwGpar2+LUxHz0nVu238ykIu7i7/o3zkij+GPMmkstrl5me9939chsN5J2b7VHrinmYgcHej4+QaXMb2UebK6Zf25nvAOP3IHLXy54br2/mKAQ97vklVfvCyy8TmNFzEWwWefn+0nNg/e8Hg5PLjy5dpJb63koaN1rS4QdoI8/P9NOGkQCbqh7optTzalFWbUOcbsYxNxLpaCeYXV6uIm7tIF4eflzW8hvLdqPb8MPJ25WpBdz1MjTt/zO/3uG4ilBvZRbSRz/Z7kkWhOYsd6P28TzyKzuBinLbGN/KSp5BlZvcf1dzWEJ59NvWw/2iJxF48kZZV5G0yXMYaQ3go0UtyWFqHOvCMh/bb+bv31qL0jZSSrzpQ0dkwH1TZ6jVGoLhZo/Nm/X0vVLLNHlpSaKXoPLk+8LKWyaSLnlXm3r6gcHVIqwGJke4ZzpmH6CzEo+UWR24u0lZUOOaqjrBTcVd1LjLJts7bZsGK4jLJ6/yyPXNeIKHTTT+Zfrd4Dd0tGkrO4y1YSLoK2irUFJEZZEMBza1xEa1d0HbTbcXPtH2YJxI9Pt83Xzcoi4qe0an1OQcSNmkqjTA9A/TTm2as/VwwyAto+C2CNNNtvTT3ngY+BxoUsW3irFWT+s8SkdJi3/9SI6BleeRHXn1v1niUjoR07ufT76zyI6TJv+9SC/PAwOOBw00mW3NvTgveGbvhgAKAWBwA8GVIS6ON3NqZdzPEVD3+SSPtHspKP+xwLVPcZaB0iUu236cNIhGmOr9KrErNUF9Zd0vG81xUdf9eZqrZMpL7cSJ7V9GvFeMUCT/TzfAa9XUUiEsmWNUBlp+Hs0VTkr5SOVAvh5QYxjJEOL6mnH3mkGdn1UYvpaT841NP+Ze74j9VodNbJ9TkiL6a9kq1KPFTMtbSNnrWviP6afzDrG8XGunRJ5UOTifg7EXF1TJWQoCL2ryWS8NKb8ZuLpbyEulBkQB++Ee6dzS9mUzU1ZsW5mEXuQu/e9KPqVLyPdbyRKB/es9rD6mnyMc0XcHePcrklgOiEyw39Iwew35xsX5NLzZnb2/mxdx/d8nZiPR+/a2vkq27VPDxIRFSmokm/6WY0BxVLEUvt/l9jiDW7OJA4ABFQ4GAA4IDvwcfiXawU1wObs39nKEm2FUhx/Xyhuj4PL9bqcSNURDfyIJ2zxiWUqX/UK8p8sQTHXQPIilvwMAxwOBrAjGOYCyB0/lIpY8Lf3DvA1qUTGYTfAPFcWE8U/NfhQB4OBwACFCDiAegOmAOUcGQFLB6AVo+T1SAN8CxoeSQKm3wlfFm0iWYjnCIBsFCQC4Q8B0nAAIy+cAdEAHeYdf/WjiOvAbnT1KM1j/hXy0veDoim9R8XM3FSicmuPNHXslbIP7cSM2zhXSrk/ngNudZsDVXm65/f+Hm+15r/HAD6BMIo+oufwqLCx8TGVySfSo9hIB0OBgAMGC4DLLAXxATIoX/CtUtG+EmzA1IFwaOvgoahm8AXZAAAAbXQZrAL8AXf4JAQYy0K2xzXgmEAoIqxeXH18wKKSPeYiJaHpB7XFA1CAKCGIPORNa0wssk6rkHCBZCYuqrevsFfdxxlOwakIPmNeGmCiqiwbqrB2NeHTgoqqRCKr2NfHiy4yybirv8FBcVivd0y+CMu7tIT9f3BIEdSvf8vDxlmvBn5fCfTr65v16+MBYOyWMtzTW6+ShUZdCgpQNKhEthdW3nZlq3EORtqelNzwWigWGkJHJFoPdxtlo7dzWCkJJAsxouT2VXuepaZPfTi7cfSLWGBCIECMvUEbb56PLYy0ddYuB8vMHnEsO5H0ddOuQkKUjkHjRG+extr6Q0xTRLR7i1hk2CzSgar+eSpM2e58KmuIGwVSW6axpfqSN5yHnoeja4SMcIllJR1qMe9H5rl+GIUw7L3PnFjhJRllxJFv77kX49ovb5cElq0Gf3vBWcWR3/NldgyFgju/yVV4CbIjP4CfCOvAUBhZ3Pits+Hz17EAoPqL57NhU/BQXE8A9r2fw2FT3MV6oGCteSEyy4cv8N3+a8rD5DCxyUsr3GetHGgM53ie/XhVAoFD/v/BZpbtfGo2Y1y4vca9LzEUFXzgjuWnkq8aCjquagnl9cWLOCPdqI6jMPFfqsVQZuld5rcYzeA3wbgj5sGvf1gtCeCKMeUe86jwHIURdQm+8lI34CiGgll5yNHSFpGjc8BMBEENTUSfT2Ya+/x05bVRf57a9fzgllJPeLfzLxa9XKubwoGQR3s9ZfiQXmi48t0cpGscETHGdG78a8zCL3X/PLXLKECNXZc+eexMlWxYMRgQu7QfzjBlpsMpUclPXEnYU3FZSOwhrzB5NnTesZUz99a4kyCOzhfxzIUtHUNB3MlK40sKXx7JGzDuWVeSaaZUdVHUZkT64VBkNGUn935bKMlp8vjQqFQuKF5s1C31x4iOLkpd99nvriSE+0foJvQ1qXyhEZjyuym/zXXPGsjnz1x8oUu7W6uW/Jd9YKSxYRJuNMh3zhmg8blfrDQtFGdcx81gxst43nGwY4dyqwgESlClXldTB26Wz2Y+6+mZvAHDOW76xQ2wphd9VNHcbHdh978ZlW91tpfXCeCMmUicvWuNwpPY36p3dxK+zj/nz9z8Kb2b6L/eB/ew/2tCYOSgs75fASRQFZBkwdR5V/qtpy0PLaPSwcvgLgRgoKCxgp5bvXEju+sB4gpmKXPe+gEqFRJc2KlWl83+uWIBGKVd9fgjrmJEQ7rllBRwwyImWraO+vwUVXVS55Kpf8EAIIYBZvXd9x32WZ6itRFca1xGaBa9q/MH5HktrfGmVaae3rwXjgVSl0SjieypG3woOaNV5l8KE7spBfju8iekHD7LLK9rypVaxWhkVvb24hgvZDLQ0jMvx5Ha5Yy46yu7t3Xsr5CRcHWviB3GWV0mtv3hAlArLa1pfYOqmwaZF8lTXNCwizetyEFa0SIy+OUdVfUFBfkIT0LrWjet9CO1xGyR9l65MFlg0qfLu+7+Yy+N8EgGQEgz8g+Kg8xIf+e4TrL3fXgIMIhT0eKNHh6OYcVePkHGy4V17K9e1+MvJbiRST1nmEX5Af3XXWOqMNTm1y9xBMSeRXtfXxg6WIM5Jt9N1uNsvXNICXIPr1o++MBKUD7aO5LR5UZVx0KAhvx9z2FFiL8vggwhURvGijDgR0ZboG56EDMaYkthEvJkQp4sxcdZJ4ZPay9maUP60OMKHwKauSoldS7biIdxJY14Foxl8fmCQyO5KnzjwHyZFJLZYM+76bLLmf5Zd3j5gsFMrKjBu7lsr6XNBWmRnp97DN+G/ova0F2cpDl9eyueULAp4OYgrCBKqnYOpNDs8Kc4alknUvwtDU0gUy2HUyOSQwyQT6qn5rXPQdwC5vuLaSoefE7ePi9ggBTHUQU2W91CUJfDGV7msGQKokFpUiEcIxd1GTN9Pr+1gsBNKEqryT64UiV14MAp4cGehEG2RI51Vzgq5KXeqSRh6Gw5x4JSNFIrxSZsl9cmCQykzY1inMCnms9HDLF+zNL2X58GoXwpfd3LY22K+eQWmvuWnFRXFyhSoa4/wuPJX00qWck76FQ/XE4KsVM+bzYWqnYdaO8k9tYDeD+FLSI80T0E0ke1bdSEZcvHnv5mURe9a3vpUCanS8OssFJdm10PSPbNsikeSDEtNIq4uNBVyE3s39zNpVflv7XPgllGTj17IbZW2X5eJi1bXLFqxl+xAvERQvSe4yy0rKQuD7IFQ8LDOQoV74jM07a8bLnIjrx+W/f0FQSkdfkwJFUbIhquoJTHcB6zSSZ0mMtF06rmfXF+XwmWPfRdIL1gRK+vrgCpIAAAaJQZrgL8AXf4KARaT0gs+QD8VWX/joeFk4h1oVc5KuIBkPCPcuEojXMtJuNNvg6CwUIqyqqprcRcXWLLyV4+1Ijq/CgYClV6i5rdbB17XDgyw90pw6OmuEgmEAU1F4qi8ZZTGn0wlHNcdYUqrciWkkD6/jjRyI6rwqUGHLg75Qp918ul3rwTHFliiwZ8SJl9fFi6SRiVkwRy/4YPit93jn8+tk9BFoNl7go7vLXrf36e+SEAmOJlp+NspfjorwmTRkpujl+ghDTsKbcSZJ3l/Sdy4k3G42sGIQsYRhK92krrs9h7LLmj6wfjMZpvtjNS3XeR5b8t9YMQgC+FPFchEo+8GX5LeJkx5o/tdggICrTtzAtGglrQuJVuH79r8dlIrfPHyj05IltR5xG+sMFlcpkeaxRVhfhQo6yqRYDxp902F3kG9zj12/tYbJGgmoP388va4Ql3y/6PF4K0r6+UE9IxF+0kj7XhYSuY1+hDGvwUH2mnfyVaAJ+CEEl3Zs8x+HxMreMg6g0S8OrMxIGK8ygNauJ6Myf9YmQLfBcV9+H8hha8NoFAgf9/1VtdgqCZDO/Xja5j4kEl4952Ra+JWtfSvrj5ARdVfXF0uY8BRIENnTtfNcXr3jxIJaW+7iWhtePBLq+TNzXGyghxEl+31GghyW9t+CXWlu7dauZPquXQXBGVrJZ0yfpcTx4JyO+fHztrjYk3knWFWjiyHt/sj0l+wdBeWcEOW61rCQ3Cm57z4/c+7yUIP31xoyCreUk7Tsqj/hotCNNTzPrjQjClrXVek9TxKSvrJxma1fd3Y1KSV95yM2VwnICzd+W+SyD764/GbrLnpO7uHc0cvx8TG+u8Jl1ad+X0/0XMQT+ERO7T3R4qdYXICgdeXKu+WsFKCQZJ82Vh9ooR7u7+cfLOXwT4uVHBXtFJNtA3kFPf6VEJHXkjrXPYvau8Dtlo0ZrhHCJNqU1kigZZWwaSzNXE2Cyk7NdSxX9KStaRvri6CHh3LXF8da3eRcP1xeLviZmIu8l1xsgJ7M9M1jvu+sJ5BhVtPu/G2ufKry+AvQUwuEhP8KgoOSiPR6xecSta4ljES/gmQKDKqRcxW99LsQGKi89DUNQ9pd/7Z9m/x/oMklwDs/OJYs2o5pcFwYDEmJWK0jW5bzH9s+1zWGKxRitVFGIcMv+fT7J9fD8E0EgYq0Wy0aPjciMirJot4l1ubmSkA9QWvMMoG1nInGNuuqnSDcoHz6fy/YUcJQgGLh8fksmWRzTlVxPRPcQ6XeDkQNpO702W7xmxRnt2BV8WN2VLm02/fgrMMKWqqfJBnOma+AzcJwWh4YS7HYsg/2wO2tVYKRGFL7STMPi6pqySsuGgZ05Wh2TZ6LKZVmEhogRmHzklUDu2hxFt1A7kFeyq+CkYEMzWPPq3kFG22eV4ZCAUik1MRqiRyW7rfX2X4vio4t3rL8kUvBT4Ihbvxa4V2a5s6/ISW58rllFWbLORpnx+dYUKHhYztiEep3CqKSLbb4cLHxN8JcYSSZc/lbPhAkhwZZttS+JMsj+OwmSIYromrgzFBTjPiVlbsdIndj3pPntRtYNxkgzqmo/JX5LuKz3J7R58G4oFmzmNGJMG0pyK1o5KmsxwQIKFg9UHWix/ZbtsoaNVwpaJKmtY4dfZ8tFta1PidlvrkBtEXkdXVa4ytcIB8MI9byCowE8lFNfPfHNbCQhDIWskH49pT7Q6yX6Lyw87KGu6xhJBhKBtGZQMpJS/Lb8MlmthGXwUhSFgtsKRjzLcTrixhvpynZNhiPTb0OCkf2HZPso7V9uLg4/zQQ3pEmNTpgKpjLQwf9+FH9jeHYLwkFLyIdv9l+zMUTOilta3nMxEDO1Nfd/HyErZNl8FYSKErCUFdGnzcNcJQ0OrDOrJCRmjkQ54FXMzZfQWQUlnGSY30boMJ5eOFk6u53PFBq8V5WgVAh8f24Xc+CgfWY4yVfNr8GwKAXFibt8uP81wlKvvDwS1wgEieGhUG+HTe4Ii6pPrnwR0iY/lrltGyVVgmYCJFgp0r2W/LljWBUgEUBMIyjLjcyYlFXGgfRogk7ua/rj8E9pLEbS+y/ExcXGiKV+0k/XF4jvnNeBr8T1sbeuPi0VjXPIOpXeXD4+2a9YVkE+KG+fB+/Co8NBMmAZVLPbyaMS//jwqSRz3xpo+nUZtwqy2mf4RDRCYMNcUf7Z964vBLZhqdVv3zgiIq75f5fZ1vAF2wAAAa3QZsAL8AXf4YBJuK7hIu5k4MsmX4qz7XULBHy4TCblJTERluJVrXCEUCohMWLlwHngaxbL5FmsGQUmGxPBd14urhVZMsllI7KNuUfIhqvbPvWCILUNhW0IjLB+bR2K6WP2D7OWHQ8iIPr2aprs2wsifEuiXeYb/HuN1qazNU9D+Qby2HNtBi1Io+apqg9qRN6nvwROIs6TlJP+bd1Eak99Vlsa9YzKf8ImwZe5IXd8VvJWZ8mdW1NruuIKH8hrrhJBIKTZOGgDN9B8Bdcsx7GRqgj/Az94+nua3lD3lQuyKk/aJltmKgqKPg25f5f+GgawxjHvElr+fW6+/zjSoy/bLoPMgoFNSU3QO7pcXjDayKhgjH2umy17LX5qNfLTXeMrmv58DLLQGNtf5b60JkE2kuYk9vl+LqeLHe5CRJa7r58y/3E2PvL99z0iPTvWXEiJCUxXX3esp8KFEe+Z3mDObngTcf37B7vcw/9l8eU5bjXRZ1095CggDQJpZLy021guCka5KS37Mi9S5InL/3F6+idpqvwRmvay1+Y7v1WAY0EZOq/BQdpprqrn4Y6jjLlVyaJmf+GD453mwtiuZZjJt8FnggnvKPaIOLi3yyXhHsJ7ja16KCYVzWP+6va+VkpNa/y/3ExII/NmXxYcpOe9OtM2/w+EwUc2NbTTmuPU1664vRMNcuqRcGAlW+PX5ri5V7XE5Cpb+PBDW7ufEr8eU/s2t/8gRy/xvOCjSek9rZriZykfeX9C7nCd9WrWuPUV2ml2dcacpue0q42wSZQUWXWX4+bBcwhd9qaQY0x96VdAnKK0dXS642YJdVHvbb1x4vriZlf4sstJKI72qBGdc9wfgjPjfmkegnXsbvqJBWKvW1XJhr7XPEi+7zEZbri4kFc+ZTT3+ST64mwj2msvKPT66kk1xdmIgjzfriyFN57ri6Ld4tcbQQvmspK7U9z0l+Pi1iRN2fgzeirlS8cLLzU+F0WPrj+i/3JCAKOXBnJVx1kxrweHBQYXJm6STu+uLFihcHNgtKX13tV4NwgCgiqUFoWahzzM1Jd9dNi4tJDBEhksFNLPJOJy/yiAXQQBiUrxSvI2KcM7aSZiV2P59H5dZDgzOGOMsittWgOzWgmkQM6EtYUyzjuOvRI7MLjfrUVVRWXGCy3G2hl5sedgkoGcgOY9MDVdGTBSuhYILv2gb/ov0lkpZCqvgMcwOMsdFoMSl4PHoNuXXEiTjSu0Q20faXt0304slLAvPUxlVZUypyXL/1nEiIwoeXyeQvPMaC1aWA36oJpYWC2jmbrjcFWE8kHEZmONyZCzQUqZBmz7Dxc1Xq1lPYUoHBO6p7aHInI0GtaPH2xCTMr1TPFhVj6hzrzmSKy+CIkXQLxwzGLN9FZL2epYkwxFBk/3PSLVcoJwgFKSRgVyTPXd9lCWsuZfR546FhNGtXdVl+4r1igq8Eu9He58rL/FxkYCjPefAcXnWs0FTCJsw+Sy28mWW2ZNaOcoYhRaDnCe0LvCjG2w1uwPUubTb9cTOCDnGh/rLgoomWr6D6w250MrZLjUur+c4wpgVQvsZkSXl9xcNqojlq52tu0aJZal3+cWMq+tptoNKSRZBegirbcTN/daZmwNP4uaUIu9XF0Mm19KDXvp1LRGwkN7P9l8kepV7PaEyw8qVxoOQsMokKqnYKvVGDVb59SW10xGjZTmw2S+IcmCEJAols5EvLzEmpxaxAkFUT0kh9avXwkCG1aWY3wxGLE66HDCiOKlNaBy2Sy2jzEqjEm3fIDcJDMBbKAZ75ntstuJNvHfVZzgWfVg9CwJEMkntHwy8QfgPGX2/TSFTsYa9YMRwM4willozNTpFHQZdXK4/55LeSHVVsq1FMRjHnkvJLZF4bzN6ewv9ZFjPYlGK2K4JJg9lHz0Wy+sDNF6xMsdWstcGGhUkhqNi7vWDIIWFIfXkz64bnNGFa3Rkr+Qi+2tgilBTWlh+9x0iHH1+9g6H4dnIz3pZ864OJQsX3ed4v59bqmcfE93KNY72HdtSkZ3s+fZqjaw+FDUHAyXQUil+rdKb/fH0OIj/r1BJgoH/b1w9FAhvz50RS/MCwQ1SKdOqgy0CYKmvvtf71Jojv5P12TrqwUDcTBcmLop1xuCkReuTNV31zuCX57zfMawiLiDUkry/CMb4K6tr3z4+78yrniRF6Q+0EvVri8J13Veti/L88886seDQLgklo+/xK+1yoaCEpSPcpjpfagQMQLCo1IpvHmvyI6JqefRV/ECzmuTan/XL6/BD3c6IqwavWoAu2AAAAGuEGbIC/AFV+GATYCqU6AeMjy2DkZHlgchmLLJl+XQbcub/WP0HZcvoJSOQkFS+1zb/8ovA5hkr0EX+AIK+g54OXk7xxeGUcv/wkCgVitwpVQzbe5l+oSiooPeBuxieCmXQy0JNJI20Xxvv9h4OxQxTUewt8Vpk0kVMXe6PEHdeKs+9Y8FAxAqhsUScBlFUxvfsvwfkn3FcFVAs7ri1EpF6box6QU0V7XBQJjNvzvvHGTR/YXUBi9bBQWCkt59o62UAHfFzxU/NstQ3mlAu1sPONqSR9Sii/IHcls5EBV4Y3NmgALzXua9r/jmyj1pB85oP5PL8OMLdglIjAZqUI2qtowetyw90QskTtfh7g0CXwYlnRtyW19I/CzL/XwiWS0uX/rKJ3cHfhru+Y+5964QihFaPW8v3UbEj5LuHpgx2r71WYf/XdSeyOXPcCrl5rfpJWPtf3boJBWvEgoJnwbZXstG1s8oJ917vll8UyFYvGeG2RxHaNSXF25feUsSCqYy1dod158cuW2X54uWVWNcTYKSgtnvGgzRmGwuwwmk75liuedX1iT4Th7OvSveuSJJMSa3hur6+xZb1zZl/5YlWNfkIujr8FBXdK7zZl+L6my0teCQ+ezVKn4bLzYv7Zd+vQWLJnKIH/XrL+lwiCImq9ruIBP2lS2u9iVfX26r18h+Xz631/q8A7wNFzPhENUotzJrX+wCYBgK0kmmqu6+fWzbVxYTRIvjwSlkvQZbt4mVaG6ueir54OgqGSqv8eKs9/JDnd4vptyb405npl1P+vvwW9emCPUZiL7wgEQQk3PkWX4uXiS+SEvxM4QLE653+FQQ3u99cbeuf1z4Iiu6Vt8TKsXv+hOYAofoaCMQqTWL4tYtbEygjszj7XLXH3rKJsxJsNjxeuLTBRd18mQllvLXPRt3QXKEQhLjr2YbyvBjepYXJ1wjhC+q3fNBLiQuC2k/cl99cfEfHor78MQSXpGJAH9cWGIYMbFmTEmt/4qz7L+CoQIICELAs81ksMD07TOSDUZMtYnVcOFICkma0sZ8gBlh2unU0ndYE4NHQKuU3mV3Co+h3n0/E7rICjG8aXywlPbi5ZMgkiy7p+j7mWF8iOvbLvWgWOHup8XM1pWcg3cpwSkdNAweXwb5Z816wdAiEMPUpOtC/yS275cEpBs6uWepeTRPesEwblDGfI3wOvBLnAzkB88IvgUlLz6JHayCwaghG32s1xnxz35aQfnXuVGX8Q23L884VBIHmLwR+4ECdVU04ElHs2nVwvI6xY0OnGHKPzua3PhSd6IbCogYpslXPjLss5LjTJ5K6dXX1xdDPg22p6Uv+9RSKLKJlqeJHUlTrZymGS2W9q56W0bBtqjyzyLyOt/jCbTWW/hXz5F68eFAgUlviGgUSw83U5KX/kkJLlpQUec5Epi3/8EWk09a4RUwifOuUosse9+X5ZwqIZhnmu1LYqDPm6jhDUl+SWQtUtVnFkD4YpGdHORnifkWqgho5EXTPQJ3OLi2n8n7zlKCycWEdI59GtUe2fIrwZEw8/zYPHygr1B1xJI7d5xoxe8slbf+uL3dG+2F64vGS3lN+k8Ya9tGDxLcC64uQZH/fGeJX3nJVrVZFsGdIklsl8QJieIBX8eanH1z7Q/lXIxK6KPi+2T2X5yQhBdUqt8kgajvr4AplNrf98ZDAViXPJmRHQtk3bPvXDmMKTM5JN5J+b9mMNWX+C0UP5Lx6oB+vHzqcldYMwoBIFCScuZJnXKBRFhCej6Y80fNTy/KjxMSIkJOwbgdpltLjrWtMsdjj7bjcsdiPDGWWMv8oywGIIw/3eXPuElrXLEjihia3gzsJpd24Ue96xJSlHygup4u4XLzl84yQes4x+gsFKtr+7MlloQvr4v3+EAQ73j7VzL8EkEEdHAlMEl3QDrxy3m9zofmHLdnRF4UBLHDyIH21vC+dyG8ct50RVwlCQJSEo+ujLeOXRX7nVrjnBKXHfMf3ObDoi8JdEwXE+vYLPJZFVNy3rhDEdCTCWC9aoHqKlv2gUBUgIpwHQVQDZeaoB04qgB+8QkjoQdFC/6uFsRIpjmDJOgNXy5JRIsid8zGZVgZQtiN02mlp9rPQeBKUNQdKqqNZbxqblv5E7hb4Qpdqcex/iXa56BCIKRaR2Nc4HwIfEghu6r81yyiONssY9to8vh8aOF/l+NuecRsq7veY8eCnLfylz5YVizyiC3Pj4I39d2C3y5LnDFc6Pr8E/d93k48osEPk14EHiQQi5MyLPiUROm/xXks8f+CGu7l5cAXTAAAAb1QZtAL8AVT4cBFgC9jaLMa1gKDvxAP/BMT9lfDwKDA4+Ao8sv06L1g9blkg/EjhyCREo17MGIdk++xLgPyRSO0v7Z9m/x+IoK6jMrA/mipeQmD/CYIhcLfExbFflshP8T/IsWhXUeHhZRtqWG2pZJ+5LzTroM6FJGYCAvmBQXLfLQ+MJf4yIiimNQl+tBRIRlXHJTB4PfHyNBq2VcEUgKoFYkuZB/6v98mI8uPrRFBUVtFJCcRcRSM0Zn3bh8Z3VtNrDBGhkxXAu7ey20id0YJ877Fcf0027v9gi9RutEaBT7KRH41TI8uwucgxorjjWgxsdzWKJYyrCyn3crjMsv7w0xd5QU5hi4v+0MKnvuxlwuULTL6lcW291vcGV/8+DLBbfMX95ilDQKSGb0C2xtQWrfHKRbd+yOw4sJBSAdEltAtFNX5koGKUELbMIg6kdjTRT5L4a+JBcTpUeSyZ9l/4iQEYmruyDxc02vwQ5L3PILBbd5iJaFv7L8TPEzoj5fuJ7GctIfyv7T5aa58EmM921xNiNJ3MX7+NChWshwlrOSfePkLwri7cw0679cTYLZxfe73HteUfQZtNb/zanpwQ13jn5yxfFu1l/+U9c2p/W9m3rX/6J7XxJzsdM2/8EXaa7L/26lVr851/CrLaZr8+Lm02+C0v/coICaTnzaebMXFslf+iQe2CStqVNeEz/aufEokWvjT8xTTm3/FnxTbqa/xaxex4Iqrufh2ld93Wqjsf9su/iUUqz4le1xMTri8NHy03i2S5NP9r2cnabZ90yb0PBIS89xz0LBBSfqlmvjz6bbf31G64lnRO1xPri7BFly1lrj71y0K6mx9Vl+N2PjQUXLTMRLkwE70LCHd5Xq11z2Xu/i9d4q767XwTF1Xlzq9DSJBMX65YRBCItl37fgoCYIzKOe+tcSETrhl+4mWX4RH93vazQHCFXEygt1qU4WHzGshX+FR13qXO7x5wd9Sj+73LRuG1+QU0tXyjCPi7TV3ARg3cxHrFC6CHNm3W79csmX5eWEQRlJiRrdT2thf3igkDASGLu1noW3YIpCWs9il5LGZ2X5eFIaBaI4CqUdA56JxHSuuHKCvxG1IRWtjyJEdeI2Uz9BYbNQeaj+22tlNoyhHis9btBXU8N8Xz7V8UHApAPkqnwy3wtRaO6cNaWH1hjLPpFWwXYUKLM/H1xaD1eKcM3mIWIZU0GMLPLtGfWFkiQ0iQ9AsGW0DRi6ip5ku56DjYL6WuDNm5m4Ey15fqgwqCT9aBQJYITRDnoFbCXw+CicaSYLeSz2+uASAuCIV7OkCUu2eucYcEkc2C0ruPKM1zg9C4YtnU9kxS+uHNzbf1xIEQEosuCctTOvMDyj9cTQvzzIXtst13i9bPPQ9K48k1pq/GiRct2kijPGvVxI8JBjSOZOyW1eSXNqf+KBNSRvfnufghFiu8iQUeCU177vFveEgUk3dSZx/37w2gWdops1A3luqZFG9qWgqatiQSDxdMn1hl+g5eM5ZQNSa8H4wFdy0LmUxCEeehE/L3PqR9zMY/HF8i8IxI28SokZqgQScZ1Ln4x+W2mWKUk+PEISlxTLYx94kFFx24kHWjOio8RH3lLGjPcgy9oK6stD5IxLY2WfOLBTIPGJL4r+JST65/XKKmyEg34WEpb2C/Lb4M21bRtjqFRlm0m5dPsvzyRUEgZvv4Yjit8up/hYEstH7o4AfWxAghDxxl6+h9xsBXdQWnsoQD3lt+XwZS4uLH6tGgeW6WMer8QQ9Iy0Yw0frnFkE+SWjLlc85NbB7rOdoFNs8uY7noImdh2woURVVmo99zg0wvTjJZsF7v+y+KpmFzglhvywsVET2+59glu+9MVt4kJLH8JAqGm3Ll2Bpy5vw/bnzfn+n0hr/oEQVu1qDr6bbskYg5y7OKKUTcVTXWBJDmjR9cKFiJcCr7mS52U6c1g4Js4gnm/Ba8/shILeKJAUXPCqN5b6eDvCuXdI52FvZjMFDzoKhskDGWcTXXSUmj0v/SgNsH+FTMwvZdqcJFyBVwBZGc7rL9nVHfRLv9KL4VkoGIYQogb6VSNjgXE4rhkHeLKwOclEWkVZd/pwbB/CsPNMik2pQL+KEfgcuxkHfiyPB54pdS/k98EOFIyMEQ290D3XFC7oeEkHbajuRHC9AU+7isKBDETEtF7rwn+Fux2VkCGGRI+y5nRE2ff/CCOwrQSdFrXEYXyfpPtSSTT+sMQEkENcuCIQ0Uj5jziy3f8WG7vxz+mbfKCKTDU4mVdxKsa2XBUV7pM0b0rVmuN9b4JJM+RV4KAqiOeFRP/RfXB/xIaCIKaWZmYkxJoPW5zJ9/EhUyrxyT8embcVZd5fn7sEN9p/iYAu6AAAAbFQZtgL8AVR4cBBwByxmz8F/hI/K8eCAWKH/e1x/xO+db8rxiCPgjN4TsUWFz6tr7yQ81rgkiAhxg9LAk+VD8/PmNsm0rDwJhD8KggBRzyNZbC3T+3hLDxikIjXe8acIhAWXns1MEv5I7Afr4gEmMq/hl/FDhxpBngjN48MM3JNN+1TZX5BAdhW2GxrZ/oF9Gttta14fZa18bZ8frCWQdgVtEnpmAlMufWSeCWckPNDcWtLiNttSr5fi5xRZQhjTbeMNfHfE3e+wswjHHxXBn8JmntW+2GbYbzG/hQu8INtyDz7nbsGR323OOlZG1kkEgpmfygzCTug2t6iA9o9f43jTlDAUnSXjJdBeyd9y4wHRuMKDX/mC6JgoEGJgL0Zv80qy4wGHBhH4K90Rj3QA+Id8v/NJB2X8Keq61yhiisa4vy+FxcSCTO9b1lPIJ8tOWj1x+CEpR7pZa41XzDb/QkEMJnxvsPEgrjAaG/c9587iljA3BFd/2ukJBb3d9Yfh8i4gi//L+vb7wQlSKv9r0JMR3/hI+klieV4YtSZ0lXSJu0ffhguahSW0W/nEzIt/9fj4Li5r6TdQSeTOvKFyv1BP4YZwYLrfWx2VWiOZPX94nX+ury/8sX+hRU+PVz4RPXxVtt+Hin98u0vBKNX58esc+cEXd/ehvzho63cqz7R/y/CfcWHtbN3d+AKyMxIr853/BN/ZXEkBICgdkXNDrwP/wUt47m14JzAoJk76xr2FHalq5lXggi+7wLPUJ8v+HwsUKAo8tjTFRcuDlTXKJKGDi5MHWVPhX6H/HJbt8WL9S1rL8f8Si9ri0viQh3epgJeTPQRHXfcuXzmi3L/PExa5a0XU6b0LYn0LBLd934svy8+eptT/+cuVOM//BP6PMa+c5FSy79f7VhGJBBy46J/xr2IS6nH8v/PEozmX7+LVjX6lL0PF9pXeWVcXYIaSW2uXBZvXJaz2Ul5fHha79GW5emmm1/Aghc1mzdrxIIe798WsW/kBJ0ng8JGBIS7Qby2PL6FCghNIHvCK4BNjxniJH74zz/5fYYGZSwpAqylnGqsBTVjumISTTZ77q+1ixFE09wNzlqwRI8FXcj5Ge/uEO8O+5GCP9l/4mcFuYYjpEgJ4/jvdrBsagTWzeh2Ugxv2sPDBDDu3CS7jpPxh829OXxkBdfw3w/YJgqQ6Rn8LlbLX6hud9ZB5Icz5hLbACAyxXD4XjmH65wbhsFEhibCZKqt/iw3wJSDxjIEynKYALnBEK9nh2PrnlHlzUkrufOUG1kE5eW9c9l7RyPiRc1M95rJOuUEIUFxjzDGcpJWmd4RGYItxWfDUFK/1sfi4XfIRlvc0Gn95hdYuACqwVazWgTuMsuWn27sy1WGk+skWQOigh43Kbv3xAP0H/B1YDqilCA9PFpl9KPOPJqLhfFWS/rjcMX4+1KPSes93aNS/rOehcMzUzd8HEsG8ho0MdyixkdLD77muU00euPLpDXYsKR3S/wlcEGaRJr9K6V3TLla571hEXivLbvvvE48FfLbW63cOQQY0tS2WuEYSBRD3m4wmyxss3DXxCsTkC3kmGxM13AITBEneId+ICx4AQHQmNYfEKXy/jREkgQKPRijRl+YkW8tlp8P+TCZ2+O+FfLL+fW5f4mfBFhG1Hbx4kFJEeWef5b4y0fbXOQuu68gkFRbQsIg+BTSuBf8Vv2sSJIdWFc5YIru7uPKCQm7uawRBiJBRd93774uCQFE+eXPLxIeEEC33wv4xDXP/hwJGNYne79YIw80Ty3WCMKYgrJZ9An+tzjy7SPrk2JTtX/Y7BX5Mgt4/BgJCpJzUzOUsnAvgO5IkSzY/6wOAkF44PR1oumAhe6qeXBgCp8iyfk3cihK3M6fXroxnf+sFgkCcGRpNCYPyU0IoqsiCW1QkJp2VhElnhJPsWzlc21Pd8E8TIXZdmi2LfM4j+v6w7bEo+2ZjrwabPoxGXxXyXeI7KsmtHpqfW66wEWMA0DwoTG15VovmIiEg2HssmywrsozXzGYfbi431KUfZqmhhIhOXNLGdBkssDsnqiIeN49CRGZTGiaPRq1zGPqfuOTENh0yy5rtaOFijyxdNuU9PJfUsXRKLgxi5iBphokmgN1Iw1W011cLbvzbrcEQRrNSLfsIhUtI1Ke0Ujv9o+tdeJnNl+fbcvxeHR4OIa+k6/WKtvXcqIxriQKYtcxriZC32vFghhmNmbua4uUEJcl31o+rDih6v4NAiiRfF1mwfvwkVD28hVc8gkKkJivNRe58+t/IJH5r0p7kLzj2nr8aU9yTU8+pYAu2AAAAbxQZuAL8AVQX/w0EAwCTgQ2R9TAmMczgUzc9L3E2/hI/HF5f5IYhoEBOAqijwDF5r+/f9+Ej8Pv9AgBL2Yihljh/2tgkwrD+ZLWjktBiiDRjfl8+j8v0kPAkDGHYDvUsOMR3t9sGUk8uy0V/fqH5fk/UOggYIDcEUbXzD7fDwLPNp780+ObxZ2GD1/PrdecTB8X/iIzyBBlBBZzzG61dny/IiVYLjhjNp9WPNXMR+y/mPYVgllsTJTASW9svuFsXFgqg6iQaQdIZAFexFd3ZP1rtx/DEDS8k1VuFIxTxtm26+hkgvMl0d4QeAPjioFkA5a1+JtEBgO3hVMP84y9bZGCUo+WF4u8GWggkcYr232Ywy4GjzU8MntYrw+hSAq+3pkHn/hUROSfLoDU4p2/h8Nx+T3wqCj7CvnwI1zthc5yW78Qdj9fE5f9rQn0HSxmREels+I1fHmh78WCXEI3jHvtl+WWeLBLc5J85K75j4kEsaZTy33Nc9m7vXPghjkX7jmEhMs8ii+lf5wVdJsmnHo+5eW8Q8quK3nVz2VYYW4Ib1inmX/wY0WKi/8fkvnv6IVK9Y5+C47nA/zUKn4Y82ZsWNza1l1L4Iy5swv16Cwv/zmJeNxfhslYpVhMW/1xKv8aqK1XeiZfYLyyXuj+ZJpiNXZ/i0Qqz2LWL4le+de6lWOehIKRLm+zLvesZrixYaBQEMJGn0rLq+8WuUIQUWgjaa9uHw2y1hx5qw8PBUmBtqW8pIHLJZz4t6dcMUCng/JAfzRh/NCpr56CLQ/0HgXdTkq8cmD7M6sv8aUPQ4CikFvmfN/bwVhqNRff1x4s/LN865de1x6fseCjqtzZUx8eCi7lvu1fX4Ynx931TNv9cuuVexKo8E3goLez2l+a9HBITZmkR7XznNFTTLtf+fWE8Wvt8SxoJvNhgYy/tceLL8SCbd7vub6iwSzXvul2X74mwR5831xZS65X8SEUSLXPr2/Qg+GOPd95IoQHMtkvxD9MbY94sQION89hNli8hJrls5LWgQ8EPcP/L5IQj8o/d71HfKZ2eXOJhHB76WH4j5kYHVtDo8G37v0cZPZn173IRjLRzPws1y+85bCEdDSdJPJNJckTjxgJMnliv9WnOCosIXlzsHsVuU4ejzj3l4iFLb7pw6v2Wfbf9s6nBWw0JIF7aBMHSQ3nfaTvlzc6sPON/rBmEiwrVUqqq+mWvnV/l/i4eMGgSGDBMyz3+1ygpHi5/DYrMNgc/F5fL888TKj5a5ysEXLltc8wq7+5RatVGd13lJXHmiJ2iJM67OEAjulNhSTR7N0EZ81MvzyBMQhQKJTbBPJZ8/ZfnF/go2YE/NaUGr96dV4WOLJKWkOe3XFyBjI94Z83GkQrZf3LqXy/4sJA/EAo455Z3qVMviT3CQJRwL+SsktVf2y7VDCgeSAoso7Eno+HNW/YfB8WCkssH3Ln4dnqrL7c6ZDi5R7HpvRp19+UXks5oe7cea/L9yxsoI9lJTzfW9i6RD5ABYaKS4COvT8l+7hIEQgWSDaZYPaAfv8cEASzXNlIZ7sZfCzk4gxyX6ykwRZLoG+sp/WQTk8cay/FhUTLKP75cu3DXOSfl+WcomcRH29hPtHs8ayFp8dffX3rYuwUlIMST+7QwWX2HiUS/0HrtXpO8uDfii5Tn08918WCLW+Y37BEENXLTd9y5wqHgUkGPE3fIL4uecUEpr/u5kVcPhIaRKagsPg1JkThZfjvhiQz1R3hPChfzEQzsgMOhiqbYZG5/NEXKO73chXVnxkj8u284I0U7h3kbu4wnEF5qdrLNE6wm+zhj5X0qBJBttF1+0mNeHfkIgYYDkNiB3UG5jHI8UHHQnejr+Z/w8p0kGAyVa//VhHs4Wrl2f3/CSgrL54RXhogJxn0DFow5HeAtiO/3gkFgRhIIfxwuuJ1L5gniBcSFLz0HeRzJrht1LR7afIt4KlsqHrAglA1DAoTqox4Z0Od3AvIqePzVAcHZZbLXDAGMeFJJZbUcQXEjWGss4gk9kFX19ur8UX4nfL/DpIqyhzCk7ijy5kTWjEsl4OlhzS7c9F8p+WIyKuA4Y2K+Wi0kiUEbB8EktDgYIEX4TIqswpJ9NiINzanmFlYTCEO0/rQcA8DBsOwQx2WhBdhKI8Dq/cpy5fZ9Eien4aP7j+OwjGpN/0Fo+Ja33BR13G8fy4Yj/t6wQjbffxLRXMvuWVtosWuJ0R/DIvL/Jqfl8VbfXE6M/xKp10LBEUmGo++uf+UJ1V7v8SL1zsat98bCaJX2Gs95EdeTW8GuUEBDYLCc6PWcEChWPRleWB0xrLeDpjWWI4/R5EjEtm/+BsFdEXXEcSgqx7EghJJm94qCHSq8AXbAAABwVBm6AvwBMVYcBBwBUzDNivxf4Jv7JP68YCAeBIFiB/wuuW6eVX5CMtwHN/j/QdsJGI3g4xFmAKN9p+V1UL+XTGrcgGjFnBpPwxI5Z+SaS4ApZGLq/PAheY/ACNrekwl/0HhAYDYgHKxQvJvY8n/ZI1hFZ+ONX7eKDDDwJeEhKdhkr42JECqR+g9C1kRIdjzR/2IkimavlxfCd8P8v0COJcoJyiGi9ke3xMBLf7WHIhAqpGKPp/Uth87nht7YU20uG4WqnDhi9up9e7uQZvt5KDwVMUaMPXYbnhdjua+0OmfvKUgYDPcSNkX2o8t14iLgl/jfnDsLRg98w/gvf1ehQLRnBHvGzP28oQEDQSwDKtzzAuv4P1Ch/svytt4JT+82a/MSHWhjWd2CO+/Zfn2JwSx/24ljOAV8tsBPfOOr22guUeKI2R89ZTyi+5alEd60JwQzAy9xL7PvKCUpAtudfbsJfTZ2yd4sxxwS7gNaqMgKelWCPYJRAYTNuouoOSJMy/4RFSfgjE4lx4ZBx5Rea0ksZaFDnqSqvXRavmfG3/Ug0pNUt/Pm1pl59Pp9r8SFu67uvtttt8MiVSOt7BRaa5o7/Eh20aOlJjN3nonPk1O14kfxgi6nGcb28162eUEXd21oTr3VAikhaZ5awgNCIkMw8u19fTzbJ+8saCCp+Y+3ZvQVCB5iU+bNtZevi6L/96+dFf8FFprajHvvwxyYualdMTM/euCM9zY2+/V4LX5aJ1L2LRO+VYvlWN8St60zk9Tn1v/KeVZ2y79dyopVjgpCp8ekmTY/84WpM3fVYqdM2/ephgXJu+YGhNYxnN+3Jd4TFFGAhEO+dDK44YCXcJcLm7ucnwelfjQQAnIMl+WT3d6XhWMWQpSQ00PdYsJYKbSSuumL3DGWelOreRw4CzqLjzX5yTLzq3gzCILwoCzqo30uwdWKrsnvQ3pBlHf5QR9VfXy/CJPmvoWCTJflr8EZS07Hz66UXSS0kjZ9MFlpparSy5ggn9CbGviQ/bIs+WNrk5SXhaTX6/Qruo9WNKT+JWvIf5xd66r86vr7XL2NFE3fJmuPlzY/l+pcxHq1VUu0O6lFtfxO/DDRG1kGBkIAk8PZZjL4kQEO7hHpZhnG5VJlDUGwJSz4744U+UeYVYukOvUebnPHHQIbLrEziQpzlxwNz0CD+Lfc8u+O2udIFsqANQZ9pg8ETz2hfwNjLQIfjZfnuczLlqUausQ2VxsdGL+OEbv5b+CIKkSSNbyQbPicD7/Dxh6r3r8vyxfKDARK1JfV8d9+ucOjxeTFw0fi/1yggDeX75cJictw5BB/5RY6SfMRMRzETEaXiwhMRS+W71rjRxghSS8cZIdyDbzsrUukpficeMmFzUFrhVlfrbeCfFQ0e919su/iAmYl7j/lfvrsJHDFLlMxoLyYHst/doVf18QGNOAsl+PC9lK/m1qX1qMBmYEcpk903ZEyrQ3y/cSPHISCulapExUZxpQUC5cpi97DXF5bv5fi8VLFZLy09dk64nLfS85vCb3XJ/URPCANIYwYzJls9tdc2pfwSCgQ7Q2vf4zW3equIElDL33f7Otz5wQ+akc1k4IeXDX41yzgiyyIc2NcshJwYU5euXVzWQWKErgqvSlBRd3CSeNowaNxywSd3zHxgcLxqLF9oW7dYVDWhkWsLhQgTGyxCLU7klqy3knktIdlTWG6OfSoJiywL+c00Cb+x53TFuZXGIuPF7uggRGS47KBtym/sTH6YsVTzXYbUTqHGnD+nSoKUZLEDsvhEKAjGApKCBDSkuA22mmgNEzLJXTsnxf4J38f7/zan6wajtlMNR6NeX0MwVqwmE8ERuPbCrHPpOqwUCQZQRZp7m8IQEhCkhJrJZL5sgaqozXbJCGa5jL8sLAaB4EAaCr5qYDUNZP93PZ0RVwxgq4jRd4vEaGxd595czprAb8Ako0daji6A4ugjZiK/y/zq21mJR91d/rtPIqX2nQstlIKuIdxrhmGWY+l85r+X4WhQBdsBJkGVAWfQEOB9ThybC38XKP4XvorvVwoBYFgoqi4KrNffK1zuwm+viwQk5qEWb+J1xtE3fXdgq7ur7RaeZl+WePJ+cM81MMe02fa65aBDkj5fdYk6kE43xJhoIhDvPbDihoghc9+/wqakEPoIAjeRwEYihZkYhQK4HoyvLD0xrLAfo6aAuN4f6wcAjUK4B8DmQXx/j/rvYY2TvgBOmDKzf/kYkJxZtvwP4MVgxPiCAfAm4grRudKK8yMywtCRlgdx2WZXlL4UEyw1DQgnB9uWOkrgfRGNZnyrAbBQexF3TCf7Kg5q58dfWQOuI3fbSXL4J8gCWgJSzgzfyBVdc4/4PM1RN84aCIZjnqTSb/X65tfgkukvvi1wgC7YAAAaZQZvAL8ATD4cD3AEKIbkR34v8JH5L/lBBBFr3FjAj8gOtuW9erSD5PpfgSBoIC6TvXmmKoKVLebw+q4iw6XgCP243+hxU6H/jMUs5Pj72DkQAUJaWJ7wLkOYYEHTDhcC+agPeQUHtgEQD8F8PgL0b2eFgkTAl9OMYYCCMGEWYLmU538Ug9mMRBqCPmYfz+6fJcnHwhew4/WIi4LiuImGVLRe5yHtabQ+QkQk8UOZDRs+IP/5GOoc01Pvh7XXtImKwCdwE5fFbbsE1tPnQn/bL4sjDk6KTbeqU/qu77hgQIcPcc32CR7Ev+IDASDEHpf/JMP4aE9VfEAvGcAxpDKOml5vxvvWUKRAITgDaUh//zHVj/udYe7Y33OMLRQ9nFomKjNSzLfpYIY99Yt4gyT99JKv33OSl9HO5bBUXmimHYIdwSsg9f2tnXWU7gkhxBLP9l+hGecJle+eBhWgdc677HhJEcy+h1dgiIEj4vEbztezvg0v2Dp/JrFdFf9fnyr3s6+8SdXHIUEWS/LW3LrlkVxXZ+uecUckq+k/Sgqp5JJGOI5m/DjyQ12FggCgdez47lsdaCoRSrjwboMXjjkEVB5yQfynP4maEzVeFmCg+qa+OtZKjLWcTDIl1om5LSbvwSV0o2viwzNi600zb5vBGJ440VBT6uqvL/pS5f5A30K96dF/5YVXL4kN82L7TFtP/KvtexJ6+22mn0LWL5z3Pk1Nr51c9HBF3f5vMKQSQr280QICl3u+eiIb/qdr5/2sIiBpBEMs1pqSI4iQeTst9c2Iw92hvz5esEFIlnd6xHEF0iDzctG+0aa60CAsEQisGUQu9hoK6pJ6pF1zq+VHJu8EYRwR6r7L/xseCQXebO3yxYKL6pr/a4tlBJyki33oSuXxOuRT12j7/nVz5V73RfQUL41FeuJ33o2HhoasPXLKbh2CRVVxOCXSXV+HxeX+WeLG4x5eJLSKS9ol9tH3+uL/jRBN0tJLlF+CEWCPqsXiEHL69TlRk3MjPd8ha61jRAswLJ6WqBhlMuua/al24iUiNsuvycR9cuImGghaatwEaDdo5fZ5ZXFYwP3u/WzkZCx+oVAX8Fl3293v9rTnVhyigSkPa8mbniwgCUwXPF+S8YyPOf1xoVGgokwXzYeSodCVecWXS/+aXXEqLykrzZy/LEzxPxIR1vNhD+bPvuwxwhZSiUomqslMNFTm0Pbr/FoFeps5Ji2VAZJtD8j61o4pM+PscE78YKXvoJm3G8HwDc/vXGgqMCPqBR3ANzXF2CitbOsqtc4KWGNzZs9VxbT+uUFpwxqcnmNj6jDRrm1r5fyYQiQUZ1wWaW++csck/XE+uLt90fn1yZow3w8CL84ruFBPLbQppZk/S44Q+a/aCp9pVkzf6fJsvhtBL15DgjloWnWu71kK3rR5A33dv5u3XbgijwZzRgSvcBO3+Jfe10UEmSL8MVvgl7u67CvZQR8Q48McVBHPfyQ+K3jIsKB0mQkuDxYDYvLPPuZPUbZf+woCohrWOF0UszGYLpSxMe/Aq5SFURC7L8LDwkCgJjQqFJ/BfFMDuvD/rDzOv54PJ3z4b0ql9Dh44GaDLG13HfOJ0JkC+1dRXOSC8uH17X7Cj+zfrDYQBMQM3H0w9M0ndqTv/4x//FKCpf6wWhPCuXPhPcsIqxm9ERBTLf8vg8KBEnTjPy1LTkvVY2GasEAlnBeSzX5eqtH3+tMHYsPFqbG2ygN2lVUhI14jqLR9/rQWwpbKWo9qGOM7FXocNzXfvmNYDjbjaNOk6H1GVas9ga/LeTrJb6rzERNf64WoYTgzMttRUG0yyHNpG+thLH1JOYkGMnFH30e35fHhQkGIkEZwV5M57pHsP3xP+x1gjEhA378/9/H0Jv40606vyDwzyYTKdNtppmMi2feuJv5/ly//YbM75U/JqbtrR4v4lFfpJXOtWHiUSP8WjX13ggJmsBCsUd+QBX1zfnxOgOD3IiBjsvBM8lwZKX/ARQOxvTYchYMDcxjzyyGGHQWNREMnGIZfoqHS0/BPls//1jA+AiwZBWDID0Co4eDlaHS0Mr8e4wk+wNkB3YLaSP/WCkTiLnxqngIl4MKQgK5I4JwGPIBFIPB3N+AtgVl4f6oWPcR7ENAPNeF2iVjPqrk/SAnHAnCcoRBVbl9J8kQHTNy3v40aFDO+7nux07FFZ7J5GMeImswRFB4Epc+FII/67kTWERJIjkHnhE09HrCa4pfglCrNfnzviYAu6AAAGIkGb4C/AEwrxAYMCbc914TEBfwBezFFmD7499vy611mBAIiI17cfFCvbMJd5ZwQeYEBsEx7Hv4cFxSqYzlO3irLhP9S95T8AUsjEqvzwIBf8kETNlwPaS5ewsFcy8oiRcCFU/8I5ezec4+JhL5K96OQsD3NHl8YwhlFnHYjFpgIG1m/KBG2iuXynTvBXnjz5u/3iTgh2nODG1iXYTufJccZY/oMBU3mBj+4dvtSD8eMevZwzwbMFywek+ZNz269spcw8NeB54cPgjN4BFKcsv8Z/XsUC0VgXKNQLaZl5ykl4HGlMCDDwkAeSe6Z991xZ/ct9/gMf5P+JHS3zzGfdG/L9uGRM57/yaTa4nZI20+/R3yW3fSOCwpwZIB8oif8WPkaUK52UJ84y5qe9SifcEl5AJYVkZhYIbPeOb85gRmLR/mN40uE+SxxmWnl/wnylZj/uDnyeX3m/p6+J1TLE/OvfEovKq0V/OVfZfNZ/BJd79rllEywe+7y/PnChgprxEEg53R3Mv/DgJwwCiJEkKnvnk2uQOQSeS3NdCIbPhhM7CCJaEZaRd9L5UJgl8OF2hrxVn9sQ73OWLm0hn169BXeblnfKCEz7xe0CLu/z7RO13nL4k1PbFW31nlUpptNtirSS8SCiq82cX6MVZr49Fd7FqRNcSGBXsIAnFO8EOb5Uvr+84gddlmLLKP3275fFalnGFyWO+kJZC6J+O8lLzEesfwV0c+P7cpLkvcy+SllKCWNuf37/N6eFCo5R8NZuOP2rqs4NsoNp2Gn6a8tScy+WKzzkMJcuOyr7QcBKQui9xdSGpOrw2KBRXXVe9D/EC/Qn0cEg00yX5j4kpDEb+LE6/BHaa+1/Rf8e+CheUarnUI/Eqw8+X7+L+L9CdcSi/Gia3fGmj8q91G+mHLvVU000/4gQCS58X7xIgK8P6ppn3ceXduu6BLy4ONOtZbCXxg+fsEfGebRvRQTbvKEr/Zf5CFiQVc9Hj/uQuYl+NcTQIbSS7tc9CLvvC6yty7ovsExUhqL90vnxSI48OBUQq8mYuCCUkN/4dynX65Yk2slb+JLwJbqZ9c85Co775xokFflo/KSWqaGku8UJLxpo5f8IEiAUajHs1Fr7ymG1XzYouTCb8H5GK1cKM7/L89VwUPnIMNBlkQV9N/GGDBYiYUE6hLrm5U59FF5NT4L0GPmoUi1tFTjv4/4bJrejEkA4YxVpOuLERc2XC6qSEgB5TgmLuQ1yDxR7XlOEJLOM8oSDsEIp9riIqLTygo60CG5LvlrysE+S8batJZgJHPOzG4cauuwUIsaaKe+fIKPynuL/yFEy0/bzV+U65/sF27uWj+ZrlRT4nX0kzbWU+sXlKCS0+w84mUe0rnzrZZSd3rl/nPzj82k32vtpEEOCQvGiy5lwiOQh/KFAWEz4fObMK/J/0WsIhIMBMKclkvNZMwXumSJqdVSFfJ8bXrOEAII4FnUmFtoY/ErsZ3LL4Zj5GHIkozIewjUhoHUNWD9fwVKlyYQvR6oFgnBIaBEnH4/TquPGMFG3PV/npXgISTkzrBaUBShUFhTY+FR1ovUuC3jU51G/AwigpzZoxElzCvx/Eaz9rhIC4xBOIw+0j1y3WA5ReCnE7CVwraDGw7bPaGpVawkELBTPOA6sWtcNmqH6eUbSPfWYcCEwfh4y38eaGYzaZbBgmXyan9eSGyhleNW1vIjrD2af+doTFrvR/a4nRO1z6M/xPWuY+wSS4+58T6KKKu58/ygkufN/nRGF+FgutexYTJy4XEoAoojNG/Jf7AqB0DECEFAg4HKLjxtTUNVcjuO1++X0sBEAzA0AzG82BflGvF5JlFstjzJ+CstvJVZz5tT+MBCNnANB0ectvpuKwO68jywUZRFO5jbNoAbIR0Dm/+uERYefHfBVLC/K0/wwoLcWiHgRPdn6ULg3cQRfdM2ncPPonJ8byT0sPQIw5R4IQpLYlwhtX5fR4CI7m/P4+zEVNQ3Kn0ResGARwRkLfi1riwQSz4/VRYQBaLKFVke5xvyNPs+so0wYC3cLPgHXZjqvz/k9s2/1n4iZngN/nv4JDXXLxIaCsma/Eu4AvCAAAAX2QZoAL8ATBeYPcADC8q20ml/4YEBj2HgSig2ZYlsk0/3uPuwpxQWW4l84IAmCAEW/QINYwEDYIZSWejGXxoY6zQ+hpv3gpNlOa4Jx6RxuqrAIDwtHCDdVl8aKFPoEPDepcGqsoUHHTOcxGyw3MA69CQRXdnbL7Ou2I3eSJx7rnwhKPFA7+5xmY/euVVYeX0EApvuE7wIDFcBqPJe5f+O5ey+KDHKSCYy9kNW5a93/Zf8M+DzwSCcdlDOZ6kyrwlCojnnBGZ0ATVO9T3dyOgfKJpeFU0s+sLhASK+0JY386Jl7OCKGMs8l2FbLL8+spf5wRnfIPuL9MFEv/HcOeV6xxpUIrL418cLICHu+I18pinu8HPRyr8/l9Yjoj1y+U6xzTUJatvltFan8SCazfd7TnxOucQEAUG3GdHFaslJELgKjKuJCIj4WQpj4SU6IpfhLqwQ7uuIVqMSlRlrDYRwAhXZNN33/P4I/eVpfGrlfrG/DBc1FzZbi2bfBjyq5+CQlalT5ViZLl196rhFcvjfQ1XN+EIa7uv22wR1jSe8SIOxwh33jZLcKh7z799BATl8QftwVHcaav4yr2Uihvq7ayNRl4CEN93ZGAixv88Ur8vkdz2Ca7vF+32y/yz7u8gNrCJcJxwsu3d/wwFTZeQJ6lC+hmhmZqHT6h5hrcFD+JCAUqsSqqi+PNB6SC+QvePZQxyiQ2VZcwfw3xdfeuJtWPIJ1/r715OvrX8E/kF8baEviQRiK174npDVYXxtgh7uQvn9CfnXHrllXvCp110CKuXxKv6Pl/CUZky+cQUREC/4rLfePta7LJDgyziXrtR8t7n9liu6P7BdyhUbJEqRFuK9lBNcg9u9+1rgl4+RPd+1o/volXNcpqt6CwaEJLrCJ53+FbX1xKOCQiQ0t495r0HQsWS/gSxxPHxzgQ+55+ETc6yFylx338EPhvLZb+UFnNZSXLeWzRy18YCi7SOeQdyWBM+8KmBB2lNhqXilIs+z229Hi3vGIsExcPbypiCOP4/7+7CICd/35/wTP2cQO58Z8t1zowKDQRP/rvgETrM+uZrkDyWLezAQ4JMJ/ADZ8c8PiETvDIg2shGsrwXdU1Wk+9HnCR44Pj4dQQgdg4J/ZQTVxc9vkGg9uyDXu+O7uuJUJEu8t+X/nZTeAPUn2Jf8OMMQR9Blpf4wMwt8zOQceMf/5GJJJV+JXL51y38qJl+W5adc85N71plQIS7kPsa08ENLL4vQk135fE/hNXeQ6J1L41Fj9BkKBk3K7/7Np+ERAaJCn2LP9su9+FRQ2gMsSfTKjyDLcXEcwriD9O20xb+tCAgEQ9QZZlyT/d1F4DmOiR1FNM2/y+CGJlhhBYoUxL+uPRIg/l8nj/+v2JAd7DT/BUuvJ6VBwJ+OgkGAE/0sZ7JOmnUn6UTKKhxhLNeq9bYCMICKW9rmMv3IGjhoWCXzSyUISzGuEpAT9VpV7Wghgqrqo6XZ3PlJGI5awHaLJBLAq1cthINsm0gha1fWhxWGJCTKs+WsptMZl/1lCgEswIL8Xc2VFoWlTjZlEm4/14LECPLYehh761DhNcucI3n0+5NJvX4gj65s1y/cnjRqI+v9X5L588TvWEVcedcHV/Fgr54b3cJHl3h+BeBGGDdMAGn3oIW0R3DqPcxdv8JPx/DuTo/4GIPgoNnt3u9ZfwNAdBTAwoKdwq5S5nvU5cPl1TL1jBZzB+Jcb9xxr5qAC9uqYSdjH//L8fgkCI4IFgrf3Mc7wNW5aXwSjKDSDSRe8MKC0n14b+QkA50nLvWBdF4KvJbyXWAQ0Y86bP1vCkQPBZLhcvhLtMmb+mOxcsvzxYKigkOCjcBe99Pzqd35a5walBYXQRsHfRW5cs5oW8tc4IGLM++ewPba1hkuLuE1qfxcqWFblm5ryNzmdWGiBMED4BrVmXeg8o4vwQYGWBlglguuWB0zOW811MieTGWHrlLQZfCrMHvEVzQyt4ywca8JxPcz/g0uGCCYEi7mfl/HB7xBsDXHXgD1uWBOO6P+AK0gAAAZrQZogL8AQ1WYMcAGfVvliX/CIIARggKEPxpol/xQeCQIDEj/jEf4bG8AcDBzJJ4B9MjF1fiA38EpdswIZP1/EBDJ9JYkHA2IhI2Afp9O+fJPVI4OPJEaV37Pj7k9LCQeKVghFRwt7GvyzyWk+XOs5TsFVgwol19z5bu2/ZfYeGhjJCpO/ead7fjDm6PL5wxDGSGjcJe5VfelNTvJBWwweErYvzTB7JRfx9m3QIBPqsgIApP9DxG5wts178pARHtT45qkzBB9z5J+qKu2rZf5bveqOFMb7xbu+UG9+13ghuXNjWUrYIpqoq/wfCA8UrlDVuW8am5Yotl8u9ecSU+PefIHhf/FTFAitvqb/19B03ArmyhgYgKTea3teoBItcY9zIz3+MMJdfyiOWaN5iRkvlRGPdcxrZWwWld82effzhGcDO8wSvvL65cEsg9L3Z717LXE/SEHUZfH+IkXwB0ui/IvoLCbrfWOdsu5tNulRIvKcEnd45rGlhEl3+QqL50ci5Kq0WNBH1V/lJmx+X8uMMMBQK2nPh87ax4QwS3LgSLx28D5sm8irFhgWTemMDDgdp9jjkruscGB5QqQKMq+8xudEXpk3l8aGM6Jy/8MaO34JxaPXNn1+CHktKN+CjyZzUcgxXsasF4JCq/prll+W/DclpVbtn3/KvyuU+OWj6l/7Pj5dTjTabbrUg4FBObLMxjlTWIESAiI70vfY8qZox3yRLtLkPf3lovooKrvks5Pd/vRRHnjUxa5fRcuwl54PvWbZd71rkNCWpc9y+JCEbNgwzkgSgjDXzXlH+WeAIgNwISybs/Avdh+N+JOfMS7TT/kEljPnEfXv84JOYiYjFjFcd3zvV/wR12u6LFnxll0buTyeE7g+WCTwXEnzzYakbow8T5/aMRZdOzzAizX4I+cy/GoT6wRzykv2T014/mN2iTp5aJXJfn+LBGR32N6NF5fl+TwhF1Ji6mgvWWERSsa7kXOb/BJc0t9bbOqdVz+tl9aLspQbmAjy+veveigjvkm3u7330wwCIxMF/t+xgMCYuHg0BDIYY1Sx3++am3ylDHgEjRwS/1enx5NMAUWGCJXs8Ox/tHzH2py1cWNDovJejfl/uEogMXt81CYuTi39eNgr44yZkzyX/iX0cbGSSz/gnzcv/LggzEX+Hn4JTwG/BO/QUYtH2194S4JpMJfJn7fhkQCMuqxePICIRmBr5eyCqqtdaxAnBRNhMlxBXIu29HcUVzXfhiFUltYI+5QlFrZ1RO8LiQYc9tbgkex23HO+X4uUQEBISVjfGYIZsWoDpDoIjvMJQlhqutEMo+JXLXvrlL+VFxDo4JO0+f0UF2k/d5fOuYrtYvjCEPZlqd/FAqIPKgGmKTDShGUFNHrNhzPtcRFjZQZoKM0cjqoBx17y42nPh7XzHPZP9alYUKDz6WCNdJ+If3UvqWJsoo3iivdolPaD7TjElVZxoTFB+FKS/8fEiD+wY8XRwgPrx/rLCigqWuvZfRwoWYokIEuc42MEIzc6okebeGDgnvujmoteBw5fCXjWUE+SyYsZeS8tZx0oK6qubnEd689GNbCGCWkCA6kg43bEUQfkeW1nmNYsdQz5Xl0fLKBU5761iQhYjsx5k56+sKBAKmC3NkRtLXXNvy/4dYZgj57Hui9NCXKWz5ykX9Im/wyaW+58mp2+RL2l9cvO1y18Sr9PXKCXLmrl/i+cMb2gRfkXr+X9ol8DMCsFBuMvx1K9kYWpVngkHgjEPiV8vj4WGxeFD8uy2SnPdqVNfHy+CVCAiNGkFgrjZGuWZad8+ODss/3BriwUhYJEd7yjwQGNjcp66npP0gTjBqBRwQlJbH/ugpgtWI4IuQuUVOLxTBMTCPQD4GJOWbkGugRjwVl2mngjmjEyGfa7tzMmu5gRzX+1z2CPlz2/OPBPLeXHnp6y/LKPFnFiyPhsynPQpMeQNaNzOrINhgF+BNff4+AgFh9zcf/LjHf8UmdO7X+JS3obl7EgipX3svg5CAVEhcIBcIECidq/9YWH4jhjLMlhH1GrctSiQR4i7pBmp6NWjCqnPoUuKSeuXDXsocHgYNipZ09+jkGVQkGiwBQUgz4r8+sJvz/J7aQfAjh56hUVrQQObU+HyrNT/pqsRuDrwHrcs7lO0LWiT9IL/xEMvbJNkVmQoTnFGILuCu0mhAYgCsoAAAXfQZpAL8AQ0vQYDgJNMMjUko/pn9eEobIHct/X8blv2rygWA5hV31/EppqvKGBcRzzdsyv32hGWB63Lf8p+AMvXebeBCL/5ggL8Ee8NfapQmDhQQkwCkn7xZE+5xL/4qCYSH7+dO577UX+nlKV3lpWtAu7u5RcoK33rCxBRJUEQerFhA5wSF4BCbsl+OZPWvLyjeKq778H3mJwCR+vauOY5CIvoKlNufvltdfB100/W/ZwXaJ5f31z3l/Puy3fl/nuhRSv+7L0CTnh75AV5JcuO2EEeeBX7msL0cQKhC68U3Fpf4Hqa2xrynRXg8L/4iLLww0D/v8v5iSYVNwI6mV1AEj/69+GDK0c7/+VCey/E3697aN75fRQUHlq+73YVy2svsFvc5p38QvbMdWPMUEnLhYRzL/LYMQsCgRwBWjGTO/Hj7Ry1ba8HRTCMtCF7xHDonjHtHgX4AoWgxLW/Pb7cOx8v+L8HPTEnvXqr/ICS7/eiojmtu/nWOdSIvny+3l+JlxAhSozrIMGiEK7fiAgCW4rG8tf++wrhY8RDGr/9397xJDBosub32wxrxEEcAp7zI3/ZS+LBOPPP5rv+f3Nrf18Sr+4c5qe5NFvwY+L80lX9Nfa61984I92bSZeJ+VepLyhuqkv7+bTbXLfo6uZf7EKIQhjfGOE9x7T3e8QVnJ5Lr8m8+JZWzq+sx0gSFHQm3/itMsvLmXx9n8EN7uZ47CAJBEmeYy/WFRX+FhNnfdKKfdf/BDzWzf51fX3r9E75/lp5fBQvhHx+sSwQlffFl/rlXsv/P/K7v19r7xYlEy8olXp8pOX8ZXBJXaTqX9y6BCVamNZZflqf6jETMfE5fEWe53afXKyjBZd+i+5b712GmI3e85fe7CAZINr/sPxU/CsuvyjjmVtMhD+X/C5tcuoRR8x1rX6vl++ZmBb1aGFZfKsy/KlQ2GNbImev499m1yjEG4ZaX8uMd/VfBNmgiLua8sv3PqCQyUsDF++gUSYl1NTw9Qsfd+rS4tp/wu9cuGCTfWUsQuv5dSrYvRn14WGkE8mS+m4mKmh2GIoL9lBR4Yy28kUlHNcsoJtq90rPzG4b9L885BBxi4eYQytSEvkEHrfdeojd3qu//lRO2oRxa5jfU5ZiWlXPeue9curGX7+UE53e+7TfdYSS8yr5QqRV1BYrG7n59pV84KiGQp/IC8yzXkIcsKvZFJKebhuOZz0YaRLlm2sqWKV42FsoS8FNL49EKvcPU6fLtLWxQRKCs8P8rcKkv6CtNZjWE0cwTITfg7ER4uZf6GRmCpXfvHEDAsMR0f7wV8OJP9bRrbfy/4NGGDgrzX3Vct/HgdKsZfC2mJZV8a0OsEsmGIq6irTZ/1mEYUhEVPoT+n5v/ksxPntJs+dPGiggTqlDLNfSNSsSEJQvDGWFNLfJevl1vrII3FMZkWdfL/hcoVfiWhu+trRYtfjtpVd2sl2vOhETrxoI773PlVMPiVY13/Pv4VRYeufBdjsp18pwgWDpnv8SLJdwyu1sBoZer0UFBPDP44jFmMycPMawiLAmBkWalU4dj34zrGDwJIgEpcH9q5aM9hL8TCMo9Ahn1XuZfllFiQTiAUE4CTvRtgH2ByFl7CTGuwSITxlbjv9n/2OwWrEvcEfplmlbR+vDgkXU2AYpyzrJRT4VCu52rseJ+JBMXdG0bOLXPlmI11mE3rFCx8GF77noQ+j5GPHvfL8SFgiFQgOHBsxRkC+1gLPfn3p6lnuL+X7CS9lJYDfU+AjM6CV0WZ6gzwRYGDlkPa/FrBIEcEpkLuAf/DLLALn6U34ResG9QS3+UldmehE1sXglvpnpz1iy+CcwJAnHYjgUH8AqxWUUiAzumtXKV8n1iAl+xYE7/+wfwYrBWPxBgJffRB+bwxXiFJk6Wgi7kZMZYsVSsNj8EprlF7JBa3DLlOGxd1xa4nBKV3K21W92BucsRZrOfEcqFWQtGeq0jfCL6/jS+LhgJe8IWkr1jqGUAVlAAAGDkGaYC/AEMrxwQy/5QxDGT79gUvBaCrLRHPe5pxLpXMn9eUNQYCyxKSwyMsD03LfJ+vm5Y90AdU5Y/wIS+EhZQEhFJ35JHchrHUFHsvrLkCsGK8RbVzgSlue7Qlh97u+M/ej/IVHc+xHd3vrRb9nBEVN9x3Dwi3z8Owsvd6/GveXxQYy5Qn46X+E7jSv3hnlPnEQ7lgfF/7QrxAgpqkz9iThNgcB+5c9c9ghpPsfKCO+6R1y6/126/Hl8jNvfou8TCcealv/9GvhOkuahqcvl8QJi7Wue4PC/+kLPwm6j/r/eSdhkkaQAX3KTH3SzHwUcf0tHifnRXNqEzTvnJJ+XWiz65WguVFmA+WTJh5vo/KXNMwE5fXiWKBISHB4JI8cP+wsiyjL/jBQeFAoGWfN47l3NeE1ro7N5ZA6XWh8GuTCcNQqv1utL4tb/rHNV6InVVLf6Kx+rCXyeNCUOY7EPK/WE3ne8QIYSECL3l/L/Ee7nzrpMccpBYTfPMOsrnJJfsEnd3NOUG0rx/2qtBihAppb8IGgF4sSUIL3uCMXgBCu1333McF8omxjXsF/gi4+XDurUFV5N7T5ssF4IdaRU6lCfmyldcWG9Xxvz6nGuVEg9Cd46KGGEBuanF4kQbu9bWymRXeXz5/BLctONtX3PZ98hWCfJF+92HK96Qiyt39d9MYCIVVl94Tm1vzMEYnGCynvDFTp8SeufW/86xeUqJFBavCvxdfeygkPWS/nxII91nF6OCjJI5/cg96+wRkprjklix6ubcE+c8D7HTTj3rcJH5L5pqQ0YC3w8eXVnjRiseQ4IyyW+dRvkKf5dbqidvJiVcdMEcZle7vwSlxnLOFt2HlBJMCn/hPceIDUa9PiZfDGBDdcvjTR/hkVOqp5rcP8t12Rr28eedF7L/3OCONNH8Mv/Ey76wUVNQtypJ8XtjeW+q1L5clBpjP1//+CYtZcDLiTvfhBPmgimwt8t5z4KyVaaOPce3iru06eXpnlWT7b+uw3j3uvC+X9coxFwxBCeu7BQSLhssycXweUoJxPDcFp5BF4PlBJKjnC3DL/LYWgtznaWGJ6kifd3oqNlrnkfGmhU0cxgS+NNGqaPL2YEJcmLHrb6HjF96LXLrll+dFYVs9hu+6q73MkX9qVZ8qIx1FHKlPjH/+g4WqNY50y76fZxALhU1+YfPb64iUFkt4+1HZSv074fPrY7X7eNKJh+GI/8eiQi4pL3LmJeJ9f+sTFKCpYrglkz5e0wl8ECsUUSJBJPaME3jn5s2dxxRw3XMqT7X/Xbgkz/fX4JSealGzKSzGsgrBLk0pJpLGJTN15fFBPqUlTqe+soqcmHPw816d+VApmCsBclLbyI6qAY6luHJQ2ftYpWCsoIdygM8e40yq4qgotfn14TXnKi1S/13DJ9T6ff1VrzD4la9+l/VxXKI+hII9MJ7dUNu7mZMv++LMuQCclLynDAsbVdd4NYhEpU7FTR1Q6cbSf12NOHfFVieBb6TiM2KYsbf/ILC0S59JcnQx3/l+eeceg4Q2GyDqH12w3l/rFDSkF2Ao/JcG9r1kQYJBYX9lkkIdq98vikEIswkwMBG4Ee9+dAQljRzcfVB4731zoIgo9UDEjlhUuW1OXWudQSCcxF4tfgl5qZT5iPWuLPCl5C8a3MW9m79eUSPtTwz0yDFE1voo0bYPbzmx/1mzky3zn2W8l/eGRQ2MEaSWSxvOPagCbe8SsdeAvX/A7RZmepGmjUfl86CUMd2amds4RjLN9YvdDyLNYaF5By5AbL4JhocCIbGGOC7UA/dQHA6vqR4KhtMEpyt+FVNCi1LObwRFjQpZ3u+XGSCLyEokYtefPpN5sVwA89Qftuy8SJBRCR6YiXTzFh1j1RyzRk48LTlipfsMvxo+ULYgj5xnKbAdcpaXwuMCxK2cA1+jPe8as6m8kDCyhANcBEWPL2fWE35/k/bJGfDNGcVHJKU6RZ9eR/y+ENgkhxgkMPFiDkty3w8v3gSjgRh4JIMFMiEDVx75fiYkZhYFvcEt5v6RRzyjtTkXrOVRHIN8muE2gN9CDQBWMAAAFi0GagC/AEMl9fBRMCDgkG3KrEAoBATgCmMMTF9hs/f4x5fhI/CkeO04MBwEhk8Jc/FBh+S720Fh/KPjxHn8DZlrI9e2LgrdUC5XTvFqmpYVlOAQl7CAIC8AhWwkP2AJCKSvyQtyW/fn6b8En+foIAlKA1mT5mAf5/7Ml5dE+NOLPuUeu+qGlQUFTjxxf2j5713YJcNZSfAaZf4/O+EMv+F+XhXoc2D5fNvin8hSUrv2U13d+iqxrT/lVtd2ve2JK5AC9u7vpCtZIVDBBTCESXx8sa0+Dwv/iJjgu8t+X0cmOwQkw0vE4Fsb1lBeJ5L3eL8nb/KCE0t7mviQRXLe/iS/ODA7wzxWcZvzH+OfrveSPfz71sEl9/ClzjASDLpFz5pQ/wRkEuNdMpfipo4IDlTKXwnsgYMGFcS/48IZYjg1pwcrr9enBOPN13fv8gu5c3eteEBZ9+XUvritX3ppq5rl/JD5b3d93ucP7cmluX/HUIQjsvhKYh+FeayHJaDHbjyWe0+vaVIPM8vt3pgju+/4KCnz7uwrJZSCCWNY94SEMIAw9wzEoHiv74dj8day/4b/6G+/BH5sc9Vb1BJ5bigxS8SCeYO6xz36uyxz31pgh8tsfKtUqjtWaakfJ9pft5PfyX/OYcYOIJ8pDT3d93/F3KQ771nEZd3124JZCV3ODynO58/39lKQD3HQBKyBANCBnOdZfKmanwjBJVfvnZ634Wr2v17Xhcq9r4RBH1X2vkX2vmVvaBRqTNVuV2X/F+CnF1i6D9feVrOrZzX3v40E9I13zX7qJVjpwSSX0qqv196wzKU/Lx7zeS5fCH5lh+dCL3u/7+fqZEY+U5dfqTevyd38rzx/L6PTwmijl75g0IJi6lTbv8v8oI8q5eFy7wxjNcLX8QCgqs5sJizKs8sEcYfGe3qHS6k24JOyjvGcn06+s/y+IE/wTZq96YJyKW/Do1DTmY9FBJVn+8JSFu/jZiDnv1ooWkrrXEjYI9qHDEu12YaILGApeb5fEfKU3JyD15omEr5xXde6JlrlIIBJvfMepyLdMiP+ERiEuNxWT1bq/XvbWOdWyO/5UVKrr1YeUEM0v8+/te1kynKvvbNXtghNy4dPUEJXe/VpHrOWbXf/iRBjbhv3GiBe67PkxrrKIHCSQ3lqX4uFJM/NmTPNAxNxLYViUMUFSycEmEfXsy/OoiU4I4j3F7//Xzvu9Zy4I735jXhE578W0/l8oxiGLlBTzYbAj4Gn/kxfxrYiw7njKS7MN5orS759b6xojBKaWujBm8a1TnF/7WxGCWZCrqCrTqllFeNdR+Wt6BIdpqkx4RYIyDXnZ996o5xMXy631o2j18SCLOSNm5dEoR189bm8JuvZ0VjfYLguHCPc1HPm1Js23qEhIcNUl9x7dmt1kKEz6yHwQlPk1mEMndcXKMJmvdn3fgLk6kKxcMjgQZjhczA1njbqD4qDqXSkkv68MJiwJ9wG35/8T5YZgM+CNYRG+XySMWYIGCYwovLw4vlwdRIJjz1l/CzEGstVzXw5CYl7XaLaXaa5eQ4I9kvDWnfhOEBWai7MPQ1LQQqnY8i3Tl/HIILEVgkMyyCdX/8AnHeP5b+/v70E453rfvVz00R9YcF4aFGHgv8TEtyViq/l8IHwQloIke8AoMizPMxcpivFaZY01Jvh1UvuJCPPj7hGqdg1sp2uHmXht1PXQSKGJ8LSgwdVyxcmxc7FS/Zc2mM/WJKeC/zfGKcs3Irdl/l8Eo4LLxFoN6E7LeBOttseB/BgXw7/JAnXE+m/94REjjl4GJOWFfLS/PhaDaLIu/CPrXOFRIYLgkqFPoZRc088uPS10v5fxgszcEkOJ9xKA7/DL4IzYYEBYQI4RindQv4XIb0VdfwBWMAAABd5BmqAvwBDJf/BFBQCDgBtsfZFB0AkeSafB/y2T79AQEEMQTgBtttJg7FP8frnzr7LU4KOyACraOJ+f+T22wUoKvxBQosUaZfh2eiXxYQCtb7zx1DF/hSD43OxevFRcdL8ghKMu80CV9RZFNfAg+YXwAh63q3Jf45jqBaKwMFTGQfgDqFLLjAXPoP72mfrl9fYSK77v1vgj3u6/BQWX93ft+QIeEcHxf/iA5xyZaA1/grxUnQgFojjlc0PcdFBcJxyX93+/BCS729P79F13hEp4YeQFBr3fIB/RTZAJdF9Dq8ERjD4DesXqDqy7+fL4tG1YK4OSXLCsj68D1N/VWIPC/+SL8dlHpq8yeBLfFfwHifX63pHc1mejRfKsc+VF75V7fUp/z9y/7Pl8p5aClX3mEBgmsoygRDsbZGS578svgQQoYKeCXuHgNZS2rLp5djL4SDHJKC6kE9bs8Pp5v3NeUoKItBXo1UTrUam5bZjwc+QI3nzpBmPTv8T8mpx/VyvPX82m3uCTuWkc13D6338SS3vytWF4wjEAtM88He6tvUs3mpXv539myw/osGvcEJt3cVwgZomWX/CvR3L8EgnJaXfl6moDLdcKfLr2qnmXuhJ1r9e/RI3uGz3SlVtk2OTbfHFDW6458mp1ty/sYUZoV70X2wRld7se39i7vvfL7ZGQSXruU26fspsPoMGIFvmiOcYt6b+MDROeK+XDJ/H31Xysq78ITVXuuJWOa+cEnLdvlDJUt3PpE3Rf+Ec/rbcm/1DJLr7pF3wU+judgv0vYs1KfjQSvOQzLfU5r711Kes+t/+1y+VcviehQ3a5Zps2XkLXXyrl8u3FBLJx9ooPpiuWN3+iq/taWMwRTC+7DViyuX3evV68sEV33PFiAQ5M454uCIYps8+tCSTZM9CxeuaJOWOU5d/4lYtPEswI7Uk8cy/DEVYs4Ji3qCY0Zf8yvF7FngjlYPICf/LPzwT5P2CjxlD38N3G9pYuQF2NtP1VhqI34REBDuid+6PWRBogLswHHMdJeHizAoIuGo5v/faLDHtYq00TMeSbwhZdBoSFr38kxVhvO3/7/OVR56+mMvX2+6xzL/y6ueWHN7r5NSbb8/p+4LtNvd+Sqvl+fdF36PWK6+LOWD+2bfhrHyF19shJ5+KX1iNPziNbEEKjfFeLIH4Y//NRZgajDeqDsRePsRLabZ0/l8gs8lcvmRPwUk9bCjHMfGCXYCNfxBQW0to2Lsa9sEXdJjXL7ylZg1hjLDXmG8dRPrWmk23WzShWyxpZbZAyZJ1OpTFwtJpp/2YE3dklwYzQ6TPMYEoiFMrpZqGLT69t6ZRQIbiVQUxm7L8xRES4fEn/nxLacmOkZ85aTSb8v/YRgjNLZL/ZP1rD5zvXNghH1r2uTUra5ff5DFp9Uu+n/uI8npVrqRZfOGy4bg8Ke6r89Tb/BUEQ/1aZQz+rD6CE1xeFH90iOiMCTRrCTZktbWCgU6Tb8c8my0CqvBWgVcZ3UO+8a8l1SjXLhW1lV1UW//iQVXSd934SONTcVzjRQLL4dghIcQcHXAdaj7M3ErCtwgmcNQpP/RMFaxJ8hjMbcvk2cwwgfJUNIZn4S/r5MA6tqtaFLeQt/CiBWW9rDLdPRNImNk/2KkJPpL18uuJrxIkeUo9SntG7rs+q/1zhkwKBGNeYLwJF63wQt7GsfCyHcmgH8oWoYuBuxi8tz1n+xPfx/4QUly9/sTRPpJLllQRf5aWFBeFwglXADR9DHx6/z4u8xdWzm35/CJAju+Mprqb8HgIGlIec5uQED3+sl/BmhTDZQTbf6fn04vWskMoX5bw8/AsinkK0UdBGR3SqdzWYW8EIQPCpZbMVswK3FMWDUaZs3/wgoLy+GyCi+I4BTtM2fyRnv2JGcQj2WngYkcsK3LRmV95IJDhHz3Qi3Cbv8cS7u9Xcvy45hlgo3R0o60OJMeLOCjgGMvfZTFtPj5ZfC7USgoIDVIM/Pxy2Ntf9fwBWMAAABPlBmsAvwDp2pgpwAh1ZtJ30v+glwIpf8LQ5BQO4bhgoFm2TiPlX6CAJYGApPg3GpqFbLJBbYuwOWylmD/3N64JcNe/rd3FblKCEsl50RXtoII3b+OF4JvQcmtRZKa6VDC3hsI5Tuuy4EB+ocLwAnVzyIftL/CR+S/SFDGhALRFIN5owDvVNbDIJcHmYIjmowvt4kl1qUpWL61sTve7vL/vKCOf9xWFBWhDC9R+D4v/zb4jBFDsEICzg8aIIL480/BCTkl/PcEXd2+dWNfkvd5f/v7R3b7SRu/DWAdJrno6/DPH8vi+QQJ/l4Jf4wdl/8k0JXub96W8yYTmn1/vf6vr5fLVyi//KisEX77YjWhGEhnLSFkke8RigS7lGX3Dj38fFAllSfik8vJVSva9+N4twgFbH+Ky+u+DZbIUo2G2Hm5qU6/BQYItLmz4lsFxctL6g5XSQSCc0cmP/XVXIiP86K+v/Z/vL8//mRBD79iPXWNV+imKMzn/ev96kCHhPBtpIT3yrFWp6pm3/3+G8a91ymS767VOuT7ICIVMB6wfQKClxE+ldj5/lRGPl+wRlffvsJZJFlngn+6eWxCJDEvxHVgozfF1kzuokEJV3Y8Jd1aFrh4IKxXyouFZYJOKg2foKcXN5ZVy/3+C2lemP4a+6nBHevvZwRUtyp1EomVVE9Ornk9HGLl0pL3vL9tWNffy/Zyr6Or6k1lsEfiyq+1hYKoEQw1P2uVTSWanwqcEh8Ya76wciVV9d/qCjjkQgM0KspCm1yYcLuJnPnj6/L53kQqG5rPjzngokvH8FGmCcmjLeOxvlrlkXvP+9cuWGYVHT97MWC7WlEYNZ7piVg+Vf/ghjn/wfrny/4Rkm8Cjy3hLgow7iOS/xyk7hQajvpfRr/P1S91rl5H9osf8F3Tc+d/tXrEVSH6xa6lpcRKiY9cRhkj7qU1Nv77oxVGvfjUHKUxFLvk3KlrPNBHD720kUk4BTuQTgBl+tpj79Yh5hUCXtv9X+OL4x5fvl1zHpAu5snvVvYgE5SSyil5b8K2IiQQky21rfswKiAzeSzU8lkLcRCZU5zZOnzBPncDX9Vo/EBw+qr9M+115WGycl38S78v+PllKG8tw/DIxCapK4Ygins9/fEhwl7r6RN/aseUSCSteSpVq58Wr71NF3efNy5eU84cKUBkx9f0y77RH+wSGwdWBvLOOYpyP82pdaYkqP8+cEfLfMa5xpjGWYlrcYvJgrWUuf2Eunf/WRhKLgVfQzB+RH5FYd0+x2JcU9ct78n8Fp+fHqyfWQ6vJf5xHPmrXlKGDSXpQgcWqSi+s/hHpP5YzwT1v1qE3USZbOes3ep6RwN7iXzX4rOufQ/MfStRfq/IQO10XWCE7l8IHDgkebCYzmHyHwUDy3KoM3y+CAXFmQQQb8kRgjVOHcvX/YsKCRlovv+ehcfHdOG+bxJxRHR77145gjNaAlsm/O994ZEHglKkDN63TuDwGrCQ+JJ1sYoL1+GYA8kqU8yaFM9Tow7l//CIkSSXOmBiRyy33iRF3336OET8+HvzW116aNlrMJxZQ/nkKxo03lACVqFw/07FNLSfW3FCBAiGYZv8sHuocy//9iMbxBMby9ZHsgXZXN/rHPJB6wHWilvsoQ64MuOIeALGgzx5n628QZbOmGCjlhepYeuUs+kYLvigLtdMIOCd/H8ATXAAAFO0Ga4C/AOmvFhDJ+vigQCghry4EReQUCwEXAExhqyKPNSYv6tk9vYMDfBDAxTlmxtoWr8fL62nsq3fiWSa0viEKI5B/5cl8wQx+U0BO9xeC7VYf3hPlKpb9YAyv8BA8OF4ABq+D6ZIV74VAH4R7nG+vinHCOBHdKpAPmHTgHRxoMX4esqwsLnezvY+Me/qMXxpKTNz56OrnspKW+sIbJffxQaMUDZr76YDW4Kx/EAk8a88Hxf/m3iNq/2hLmv9/dba/y/K3erFd71KYma6ejVL4ntYIRGKgzZv+U+GXsHZf/NF+CLMo4f9/6QWzIiQ2l9fKjkv61/vlTBRvKR3LRzXcEIb6bv+Tavly/ekKiyPd8Mwyz5xAJSPd33b4gEUxc9etYwdYJah7Lfad636HCCYjmG3T1pfmRhfV+FUHuLCU1Dg6e3YbB0NF94fhpnHpyJTpb7UWJGGo9Ev82A69Hj/Lfghkv450lu55FrWEChkIBIQ+rzASl+yu/zFJrdbgt3d73c+wRdvYXiShGINDcMJ5nl+8fE4NvOPqmbaf/BJ4v8kwsXV1+mvZP0vyERO6QwhnPnWKO2Q/HGuor3ZN31Ea7lRYtcurHUYXd30VDtzHO73d91FGCAIiBpfXPceIBIThb7sv/L1SEoTh4egjLqrleCWpsfW/vwQ10cX5eOdECrFwSdygfW9XQjuon5aV8I1y+M+Dc+T2/7BZ8v7BKXdPc1uyft/kr80my/RdE/ovTwW93ybc/X9eCG8gEdhzF8vzxApSZ8mc8Plqonkc30sbqfkONGdf17E7wmJFQSFfLcc+VCOy/E9SAjPhe0Og2Xxfy/y4zGH3rc2CbTBEXSWBFL/y4IPJfDsRdbDLIx4lS04Vmn4I9LVvwQzG94fqCO+/aW8P+MgdLY+0cMQQn6jtDMX67zENA2Uu9fWGShjw9JjwC9Hlw7w3pv4MIKb37vDjL/0vnHAkKu/Vy9YIZyRyWVZq70SKqP+VFYedXGpPQtWemGt3r7Qx/3hI9oSnXGaeogwJBmYear5ESWuQQfL4iJgp4Jyvm49ETZx/WXy3JEYKnqMYLvH5VyD7x5zwhDGTDAf1dWpb/Xc+/Yk/MdYti3/m+b2gSxt9zM2DmnOn0CUkhueohFmRxeokaVceNYgmutYaEWHylz3aW9nd5NT/hdhzz6w9LJt4xTq9VEoTfJ68dE/v4kNSkS3uWj7/q0Zj5dVWisJP3/k+Uu9eWE8TgQG9xqa+X5aJFvyRZOfebK+N8YdZUX5bCIgWIBRygcShQoEvH0DfL7qK/kwVl9xonwRTV6Zky+XkMKMLIH2WXhuaRgPmJEpXhMSCIqRiP3ovkZbQ00eX6TllVj0XL9/eX/lOwn3dLGvXjSKOJmwL6jRbgKd5vNzx2I9iM/ofHJMccPhDCGx7dAQ1Hz6h72vgRX8kXj/IOxS61T+XwwJiewR9TXX4KxKNl5MVmamqXZoi5u7GY3e6d6Uhrx31XExc2VykOLEOXLaScxL3jU5I57VPthK8dVjwAd2fjV1Uff0HBe8JQ0QKDApj6/jErwfkQfkeYkB1bVzWKghCIvg8xLLDFOWlzCLztWPKFjFuXXIPt65x6BHku9Kpfzs8JiA5g6iOtseM/6ywxeGoUqAXyY0vjxAW/rDonEEAMdWWb+YkJgnqZ+sKiMEOXTnmRVOdvILswjvgye4OIVwB7DLHo5Vi4twpXikvKOfYa/zD9f+g1Aalahg6c9HFtkAKmvxPw5LeyJTMZ/ux8ICBHQkzF7UqcuQTv4/gCa4AAAATJQZsAL8A6S+KMGuAFGW9T7Uv+EQgCMIGFY0SxkqWrwcMWQt9LMPhAudpf8GPKJwr+dAQqRtf4BDXxG8ZCQvzMKwGHjnv4UPZz6fx8ZnXJfzlIXqf1Nd33iZxAagnvjd9fTDjdf4oOGhmAo6+jwDyI5f8fyly29QEB+YSYo14Pc1X+f6+gsbUO9eFfDB/7j4KOfQz+eCEXSlHmDWXfpgilf3riCCOHF278WwR1Nm4B8X/0svmq5RAjz5qvnIKEtr3f7KS5iTiRO+ogFh3vvd72HvqIHEyXlLz298n6n+eCEww1+7XmUHeoJz88zker/QIcoED18ezuOJrerwTQS73d+P9r/xDy+yz+r/a491lG67ITWISoQ/iSCJRiA72enIFKeYq7W+qIowFpYCVQrn4/3u2qHDqEG6DBfQFsTjvD3+PlpeCkIhWCghqGphtPk/PFl/wjyixEkB6muQceQ8uP+lrT+E73u/4RPzH8mk3XXiy3Rvu6fcgJJbfFpC/cNjNX79HJ5PrdhDwQlD+7b7+ymx5o/s19/euvwoI1jhBVvUXBCSMe8F6/oS0F/gjLu7FeHNVxyba/XriO1PVKX/7dcvkondKjlWUX/9DOitkPXw3FScYeiWO5T55bxjnXtV3XKr0r40ERU2O7wV55uUkRD3KbdV31Ki4aq5S+NFpe4agu5B43nx/uyifBFRn1eNE+y3kLVSdYIepo5fKisOy/Kva7/pFna8pURm/GoEQha8t+WawUcX9IscyfVc5caCPx1r2l7CcxExH401usEQkMF2D4bursjjp90/k9+T7WGKy6BHu/L3goXe+SmX/lFSX73hCJ+WWEOBOj9fYsmqlAw4vyetSl7eZrVX1XVlLLGWHHyJwh89/jBZRoFXsQzXHlSj/SEomXVL2T7X8EP3DeG8t9VKlKEv1ylPlzr1VQqr/KjOey1qixXprDoz4RU6emCsXrBqQSePZs9Gjb1k3pxHqFB1zDOcXp+7Lksqb7L325e474FNZBMAOetzTp+uWQOCgQt4Ne+p708d7+RfaL433mx/3l9UufL8QSYXazFeCogF3hhm3kI4xvrYJfvwSUbR57PcMFxxkq03UGmhZ9Tj+X/BDFveXhvhFYClrTAhfnx+EH5rwTic2Klp9a3wyRG+59M2/feU7hu1q/8mprLJfe+pS3zBavSVwvKIfWsznEcpo5KWyX9sEnmxynni0CS84+UklFZFBWspde8xAV6mzCd1kfkWkTZJ77/jp/ZZbfriG/ly/P8vs65a88EmjgR3oD9DtYWlMESQm6hqZM6VJflJeD8l2TE8u9Wzi9Ymp/l8UdR0RHjMMxbD5sjmJ3rCRwiJRZ7eVzn5eG8v8vo41eGpqKG7tqGvy3UGv95JEGRIQa/eWKIg7EVDGev+C7PJwAIV2nMm04cviCDCBGSKGVNTxMkJkpfvCAjLy4CJm/pLbvfZ2CcS5aXaeePfgoEWgL1wGYDRkIZbF/EayMxo4npYJCy+IgO3UoBkBTmd48QnR8vgic8REE5yRyVYt4Z4GpuW1HpbN/y+XEKrwGNOe/6WDJY5YiAJNfu7nmRp0v4/yEtqFzGvye3hIPhN+Tag1fqesReUWyBymctlCZEBxKOW2wUQBNUAAABAtBmyAvwDpL4jL/xBBBwTL+XSma8TPX8+lM15MCGviEEX1jo0QOGFHgdRLEySQb96T/cBzumj5OIBJgl9fHw3ixLlKqa7B4+AQC/+aYodyxiNPVOy2pmu/8EJcf5aaHovy/KrG/lL3fplkO7qiBAQI3d7vWfwfL5PZj18Opl/2U+XPsE85I5L4cZZz5VKs6kJzw6yeeOte1qViikAj8vIBP3rMQhNZZYTHc0VWLQPFvgoFoFlgXH5VVkYJOmfIvl6rqu5Fg+L/FFmk/e3WmyeyUX/5A0bd4vpE37EHEL5Cw+z8vhOGsID5p7PvL/jeUqMhIwekHOpxb2z3+sEok9c+n3JpN5a5d0G7z37+bWqXiV72z3Pk1rrshFfebkFPNtl+31RWHwXTjJQbd3+r33fSCCJ2qPVerzi4ptr9eCTmz+DTuXzlX7Z99CKM4T2mwSzS9zD+7738tKrkLTpP01Yal8w0l5AJ0c4L9K7kAjC1h12v++Z0Icn3Q1oK9vy+pQQ6J8VXEhi545c+PctHpfJhjWT2cZXkMUkzf01jlcuuv5dL+lX8hUJ7L/Jucy/tG3tBc3HiJyZXyUKj064RsXbGJVnzZ2lF0CMujHWUTrSufC014I+G8t9Rf79Ze8E+mL8MredWvy176onpVLaiDe2Cjq1mz816a9W0CWuQX5b8fKaUOlJdqFRIQEq/lgolv1rF9KwvvDJb1Xy9L3MCjoy3lvF+CIqZacRd+CIRe7KpEU6jrBQW98+PF8qv1Sv9yL6PXPZt/r+KFIxj3mytfaK2/PDmwo8Tet4yXX94KeiCcJXn178R8VDZkcMWVQu5aN/yMu9/XiCAoyXkv99Akkz5fgsgnyzxlU+qvkhiEl97ghIYtPp0cpDlrklBDyTvr688EfU1It69La0NrX2ta+wXXOS923/RmPRZNvL/l3rr3yzozPTEbyjLtPHusm/lU6a0c5BcY8o97LnBjOXz6JxOpwb5c9YK1lfrTEQUZZlIj8itxJY/UTpcLx81+a/lpyl1ov6l5MrvL9tUaC/AvmyOC9x5IgGFQfFhuJZCbTv8qU9fksaAI4/+/+eHFLJchgmcYXhx6XxDxTEnCIybMeaP0iZ1hI7gnPu+0075wQ5r+1p+vUFEpjs8OtygCZvRSxxN3NjXml3rsWlB2ImI9YLcsNYAF6eq5MaL8+sAj3WNv/L4qJ4yYZnIjrX4ujjFOWNbF21cRte35CgkliAuXVx3y+7IYhPiMasixEhwJExdAYT3ycS1qpZfW+cim1r+tfL/EO7OoHE00fbwY6IGhOAImIhTsV+fWCfdj/XLhkYdrNT0p6s0xn+/UK8mcfajrJKbTb/W6MFeewcPImH5jc9Q6W1UenWX/2zQBNUAAAAPBQZtAL8A6Rf/mDgIMNw35oLX+HHGq8YGA2bDGW1/UztVLoxoDDumq2PrzI5V/DTAeBD8Eg3gCFWyRm7TZfcRNk6HhASKATJ2Qdf+95Pe/8hd3vylBRd9Fu/TFCJYPkHx8tH6Vti0IYc+BAfkmFlsdDC0/ZPSuIriCmXhn560Jc61crb98v/5ZAJf5CEKAzAaS78uD7w4WE1gJPUvHDH8nbUtrF1YJPJb+2XjrREl9/f31Jk9JLs4gWI1RYY6+QpMBHyZ7Nh4HmtclXMQ5DjXfdq4+S96VZxwsRu2GoHb3p0EJAQ8Ow0Pc7X6BCV3uxpSDMEpuxPucf+5ci8bZOHM0c+D/dD332pt5QP13rYJ933d2K79spN0uT5iK+vdkD2WeS/LLez18ahdVvBz6xfiy815r8k5lapmrTkus05gRmNXwwrKEKXc6/y//aO5+r0T+/9X8hDXNX9a7qkuOhwufZVl00vrz2T62v/YV58a5LqUyXf0X6+/wSbvvBZcT+rfgmpDhK3bMNbXQJJzLtl393WtE9W5K8lK+m71ud3/fL+W9+iUJ7z/ZfcEgoIWnZ08c3F5ostVBX+W+SCjpvuUM95zgk7b9l/eTrw3hl91tj57/BPRNbiPGIqlJb8v82M6/uCOl3ZbX+GT09/zRiU+WH4aDL5N+L7syAqSWmfJ6TtfQKuS+UkU5K/y7AvIxN34JfqWNe/6OWoL4VJx/JYPhgJdK7s9Oly1tZff+rkU6dL1r16iDRj2A1HmZ/ghjHmT/ZfrC/9wRz53IKfILjkx5fIyS7MKwfD4+WnUEpUt1vwq5a/yQTzxKDN5TmD8JSV5jikthxbmvNhb4uidl+tlb1yftob2/175br9w0St3/Ldtk9P/wSV3b5d/lEM1+75bbl/7sEMf9/tffuG9KYDP2wn0OvrWCtfgi4NuDE+zAkOLL95EZBuH32wlVJONPP+EECS+lF5P2vdxZcl/f0+onyoswXuUlevFZJCzgSAi24z95f8RFTilHWfF/jCmEmx31qf8u/EFBESXO+s5PfksSG4rw7iLBgufjYIsBF+e5+svieeqGPvJHIvNZc2z/KCM5bv778WQPkW6WE3Xh5C/OuVKPPX5PXLfNVxSm8aX6FEFx8KwEdfGZ2WGSbn17rxjymsxn+vVmwNeq+dLMXrC5MRwPtoMXoVn5fHkOI/t4MfDQRgAukHjy08Pvd8BbBHvZ/k9LHCA58MjvNerNNv94LykZCbh3NFY8hTCCwi9BVfvWstxHL7iKqwjwsl0PZIATVAAAAklBm2AvwDpF/+jAizA0VBS/4qCCLzXWYya+vBShZhUH40y/E4ENfWsnDRzEoxDa/MRPv18SvNQnDeS0rt/W8rcWabI/7fSBA8x5BYZq/lMTe9P9CXfm7vtCtWv7wfevWvwQ2d8covif5d3/LvfVdfrl+sdC3L7iJYlGGKbGDbWX/E7BGJwgFPL6g71CReO+GiyWF1/xNz48De76pbzeiwxepO/PIMLn2UIAjLu7n0W9+2ECE3e8997kwcLrmrQ+roRlbmmhMjv2igf0QQCXIBH73fX1rLTkrVoOtf+jkV/aRHOpDXfdlL3fp0verlrwRCTEV2IL90aD1rWXlPXLqXp+oa6uvhN5hDhnvbXUtKEyjAEN5AJuZ5tQWU36ZvvjrXvz4to2x+td7lhnJev8WwVeKlvpWmjPXFeWWrt7LJdKr5PSSwWfl3/Pg+T28vvk/qrgu4s3CPz61O9Pv8uCta/r5N779fdy3pf9feT0NsOXEl/J9BDt/+RnLBJ0f63BRJm85woUVNWNeKr0Fhf389IMKy6/9dfat7a9Wpu0eVfL5L0kt+4JPD+SKvYsJ3mHNGeK8gjhF8VbkguFbYlvHGVN9fkEn8l/ZCJJazr3/OJXx//wXF9/w1MPHMT5xYa0/jf/0jDMxIxK/Mz8/MSLvp//Xn+/rGF998EoTy3yyB1DwDl+rMwxl/NfYSjEv+XxG6aBETNlzWPWCHhxlt9buzjsjd/JgxfkkFhpPuK4LLBXvUEnqJy+NT5pAgXPL+T7CYE1vnW/pmsATVAAAABVQZuAL8AQ75A1Hc+BHrgRq4gv/xYI+po5QI3uLXARnkrqWuBErRY5H+Go6y+to2x+B38Jc2Jkv/Fb0RCUWtZ/Qn4GdQW+6mph6uDd+pNWCcCNvAE0QAAAARZBm6AvwDpK9zAknXrV5eT9vw5H+1gQ79Z69k9/ygiFyj0+Oabzwljlv3e292MaDMovyTnX8NMB4EG8kOwQL+1YnP+17lNmBl+Vdqbu+37+9Cng/3Re67+r7Tefk/bV7ELV7ZS4cYq6wIfs/Hwodv37fnYoejrvonsi27m+Sev4bip4EG17TR2d2vVbq47Zt7+Xvyf2t/B/eQi675LchXf3mvvtzX3B9ghzaTlIO/uDnJk3lX8vKv4y17fL/4isEFd8u8R6E1JvFa6yXgtvlvrrvi8vXvra6v2uaYIY373+sF15x5U/CFufn5Pv88Tq/v7XTfxtm7bd+3IGMaaA9zRsnWaJ+XBjeQKwiqfX2ftvFe10+XAE1QAAAhZBm8AvwDpL4kwJOOyq83VaFhwxbvX8bltM1WRQIZf/ny+omJ4Iy3u50W4ESvmf/RWUa7/KTdW4Xl0EmzDHOCr2Pwg1i97PP4jAgPyzY8+zeeQqEPdp+l5PV9F9auAfL76PRe3XgjPmv1XXf2/aq/yUvIXWSLgjFZceLL/hUIxJR/LweLfvNRu311Vb5vS5C6yF6o3yzil8iMfZ+/Fd/o7wd/1UletlXo9FZr5FfpwRXv70uievrIY2/ml1uDz0LMnlXvdOIJyW7/X1+tddL0ydZzKWmVP/mFu33yficGHVLm5sFOnl8t1k+1/JV+tWeSaGIITyw0/ui39q+QxuXFRSe7veCvEKapPaov/NyP/fUkt8mlJ4g0f91/r/3H/f5vrBUub8s5V9JM16XyL0+K7xPiKeuvqTkE6VoP2f/ROja3grX5CZeFNOfr5N//J8lcnyHrwy7X+TvL2PCDQvD4qhMhoO4EgR7+z5P68XYjaRyV1/5P65OQwzBYVLCzfVRC6xb8uC4vmruQIwCZ1a7n5fllNLy+FcjllCXPusolb14vSefPL/nIKLrEFPOZQ3l//6PjSfVC0lcSInBoBrXGLgZ8MPSjciypaHJ+kOX6FPpTEZzlU2k3+XxJBAlcMi4Ef63/qGN1/4MvDQ2ACzrkN7MNLNu+ASwJLdZ/6oQT3WiawoUMyBi0Ujy+ov7DeDiRIJtPUATVAAAAKaQZvgL8A6SfiwSBbghb+yAjVcI6rfJ+uXgQpRUY8UlgQy//FoIvl/COJiSBZmISXpXBv91fEIb35N30r+0si3iuUjlwOnmYBAfnhwprBK0/3nL6ASv8Pduljcoht766S79SsS7/f121GnCKNlk9a80tYcHy+U4lf4dTLlgkM77iT6WWT5LZe1RX6rtdOVBNK4rJMkT+vFSi8JFysHlMvRH3J1oR/penV+sEhZgld+qV/o4h/8bManLe76yYGVS3tIjrdcSzUwfkeT9Qp6HQmTlwPTN+8Z0PYA/qu3R7z1sj72rxO/EUIcA8rQ3Kl8qI/T9WivJUoId7v7Ru77J7p3f3Ryd+Gnb/lqpOwzgvzfJvm8tXrKvCarL369qiv35PWuv6+/81O/qC675QbNCxKX5Sfqojq4K8usRsvzSEKcvpgkM93redkN3Edr35P3/m9Sx333y+l5dXJJS9cmT+C2ez5u+/qCPu9eT2asEFJf6/L42LkteJ+Ecnkhp5OhVf9kNjz6+8Qt9klK7oA2/pC+u3q67fqT5Ebr2Tyk+TyQkI3LQ+HytOIjcFhfLEE8hbpkhxMhnf6ICM72d9cknydRC98nyekbsg/C2+xRo3HPe789hMAYNUqof8U9chg5f4+vFphDHi6aYy+FxEwpeuT9E+QFHn3A93nZlvck+C2ZKS/73NYVIB8Dh9ZKSIC7w1gAhdpwaEdP9f7Ah/SPx3vL7I8SPE/iwpgcjjUwaamKCXwWaV8iEvrrMKh7F+tkYkhx9f45Yt4icyA+m6YA8q571yqZh0kxs6WqrL9a+X+J8EI0JcODiWMOPR4DpEDLiQ0fAGjIHoKpy1X31gGV9Y/y/fPOw0k3jv3joaeXxEKHnCrfDebx6Je4AmqAAAADdEGaAC/AOkviw4OkXpr/COuS/4TEgnFmCWAhLFVfnAdeCRixWckcvtBC01a8CIFEF3QIZf/s5W/wnyy/hOPuKCxSRSWXQx/e+KuDb9xazUUEovlp8daG4kVKYSIu9/mEiBGXD4uz5uGQXcMXxZgqCM3jxzeOngjFrfLfEHx9HB5KgIHgkvD+4A4kh8wE6mQEfElFANYmMy/+IoX481WOpfa7rx4lX+J+Jg+Xy+hJzL6M6ZP7iTi1+mf+5e66r6RHupeyiSYC/4B3/iJyL4S+d+Nhg8L+7lor9e6/4rqKV+2vk+vkyeviMp+sK/L7hv2QQUkvbZQ+FWSWnuh4RYXEGd86/vDkKQh474G7bL40Qnkve+UeBxParyzOcwcLv6J6+67+5Lz+o368xQS5yT4rf/1OJnw5LvfV9P0SCG+8XUggVPefH6SFBAuDbSmT/dxv0hviqru/jJLie9Coq5O4iC/J+RH7qvkq4hF7u+17q/7SV+77fvpfJ7VX9637YjoZBaI3GfbvFk/S8/BRd8Jrpy32/DL6k6cxcpI1+YX0ikuO5VzRJekZZhKX5OTgqxGshTZf2oQLOS79LFGmjuL3k9OvH9c/y23BfwSXfg/LHWSRlvVzdTdfQ78l0vcncQjsOl2vl1vrnrXPJ0Ko1bzF16Ckv8n64jMRIPwwhB742iv7N3NpPk1Y765Sm3lysiBZ8rlm1r9CCbxF57c4tc+t/v7VX9mE5+1nBW+0Zep/IhWWvk+Sif11Qw4KPAHz65nZaD4VR8FaxBs5VhnAn/x5wgI3cCdumcPwdiOcfObpqaIQm/lLTp83ctNSFvuujE4TfHWogrhLCXTQHoblvbVgyYlz4t0LIFxAQEYNZlvwhLLTyfpVEDBGzkt95CCycNnsor1XUnCXz0ByU1vFCTxAXD6Lv8sPIgH3c9e3BcqGcI4AGPzXNJpD5q7vJ6XuMEhdhwLbBjpdKkW/+dBjhyPNTIa6mH5eFlGZc1p/efgjLtviOptViKsaqRzGCH0FCmv1qxfvGrC7wSjcAeRPbJgNYxOmAxuhFCyHqGktWVOx01hnhoIQPNe6k0m/1juQTCF/N5fhASJ8EoXCf95DgMxx4W/P/P6/J1t4Mlj3iA0QkGEy44xExHmH6/9BqA27nZWWH36DtjN5JSGiGv6UFwvc1H0DAE1wAAAEAEGaIC/AOngKsI68EQR14C4BAhzACIX8sIyiSBrllqGQSwV8tlHalX9MPPzcy+AroCQ17xaBmEQRHPfSLlCO64XBIQfC+Vv24BuLcHQjBGEUKf7VeYTF3lkogQC/+eHII94AS30tP+wdx41MyAYyf/CMqST0qh2Icko5nlyrCn9yfSS/glPLDNr/UliyrprzIhbkA/2QEe5AJudIJ6aAgWoPl8/xIITEjvB5KF981cmlk+muv4gERCAS/+1xUEXPjsZfEfdmoGXOvOJg78In4zvj2hsSe/0CElSN8wF/Zfk/vPqpO9HfJ7/4v5BNbE+xIJQg5cRmzzXmXlm5yBL5OCCEpaQjY/5+VWBOEFCuEpcBlTQDmjCaslGfv7/OupOik1nqhD/Lra7SlFzZPS5w6F5fWIEsggnb3f4QlLy8HNSdfjyfJ7NT/1r6qbQlj6VjfzG89veqhH50Kc/ONv9OW+ojpeuC6iiKqI+TtjOoj5N/1cR2EVXKevqe/m3U6sPS9032xf0r1bPk93l+wQinfryQhy5nzGWhay+l4jfzChMl+71yFhvu9/DKP+0CjhkZT8evi99XIKq+s0rBHj2g8meLyYJsv2svgiY7Jr3hCsXpGw0hVelkspH/8hTXLsdWT2nkwuEVXPuvBIXHdKb9avVCyIkCpUKEr3cb2Tdy913+ifJVX33xK96P6fQqCiXHfxUHWT32Y3FylxMk+y4KOyCyuAmXRuVfl8KwzNr4go4OtU+6iPidcTIThZX1UswJSEi0JGdfcf8vlRUsJCSE8IQUF3LSaz5vvxO7Xv7k+ZFY381dfEVWubyxZr33LnFmDfd+l0+/1lmJq4iM1xAo5uKg9Ykw9hsTuXMoTad/+Cxb4ahD/54CI3qwvxv/42CsZ4o35LB1EXk9qZDDFxaSebpkMd79byX+Rf/X4ve93e/Igxe93a5/Fv73cEpMuBFc7B+0kliNKq5/cMaPitdY8gdh8yy21GWjqWj625r++QMiAnJfz/yEBQJ0b7u+syEkBJ0YQjXXkqk/f4WDQsWIxiuWWywl6/5fUcLGcQfLZeElu63+3B0ZRIXwO2yNvO3wAiL4ptX3WC5KYUWGQsCSzLzfbDuA/9USWLNg8RESbwHXUslDEdwR8TbXnpQykMu0FvOI1iCYJID1uWD799axBDBEMiXG5XUY//9casTUPBGcfAEQAvAsTj8Ek9AZpNLnnI8EwVUsBqsgbdnX3kEigsun/1hQ2CEMeL22unDITBP+1/c6Imz7/4RR9QZp4aPEQejNLhlyerKhJRoAdA91/iSDolPmcB0DxCDzzfJ7eEyAeAj4JQoKzpg4o/eG6VKrOS7J7qGEBIEgZYEMT8TAE1QAAAP6QZpAL8AQytR4kwJsdlfhERBt+yopoHTvBxHZyVOOBj9GBCGoPiD18+tdJHj5O477wiLuCbOjm1zsVv2blC7S/4QuGwvgr5YTDSbcm6wX8N0nDAgeHJh9sPw0gBGrbBIKtT/2FEWPhALXgBtVvkBJ93wRj8gSC2Cty2DeXIR32m3F3ydeJSFv56v5FTrn2km6FYeEJzr+EvmDwfL4kEgvPxCBHFY3SGd4wahbH15CdxvydEL8lPoZBEaDXaloplMZfGeiwTcH5Hnz/Ev/PofKDsv/nixXDsKYBd6fP8vs37Jgm+Z29xYJD6lttJy6J8yek/1+l0nl9EZFwRFd93TNk9Kr4wMwURvLny1fqEeyAn8WPBEEuNNXMvoahPQJYkYDaqtH50Zcw8GxhcTmkD+hMtE5I99g+qRBWLeHb0+Ikyf1xoRINGihlVzGn+tF/kkfL8l5CVsI78JPwhg9uRDWPlRH1sToz9Rvpe1dRKO/yeX4kInMvjKvS/UIgkJu9zyCEN++TqIpcnS+RXgrxHqTuMrk19VkJ0hFbXcSjRyuZFY9L5PkV9/Irj6vVEL1qzpkVx4kKiHfe4lyJ0RK3Nf1yEICSfBlo+VPWZCa11mJmmHHuNIHMdZP5cN6Hn/vsnWkWUsxil1kvBPlgsJtNcJjptNpVReQlYgunmCMXH8fnhye/4osoKO5iRYPyiy/0NLIpAx61kEJIpUon7fnEApo2Y7BKEOiHRXG+qIXue9ohXf8QuHcvf2q1V+lFSyXf0eY2Gk9XyHNlzrniPCxVw8Rgp8g/AnNzj8vjSjWI0YISGQfD3xK0nJGabjPrMW7+TSzi5ASmPYy0cmWTr3rXE74/55eXy+SIy/4IEMgkK75lG8RE6J7fJ/2OIjv2/ydasdVavbrk+QWK3fLhaVzRQjpOa/5RWuIrL+eMOQ4vhCwvZ4qD1qLaF68TgrVEJhqcRpgSfoZYfiS/7xZRZRY7BmapM1PnKS0UIFPmtHXURviCCPk1XGfMvZf5BDHHy+51hNgp4Ex7/yFK/y031hssoKae5ehuVd1/xCPg1i6OnlxRPS8GYW/J7eC0JVh+CoRqG8t1OQkUYv/F7CAK4IDWP4Ma2WP4/LIjqebL2YvRMtTr8X46xwt3cFUmvZgUcoJbFGimD3qWP5jMvlIGBqE4gTwNTcs1F3PqPyPF4LyeuFRIbFh6HIIoyRL/axrBbBQIwPc1zxjXpi3j5RAuXKr04Gqp2r5k+9mCoJlEDwlSGNPCqy9ZJ2CEavY/8NC3HLAaXBCPE7/s/5B9YHoIfwieQX4Yj4NDD14B+g1AHoSUfJ6xE/TOS3iDaPtbxwZGOK/Ja28GOk+n3/wjAE1wAAABHJBmmAvwBDK1BDBICbc1vl94J2ETwlwNW5YCbej/9lGmXejAnEE0M+dvkzQ9qxpcQFlc7gxFlBlkQHVOW9IyxW/X/KGXXuBA8EnhJ87Xx4LAxgrcstaADqJ8uIBzG+vF89q53/EOR/iBYyt93/ib56ct/d70/hENYY/9fjHethFrwlBHwTfN5boPl8SCg5mMrPGc2N42utTm8pCEzEi3eTIrGutX7hNXFN8nb9ISS7+iwRGAVTmWArHbmyN7DGT9IZ5C3aRKR+Dwv/uCg/NkgNS7HlYg0sgSXTz/u8vz/oT3k/J3G1yLFa8WJ6QXBAEObBpqzOTGZv+bT6vlzYvUf+g7S8AcZ2n4a+ht/T+T9IJj9gpPBRwe+PVlv+Ev9gQBQQgmLu4UfPoq3ZUZA5fy7/+JQt+pO9X3yD/X0/yIvZf8TiUKfL7EutojjcELEu120Fsgjlu4/7+EiQLa6vfSIsRScgR1hyWGRTvr5r27yCODfm7IM+Ork6jPjOgU0PY6BEUojd7UQJz18f9/tXolXCvds7v+PQjDwhDnd9c1Q64vVRCPl169CL5qyUfoKaCnfN5fr4juMXCsyRO6q6iF7sFIQXvBQQ5CI6TJVH/0wQnMivY+T2vpEY9KqnRX6/k8jVzooRBESJc3HIUNGLj8c+2nLdLEJGnwS5qohHrJ6S/nEgk5kp55eG0LlzqYiWnv0hPmge+/4J8/elQR7vx2mhvm4lbQIDEJ19ZoN/v1xESuWX/GCYkxBsyv11i+4zKumi0P8EhcvfL0i8dISvHkX+/C8El38/QJxB5wFSw3gSxH/kXqox/m9r0ZcvmV/mRe9pWGkbSe/sl9L3oSYRlo/J1xM2X1C00Yc0+4qDl+s7v3goJ9dzeQIqEG9fVjyBvk/eXJEr0Q4xWy7/5Ooh3s9fEAl7LjcTva3zci1xOCEmO+W+i9CQps3uhHYJ1umNLubfY77+XL5fOJQmSIdWoxuWfNeyrifeCaKEb7iARiVWW+vROrlqEF9WxHsgsRy5g5PAbNlywUE24+58rXxnRwpqooxASF4D+5x90KEhBjSZ8fPm6h93xUHjltol/1mlEsIhAsY18FiqsEUPiRwIdccK4tqKeUwgsnrh/EFCIZEgwCXb+wpzRiLSSkStzX9cQFhxS4GApqYGc6nn1Hda5VzZf6qTL81YSGmJEuAfT75fxJRLcKibgC2SM4+ag+ZiC+gA2v3Ij73/AJoaiQX9/97uu/v7+/v76eEYVEChWrQOSJFCiP1sIGMEIEFVM/4dSai9ny8ozXwaxCrjhMFHQif7DqRHssGZr3ikL5QpqKkR9cOxPoWSmtY2CAaWHb+PxbUEwTNCo0BC9f/uLGWx7rau5LzlwcxJQWqX//CbgvVUBFEiICYpJw1+GJjeW/E4vcyysv+T6osWKhED2GDDJI9pCZxgu1AxiMxHSKZwLNLdIVAtIn3S/4MxAcEeKMLh3Lfj/vTlBED4SI4b1LgkvudZl4EQ7ghCYE7/+3/tH8ehcUAVFAAAEwkGagC/AEMqnKAkQqEBwko09UfYDPOdoDV5NP9ki+CFrZ62xAXBOGuWMNV77uzA/HcMjLEi0ZXtAcS2jceZfsbEda0NzLiXEhkMQXXLFX95kPcwPW5b1/aG53cG4so90AdU5bpBlit+/vAgegz2T6rECQ+IKB4FhiEpzzYu0S/xogM7gkOMzt2vpHv4kwkaQemJeW/ZMbHmYCd6yabbm8gT1mCLSGOeGJRuEIXczrB8X/4sEh8fpb74sNBNhAme/VHZ5qvl/6kV/RPk11JWlrPohB9q8lkL8dBHHN/gye7/DOUJ8vB2X/zoWK41KHy0lZKvcLiDYDjEM1BBPM04X0/ye9/5RO7pr+rCv22Ub/Irjv9b3jQ/NK/gl8YEl4diEFaniClfxOvjQUBKbNJar5jX65jXKWK5eYknfL64EwIYfCfNYFudww+mW8fahH7r4iiLni3xDWDl/fU6sPJV/kEK9VS5KtZLv0uzhg1ai6aSRlP6kuT6oLyB1/ySEi1p/BcdtmJfNPq61gUwU+9w5BCKcV7i/oEI9xlo7yet4MqRqf/zaW/w2I7BGbSdV8iv9nEUofUtXo+quPghLu75fHiJP+bthvXJRLv1/5TK+X4Rj+IOIU1lv/hwQG7v5fxKl+IDYvLhrw493/k+IXugkENVJ9Ri98mvkV4KsSI9mXMOl5fcIdRm/k3+uXYMAl2CYV5TLAqvlwRGe+LL9f6Ti4Ryft9cqKx0jqx5TF5L7jFcLaV/krKFVIL0JBKZ73Lj2RZrZqVjXixSPh+ufVRAE8UL8k6S6W4RDEdZEb8x6lofnXNgXzvyfXy4pE7kL1UuCObApUn4NJCvBNRye4LMpJ8a08vxghNlHMv4Uyfz65Awtbh9gm5YT3e+nigkgUEe4eYpFfzGuXBRLlxLDBL+DzHqCQpQZG1vLSxiReSwvH15PCtEg8J1w8glWOva8iE9a60Rjr+b2b5PkR36vrvQnJ/U8TxlPCEZDYp3oHiHNUl/SiBA+j9BUtE9404XEIRBrq8v1zTarQ7VFdglLOSfr+j7muNiAREvfD4kFkf8e5yDL3y0esvoTEySCIhoEi6Lx8rbIe8/TBJpO/jwQFXDfcQUaW9Ul+rl79VyIj9d1M9zb7mF9p3IPfZAmbd+EC7pdoFBt+Hxy4e5eWvjCb38Zk+uWKRM2sD9sqUkLD9eF3BYsUIwRBUbOwKNdFGYqR5SnawiUegWBS5bzl5LC1rBSj1OIuuOejC9w0V1AUBmubWx/XLTEvvX+rzBjVRSHL2uIkyfVSBoJcwsVwdeBFxaRgueo+tyzzSXxwkfE8OjwBK9Wx4J4KvH9hLmpG/Q0Xoz1CAokT8/zl/y5Ygn1OO/89CfGE91AxgqDIoNCw0LBEKhu4oWr1e8JhAFZiBrHvKBpXLEhi+ebEhuNSotJQoxAuag80FEyIHWZCwVs9Q4ngPty1cwEIWCis6/j/v9l8EhQ0UEkGERdLcuJ+wYQyEwBe58+n/iZnSCmnr/6C7gvL4geT4JTokuLvHgcGCkw2gCZzm03t+ASYy/lwnCKDHaxMEo4Xxpk7IeyzXeCdAiMLtHx5q1kr39BgQEeXHJnj/vWGhIdEiOFPYIG5F+nAvXQbeAKxgAABRJBmqAvwBDS+GQSAorW+rwsBJ1Q/Bia4lI+jgxFwXXLFV+9CMsD1uW7vg5wUBkH4EKagJAYnNnbwBjW1Luf75cTyJe+e4AhE/b9g/EGFhYB2TNQgDuUfxsPfbkBySCXgU53MC9GzO2rk4Y+CI5LvY8sERbvfX0C2792CDsDQ+9KCQk9pffthUQmuEuIneqfdfLYyz94gyCOb/xX2Fw2vwDHS56rrPQfF/6jQSCMfpsyeuF7G6gjCW7uei+URl+aSmtcj669+ibdBsXy/PI9IW5vKUJQVCrKCe+8kcluXNzL6hXFiGCEph8H5HeDwv/ngoPz6E+gSgX8+X3mlxAjhuajr/qhLHcI9/f8iv1Er8a1f0TWbgkhiCE9E+bz+93MSBDfgwbyXnuAHd5inHmRCa2+JKUl0seEA2CwlXqsUuUz1UuRZEtTLdQgEeofT8AG3v+3iqDT0L/nFoBDgw5j4NGMeq1g526pST59V1P1XsyL3k+Na6VdDQQjFrc9jQ1E4Tx/ks+/PBKcMJ/mf6npFqGQRZR9uX6JEEGPfgj3j8oZCt2SXnoNNeJT4Mtn+sHQhwR+W8xBxoRZPa/k0Nf2MV7qly8S0KfL4h3rrq0dzL/J/cEPw4TPX8nsnRB6v8IglEJvvvE64YICot3d36SvSq8Mk0dh0IXxvJiNfaufJJZsFNBEIfNr6+IV/J9CvFCN/FL3YaCCJn+byiDlAzwCPCEf5wTVeVRZAyjOeKKCIt74ekr1zZfvon5FfpC+tX6mrhH0PBEIFb8XhaCLuWlfMhJ038mvH/DIoFEhKeoxq1uxvqgp5Ny0PhL77Qcf8NZtgpu/d8PeUb0OcXnwTrGExdBBHuvw5fEDW+Mu5K3+fwkUxC566Cby/yBA8WCPRQ6y1byCaBHPCWYaeMvXoiK+sTwScfbDXzvH8hAR9S5fdA5J0qIwk9fl9fdy9fZBqK/b1zK/SFaWZivjFf5upVfuL8W0Ui+h4RPzENxuv/WYePjxRh4d9+ckP+88K4+TWVxAIe7v4JhIS7u8wNFg6wQCQi4KllJ5fCPFkFDNbN5fkkkpFc+TWUuCX3MSnwxLi9jwTEuYk4lu9a4+IBF35QWGqONMMCtf4dPIWJHC0yJTNv9KCgIkFAhikwfEtuwXEDcl5Y4dofmv5Coa2liPSsn19Uid3KuXfptia+MXxTVZvkF9WkswNWCcMGGbpS/yAykk7vXFZS6T3iDBg5iBC6qyPHolL4QLYNEDyGiz5qexj//YPjQWcoaCcAE3O5y4GTDcQhbnjveXwicJlCBynFBZ7XYMQkr0QPwhSvwUB0WHmmh5m0+hPPX4rkCAgpfFG3XJgizyf74j2teMQJOCMM3AKqozM1ZPvwmGFOPCBnfGQgqG+hkT8yuUFDJf8n9hEWG4mBGEB0KgGKF1A/ahVL4zs+AJhEyvMn8yBDWmF+vPP/bBuxIjw+jx81ZvGF/DYjwWEgL/YDywJbpxqXBO/Iv9tIPmMvhcIHjAicIiAoMq//j+tO8JoLiAhy0gvpZEfl/q7zsOKoA61Uxa8QstTRwYAKgSO1lJLaPAy2qRNR+fk/SBcJDwvxBXeKCpb/Tzfk9VBgjX+wJomC8vhASxPhoMvxHlT17GBH+mf+XzoThGGQqGLIyyEZbwRq6K/m+Mr/l8IwSyDwnMTU4/WxB5ObA4y3iB/Klsg6mQpcEHm/O2vx/30DwSxIDO0MUDLnAP+NEoKtAFYwAABSlBmsAvwBDTTGgJk4CZFBCDgLrnJDrXiVeNpmm8FAEgWFtLlvgR6b8U3hEwv2snH/A/JLfbUoV4S+8bwIZP7/g7MFHhWydcnpNQIJAg6GAp4QLuYH25bD0bQwlo4UjxeJBwGpTIl3VfXxmdq+gmGPgwDJ7Levk1LvUgZy+QMwzi/iQyCQ3AxTlngQFhfHqw7CIguHkMJw+9cmzkl9cl/Nl+pKkV/ZPkVjWQkmXw9DxA+NBKEWKSu9b8Hhf9RKBQPfDfh8tJ1GYmMv8o/GglFbQEL628XA7k4uJ1L818m7khPb9dCD/N6JvPk3yftAiE3fc9mV9ZVqlV9KM3giZyGRf2n15/JfVZPSwcP2X26XMru+tE38iv16qT8qBHrV9eLOCQVAJO/Ss++8o04RDpOLqTEvTPp16ZL+ICrw7liZ05QIvk9vUvrWg20r69w2fhE6mRV+GuN9K18RBkviEJYupOv5u0EPjPQhcvl6C8OGq75/8LL1rKcRBLXS58gcJfNiZZPMvORX8pPenyFC57Ps0O5XrhWRGrXhIIITkq8RVBAIZP0v7RYtfEa/1/Rf9J4KF82va6iq5NXwxq9FV9XQuCGTe5WMIuY7jFll/5izyjHja/x6QjDxlFY/LxjzLl/5KJu+uRNX+bfxHzfI77y//J5CdHDIaI7+/4lS8nql+Lgr3vCPr1JE9BRzWzBo4usIrvoKXK1vvpo/dAjEAjvfmOwKYWBZq2vDfBrK5jSxQPAuW0pvy/zyimHNzD6DNSLJanuw/rFRbBDe+GQT4mqdV5kCDHWjkwq8EvpLlvanqcNRWmpt+sPFE/ifChymHSJ+v9OxTi5gIXIdZa9munIIFoFFws5Ou+JcEOZfFgjPmtPMeSLymXvd65qRIsv8UE4PYJvPa6XvBfBJkvFoKjYoNghzWJc4PmOdfJbfq1zG+IqqRVYebuEfmWLqJVKtKr+SrG75PAjtb+IYgj8vF1ywxhyf40KkI3PBI+8rbIeebOCPS6tv6+MBTW+W+XtV/kTLLfZ/L9zFxaoJ0EAQx7xxHsZPW4SDEIHAhdOgoxIIRJQY6fKCon954phE2T3ULhCYtCNc2YyRM65gtXsntbHVd6xJbDnPmpdS/rjw3ET4ZJ059aWPZh6tj8hOXK4RyY/73tAqCIUpxlj3OP++75aFp38LL4hD4b4heqvu/mRmOpPZFfvVju65jXdF4NQt8IGGVvTgJEGALuuEgtNzEgoyqsxAqDAFHEm/Ls+b61ZZ7E4d925vBasLi1Cvg/Hg6hgrXBnMvPwsIasfV9Yfh0ULFYMFNSjNF1RYSivV0iCyu5gjhqfy4Jidc601d/EDBLiEluoYj9jPvLSuStZDERjcIVLyjgiSS/FlHqMxU1KnEibTmpsOgRhkmDHjZMQ345wpXsd8FRzkZXKNLp1AXPofW5Yu6dMKhcAWv2MLurZx3+WLgGTjy9kPqG+mEtsiAXFj+x8uCmH8YX2YWvBESCPqZfLWMqCUKca9wP9r21hAQWGdo1tJpjP9OEwcYjjHkWmUOMgY+p66kboFAsBAQSjQmen2V55yOJ7meNqpjM84nW9uP84tKWAlwz4EsIwYGGP8V1BDQiB0FzJJ5h5D6H3ePIB9j7hbLc9/4HAlzUHmJ5aP8mk3rAhoGAVEBwdOgfDZcuDNG8w/5euWp4NsRDsn2tZb4D18t20Dgy1PdCMhIqTZFZkKV/jATno7vAkBGGQShsRB9hIeZnCgDCSjvT+d/nXf4/v0qtAFYwAAAF4EGa4C/AENrwCYAQdeAgZggEfUB40MseZ/1L85IIdh4EN/AohTwon9QDsuYY1NXIPOD+MQc2zhloQwYFwf8mhW7ZtjwPw365l/ghRnCIawyMs2hMJjcx9n9mBLwHacs3MouGI3OwFqEQRQeiCGDLd9pALMQKhkrsW0viU0feqCIIS8n6jQQw+zRHsMhg+gQAe3cowNlzwB5iWWX81vrg/WF8I7wkEWYQTB1WLrrComSD+8da6+GI/7IECct/BRrWsv8tSfEdQTkECOfVAoJFBPlo5M3quQNicYjm4x/Hf4PC/+JmKALd9z8tJ+lXiBIVFcFGyodJ5hHUt1eRHXk4z/3oSZIr+kt/k382ljZPRq5qJ7X/J6E5fT/WOZf8nKcafFlL/iy4bzR6mwHD3vtC0Iz5f4njD8P6Ztr/XNku/r6+v4jyG1qLCIcJVQmzEyFq/hzj1jyhISC0RVVVelCX4TBYF+QEMme+X4XFhnycd934RBCGeq0arxbTtVhwrgo8mZqcxpPAU1BHq9Xsv/EcGXN+uXwhIu/7PY+TU/UQr+PoRfeIEiqkR13D+Cb0h8l5p6+P//8IiBRXfafrC6J1tEgkj8r7GsQTLyDw2WXkPX473vyBU4g4prPn+sETaBXu72nhZwW8LuUMTbqOGp1LHibvXeXMDOBCQ03n6f8YL7vuXOmr1xG/k+I+IXvkBGU1z5qCkv/hr2QIK/ZfSFG3Pn5vm+REw8oj5viPmVjGKDpZzLQVoxEU8cJV8v9eQ/JdfvkvXWCEmkk51H65JPKT5N+tbCIVJL8VlyfMMJFWP/4YYf9y5PmKwo+6t2HnGFdgnJQu3gQAsQwYn7uP+0bOZkVb0pd+uYpBZdykuW6VBL31gk8158vzcXF+KEiOfHpP+HRMTwlUKS2SgTsla//wnBR9j+sReCbk/BWYucmDn+hmbwUqLcyfrXGYQ2qWweau/2bB7p0rEAkIHCO/fbJsf1XDJrl7iiOWryjRcQMH+7zanEsSFVj97jPtwm+wHdX3fB0v7f+Ypdx0sPiFzGX4iSlCeS/c/rwXoSQdZfWy8v+JOzgjqp89aoSdQS0i5lp6+Qh3Pfr8hlY7hH5FeqiQQ7u7HX1i/N7r8R2KCK0q0E6v4JRauawJobk1wjMCowR2pa84aGQdePzy49xM6jcb3369g+az0Djxe+EPs4GHQIaYe3M+F3264mOD0fU9y8+XfkjVmpf+EkLtWEhEf4qDrKICbgqWFecWdLYay/+XxohCImYw4CV/B//C5ATns17mmdPiAlLe/d/Ga42UEt9435S0cBjfotcfiCDq1XCr5tMtKw0EcRHSE2bCTCXHGtbHyPvHxprWC4IkMHMY9qUm7f8NIpcdlAPvPL6Szev6r1daO/eTPffCiP1GK9VQIpe92HQQCm793qbOEjy794KQsYU8Bc07ghfmfwThTWCEJBgYY2q8EQ4I0tp4R6hOT5R3xJZD7ZfGxUPDQfCSlIunn/sjsdZqsaBb0/DAb9gRDQWrE1BZcivzwYfY5VHnISc8bWsrkrl8NwR4mgSBDUK/Ra5AcBYXSNY6ZI/TDZlj+XgpgpHBEox781wTPGdsHV8pLlpfjIqIYoEnJMHYkZeX5ogLEFEDnHGTKLtG35f0KEECIwWSFFkGzTOvl/I8oYbkrJzSl8OCyFCokPlCWe5sUaffhthkMiDVM/36H3F/xuA4AOATgTr+Z/+edYD+A3AK8BAhiHNUBBv5A2aGM/acdgep0wze7OftgEFNoSraD+j9gEOQKY+QmEsATZtJjziQKlxhZ6QB4+LIRxU/nAHuNIhuOn86VdMZ+Vcv+tqAxDApO4C2IzFlfhTjzHM9KJWYy9/8DBj6uVgIIDgL8AkvVjzFQaWURqfzioDkElpmdWAgAMgCBAQIKI2WQkt5v6Tk8PG7Ra+OMqf8AgGj5P576S/2T27AYD6IgSy0gkEI5v1AcAcJEPgwAXpL7GJC74A0C0iloVfRvr27ZvEhdWgCsoAAAAUDQZsAL8ATCr4E8WCjB1YbMNJ6u1IDlAhCvAdU5ZIMtIuVvy3y/n1PoEL8S9gh8WCFe3vDYJOGK6Y3NR+gIQCRgQF8Jiy8Ee8aEe72E5Vhjp/EEEiZITJHP/Yhkmvrm/FCMv3Umi5bpICaBgECo80fw3PupQLwOBgINeGAgh+EHi9wScN6CGyMCVMMv7Y/h4Ry1LgCxPqCG5fUaSRs/c+aZtnv+T22zj2J8KwNpTMzzJ339n/3uvj//1fPrmk1zeuT1yS/N83t6xcxPjcvy+SCEuAfVUxqFv5adV5iCzyXJYGalnkuDn2Tll7RGPnRX8Ifkp4Zer+1qpNY5vMaQEmq3F7RYJ/NlVBPy2Wa4wUPBQMF1/mJLSqvE0SvhUFEaaFTR8rmRVeoRBCtOrywJENi8nj0dfJumDdfEa/R++TqM7YSXLuX2K1xH8R8R0CWtKqw/Cw3L8ef4VGKul7vH+YifevwTn5b5aJF1CHNnGvceaPz3LfvocQYVgi3MPFw4/x6M/zX1CplT7+MFo6PX4NeX64bmBKTl9xW4sRTxARBRNlK7u98vxXxwIxe0eBh/jAScvLnfEAj5cGmvdQguXX7Ea/grXggr3xC95fyL1ci9SWtYsv+OFfQaCHVqxl/4yIV8nr4Hnzhgzvd7yXNUlt574KCrBWQlF+SI5AQ8l7/N5CIr3l+x4VNFeKxXciOh3vtjv8XCxwpLl8BW+Icu/Z86y/xAJMgLMl4hoDLlbiz4ZPcvLL1Ch+S8l8xEdZaRiXlvxIgFHMRMR3BlsoRvBDwQcHXh8kzEuOtotd7C2Ny/68cgpzyu+hGdL/fwfEkDvrkHsLCRlbagwx6Pil325PBQshMFhnPiWeIRZqczGuYS+pnemlFraYgFH4g2/8vafOnQESGySEn10ib9bEGCOXw2FONDwk08A9fVOfXEBkoKL8Pl74R24lZfkiAgEQiJLuSirr8gKO74QPAXlrkmUyeE4vl/c6CT9ZZAMpgWzdVvBPBWKCla6xccauI/dzDC8nG1k1z53d3d3yo5PZNyWP/+4TIV39fcb2Sa79XNJ8QXjXvxHV/EViq56wRi1fxgnyBFCHy/Hx80cCXdu/PFl+PjQwQPQVTm7d+7x0iBP6Pj6wYHEst14sHeKE5R+YkD8kCpdYIpxQdLj2yeqgZcYajCh2E5lxOv5n/rig2L1yYvu+5cr5DaV6x/CHPflyQ0t64RDEFUfXYSISt9Ap84tbC+CqJHA4D9E6yVUPmu/Et8WuPkEUQyzSV2iZbzXWDAIgkHhjlo92jjy8e//AiDfIVC8xSWT7hDuMVjvVj4rTxa+cR1+NHL3iQgCrD6CE/DcHX8mcbwbhoE5HeeDxAGKo5geCiLLe3jSAVQ0CgYCM7sbH8UOywr+4JLXMeBfBAEZsWtGNW5bgC3iHWmAppbB62wgBIMcKVVVVfaN8wy8FfEuyf2FImDgSAgIkqUeE/B62maxex1mgsEoJ94XcFq3woU+4G9hn8JfO4IuoZ/NUQEX/9KRuZWU+XAU3c83+wZnis5CwmGFZHfmlak+qBYFIehICEFghzYp/FRZr/ZhdnCz1HyevxWF0W0kbBr3L80yGBccCONNXX8xrihE0tAGKnO0xZZfFCCiIIoXCPkwnl+VS3+BmVT8v6ZQXXIVgtuv8bEJnUpJqn3h0qC9RPEI3j6XxPv4EkTBkuH9Ca3lnB2rwBWcAAAAV7QZsgL8ATCrygYQShDAFvFeb9qtz1yhIuihZE7J+14JJAIJg1IuUn6QEEIc13kRLefAHz5b9B8FFpE95qdKvD4uaJcx33hGPO1fgoPg6x0zGQnc2D7csPOjECDg3CGT648JArO2cEeUZeJhw2BICuU2Cbs3W3nJcxJj5Up7+IOCs42zaXh+A7ylhepbw3ln1n4njrXyAChgYjHYevoEst3kz98vtPyBojMMzDcX8fhxuvk9OjAxFgScK2bw5C1k9cDAIwTaKUOk8rAZvXphkKjbL6+Ev5xweahw2CQecDLMT6mSr9MOcVexYLxRRWBRaUCBbsSeKVxYgCfg3GGpeX8GwIe2T7FfNIfOSOSr/XN/EfEa5KV9ZCKr65GtYLQjTKtrfxZBHBEzuK+QFx8PaZGuWHfcUM49QUHS/vJma7EHL9lITl1dVUvV5P0uv1UjXzfNrqTwdBMKV0SqU1mzJhJLzHMjuskBVBMEhsAVpmSb8HhOJ8sVAZ7jAmGCVlVVVEUgzH/Jpd4EgJh0a7tGwViuYp4UssNnBsi6KvE9Ft+d4EFYZlprzrcutk1I2+ul8VBsvm19dwgp07l+FtLGenk/jERjf4JCqvXjyoZfeMFg1QIq0pEdX4DlCg7h9P+c49ISba/C8RIPEI3nwbSMtOJr48SJdUxYNeseLo5CLiOu3+X3BZmwUTWz3fgcOCpguK7u7vmX8YCgTy/G18x8VriEb4jfxS5a/196vhjXc2X/SWCheHPRQgsGl/4zXIia/+ZTprnGLwQDMvzTTeX5K5vKK8L0Z9+aCPnx3PIURG5Xy4WnMADuRDl9FGW6e5eUJWwbLfnop1skQr66/mfKPP5CZAaUG/pX/BFe9/jxBC0Gfe3/C4JSDK3tW+KJ1L5IIYgJjhqxZt1/KKsE5bi07uNNeNPngs/XIMGLXzGy3eusEm5cIZtwoxl+IbhENlV/FDwU3sx317nzBrELjmX955wTDTRgJv9O7/SfcS/JvwTOuiCHzZ8KblvnvhLv94so1DIaA3uaqw2IBJaBdctztpQYQSCi+5cr1BIR33NcgIShi5BV9N712jb9dAjKCS54QyPz5fqYIDQ6NBHDLRuXQ9gZMvzeFZbjJE9YRhoUXcl/rwboElo9i+xvJjQWT40a3WP+Io9Y4u35nbL489+CHlzHOg0FUXz4gktH65Ky/y9a6py2/5NcQ182X5vm9EW/m1hmr6sIcEpLPmMtXEux1CIUIXAi9HuPtT0lx33H+PrS6CAKc+HJL2p6U5hw0aZ4tcIhYaOkGjD1/c+TEjV+GENO7rSykwy/8WD4OxJRtqyv+thYMsEYTx0lKZTwVJZNEYyeu4FeWGkFwhgKqmOeSBPe9gX/VM2/8H8bzXkvnzd4Ynqi8LZ3+CsgKCO/3fMfMCs5STO09xv2SLQ2mWsHykEG7u7O1WBAE4ijMRf2Y20VwzgluP+u34Jc0DrWQI4JYkcFHxWFX3i1g6CILBoQkr6+kO+aFHPoM7dyUtH94EQQEiob+119z/FLmPkV9J3L7EdOCe0+W+x8V8ysdBcUCTVba5BYgEJObPdAfQcCxGDbZDEnLAuuWO2t8t0oH0GAZhI3Amn0wf9frB8Lx/1bgW1rQlp+XKxkBSAxEDQSjfS/YISszzxCvwv/sBiBTwy4LkoEsIKCAoIW8DjLmDR+P7gLTs3W+QglH3Awuwrmq5fvBWgXwgOo3Lu/ieGzBZUsq9WKCACQCDqoK2ZuuOcV2YuP+F1y384QCPjTQe4A+3LdtDK52qvVixxAQgl1D9MnYalLloctOA9gxhgNgCTLr/2i9N3Ud1Znm6hcxSjCDlRaD8ipLuuH0f8n7gRxP4It39F9IQkQOtUJaAKzgAAAYIQZtAL8ATEq4GEPBDMQQ+T63NGnpAGJiyJa2++xYUkp5B5WmM/CPYerxYGMWGF/hq3LdKIqvyEZaIuDk/f5Q0CEXB63LD3S7AdU5ZIMsqZakpv9REVWLDok26tJNZTafh4BjvtPlhq+WZ/BL7ZzeAf8IgIsfwOky+eYERdtPXAB+dICl1pnpzIdQ+5kCBfm//7xdfwBCiGrIr8xAFz6CJfnBONFsIkt87C4sMQbfpK2/t5tcNCuVfeQo9K54wSCUoEQltxW4vT/DJLL5UT2+r90ZLXvgjSJUMiJL3yelQoHIv4VJT1H8PSAf0a18+jLP05wKLBACPJnFrc8EgvLlKgev3DgvgWtT62ds/+nAU4MIsYKgraZbxdaZhVN/w26pduvP9DP0IBOxAILOeaOv5ijo8v18wWE5KvtZbXxhf+Ic5I9tcn90CfFQRoj/EArkLmJaBlvyXf0YEfaPJ/iPX0RFfXNrll8oRCmIxBuEPxa9r19B8XgoozOLxMly706B2+mDP3U33BGVqHfMNZ4OfITmheJkSJBXFPltHadx/a6Tif4z4pX+I+b5lf5FY9Q5aXgVfi2bfdPjKR9l+jWNfGfrl+imSDBfGfNruvm7hJcvYrToLZ659b+X4e5KRGPjlY0/6vBbRX0ngQ5hHDZNdbFjBIKyaqqwHqTPArUvoKiwn4IfNcfWEwvYVIqpVA3qWRwyI68ut/YfCuIufH/MfPrTPL44MmDM8oIt5R8iAJvygtBJiGnQd1wRBEaXLj3e/LFZaYhoIcr+FWdi0ApgsCUXqtV5jyjPLrCIgvcuaCIQ6wSX1y+Ksv+bwULwxWL4hTpvlwRSZ+30cmuQxl75NckmvtX1/rk9c35RB8HSG+/QKYJCbu+6BYwUBlEIs8SKJ2jal/C4q8Qc9pRjzXvJHJcpB3OSOS4sHKBo81l+apKHE5bw7BCcoiffxXTDJeWzASq4hX8FInfUEIatPaNIKQdNz7Q3O/hwKjSCt3FdxWXMS4fJ8x5Mu2J3+uSIBXu8tiu7lwVko+vriJAUcsZcuDeyW+MnogJDva5aw8UcTMP/cNSSqclVeN5l1muWRSR8j2XyeLwWc13FdxV6oRN4fnmUa4gcJDG5qcHxJAyI6LsRr+uQewyLLnUTS/wUF8I4jwSGBbToiDqZ3xa5AmYIEqka9iWQex/z/BIgSeXH1xgdOCPmu+X9mBELFDQWefnFi0em7eUirbM+8BQQE4YPxoKXK6R8iqCypJDp4Y+BLP2j/64oJFBQR93ZMiXll+KklRAR8uDvjJrRtc/xAI+5aV4P0CStGIzy14UYbxd8WM/xfdBsoUYIdWsTLQYCYk73rX5FY+Yl3SJlciJ7J41BKQeD6+Lkv9iDc2eSKjZZekW/rqRXPMbXUiv2CEMrXgjEq5vwkFQSiIae7sWR456+FQ8RxXijFfhR8cOVpy78vwv4LjB2KxWfN37gI6/fkQh1HBRuJbT+T9VhICRAlQUxLj8uVX598+VZE1YIIKIgbuTN+fj6CLQVLiPJ6WBVU3giCAEfml1rjcApctrLU8vaWSGBAjpJs93pcPiQjScRu5c8eZCUvzfqloKwU917qdOa/Dr5jWArx4EBCNId83HtuLfViAjiKJkLXndistI+yrDAXxEF/LImm/RMtqWXXCswILQ60eSiw6jRcg4pOWUcls3a+XwJQRBQPBMYEBAxcEjOCA+A07LfriO/4aF/nG+tl3+lk9L/nEeya4j1zfUnxHRfxHxS95hAIiar27wHKBWBVKfH3p6Rfw9npAux0dsnt8gZEACGAZ4gU6XARWWYZVVi/tQEsEAKBh8ZNU6UTN/j/vwm6y+DzgURKiQurAjkseGgETWksyLsf4ix3/Uv/N2smC5YX4J6nYJuxfu7FBfvr+wgRNm/O+7SgSAYOOCR5xZgjnvzPquIkSqblh08qiyDbNdbpMbHgoEGqGgZoDnPwZ+mknOyQZalCuBBEVUe8FfLGorc6XcRUHog6jTR5fAQwRBFApiQK4kFwRAdTMxqr8/5LGIgpIO2RIvBmf9CaiV/8QhTQBd0AAAYdQZtgL8ATGbFf/5whgTF9M8caM435NBnR+B0mSp5gRF209fbbYDgAQIRmg4MIgLmcZ6/YSwIZf1gnCQIxYYgraMDV+zXTYuagUtz62ppnMCEKcPPwrctuvffv1Ao7gDx+HxfBCTsGTOVkw3lWU5OT28BnggCfxHkjhjENpTsjI+oNv0nt/kIJnr+fUtgKQDYCMJ4AinHe/PzEHvhzwSDpyH/jnS/4TUaQRw36ng5PECAQW55hOv5n9+ghksP4SHHSb1/IPL9R5oy37ylkEVGf5cJcV8iMQm5yUvoRUkj5wGQf82uZEV/kIWa5zXpwo+/XCNAl+MNF1yG8ViiY3iUEoKieBYX07HHtrLQ+RFal/0JTD42pt8pEpE645p7/L59/L4Yy0g59U64mCIy/ftYWH9Lk9cR64itcR64q/iPm+KriK9FypfCWv1itfGfnv2y74MF8mvk19/Ip06iASckrHUqsfGfMjZa+TS/8V4dEAiKtd9cIB4LoVQBZflAgBMrCMFFVOaLmklMSpQ5AuCghSK6M5I5LiZCLVYEgFOsXhANgm7uEGwoPiUjqX4T0PChwxiHMVvaIGE82/wdCQUicuPd9uG2L6fVRIF4EQIyky6t8xu71xFF7pVxHr71xn3BAuWr/4jXhXBSvD3qEPivk8gjyCtZBDWv9c3riL9CtfRtb8Ow3W9f4eN19gkNc9Io5vDgVKY9TaTcdZ1e8vChaI9xD2/mIvJeEuo8vwQ8NwHXWuTGaRL6RyS0KRSWpo3kHuJgmIWVg/82Me4J57+agY0ny/gn8ng9CIV2JksY1fnWDNL/1hQENBTbmum4WYwHTw8cPfnv4s0VVRuK1FV8t/snnNVTAxS8mAowBG2AqkXsVgK3GBZOwFQBlxXIHguGLiXD3FsQKxRrWWQDlaqX/rx4wFEKPm4+mEp521/j3H9GLz4K66kBXy0d8tMtNaWIiQUdG+E944cjzMfMCi85oN+LgUdKu/jjgm3d378WXwoyuWUKhGQXGEGm/BTn34J34Z65AxDxj5ptYcZYGV6INqZ/jKdsu/J+vg5EApEDxFcca8MWZZr/eX4rCrjQxKv4deb1fXIaLv14EYULxpqXMzGf6kDWPrQjDl9lFza19VFAE+HAs8mC9EGp/uH0zVeY1sUAmhIKPaIMYjb2ZeX6mlwUQmeRxy1/j7StIy09TLy/NIQRQJLjGywhmTL/xEwKPLdJ35KuBFgs1WXB0CEI1MnPziJiOE9Y5KqyiAfBEXMBBn36nT96DY6Gbz2UeKls9/8KCQ0XSLh1Hz3FarDQRoRMNNd5LayerUXxdOS9/MrG+4hEfWYQjZfiIiKrXEVl+I/3xBLLe9bIhwItJ8c+NBHd9/DYkE/Pfy5lrjdiEQ80v7wJIkDWCUFRC59nJkd8FFqVTa3y+CINwiBMhYwdvf2DlwXqmFqikyoP/AEamY0PyRfWCYeFEIKAd0JZqBuNztY/eotmb9ZEWhp087Q14KlpfQIxAJxAAU/jJcW+uZS4WuDIxV78xl0cGxF/NeFkEcnHpFeBlgde8TA6mBcEt3cdjpmPrIMvxeJQZhD3IS6cnpFNdqX/AUo4Bejgpip57cP6jHkuV+1lCcgUoZ9fy0qqbRSyV1BxlMk9kqbFItYVDqQUiWgo2kFT4sGKNY1bh2heHUTVTLWMjuMJcWX4ZGDwJhgaGDstgxfm4t8TLRa3y3zcsl6/tn2sCQEStlPbTsst96Xehb+IEVRErGqm0R9VNJ8lVKCTqr9V1J7NrqbxggFJQ3yp5jHpXudEV4mAWAFAKTi4CbfDV2pjSeDwFRzk/H/akHnV2AMuAwGLwBWjGRHfnAniS/Dj/BgYV493u5ag5j4sxEK+tBgOMhljvzqrcsAVYKy9knHwATys8kx9NAFXlqkr8DCPWZu+8CisBRYRIn8+IajM009/lgUqb5OLj+i8LYiB0xnT/mD26Hc4ZABGM/DZSb4UCP2YkzEtCl6CSo+Al+mVWHwIgCBAwCLEH0Ep5mcOAYbUd/+cNX4rdttjz/02AIoQAioGPYGMQbgA/UuYYlNugs4b1BKen87g/PCPkj4aHYjwBdEAAAAXlQZuAL8AVQaHHa7i4HFhSVeD2vAB2k3QzPfuACAqkzjvjAnGWmCI1xsQzOFZIkjk/nvWAKbKvaWpP3xbBEBfh0WFs+8Me4VQLjyzB78EIuVXKVsoco5ilPvvCLQJwUXkTkZiQ+1p9zfRQTojmXyAhBqCEPVFly0dZ7y+QI5wjH68LspdTRq8BUYPfBIE+ErYOJf8J43L7oJ8WCUJcCaeT8A2pSD96zKOa2WwSw9+wkafAStLLymChTmSe+25rWhX78J9TnksPZbfXaIE6po+kH2W/aGS3dk0Y1OSR3WUFyjzb62kYRj5dFI1KyyfL+QfiIPEHngxw/UzXkHo9Kr2gSyF2do00vfyChFcb9ZMMPvvvqExBITXTualwGGKct9YLlMI+BV6dt5Iw/L/xMph5ZfuCjk5yWamoOfBHkzi1jejOeOFknml8t3LnXEYibPDsEN65JddfkNrmZNcR65pNde+T18RSxeORYpPRjJBpzfJ8R8JL2n9Fjmnu9P+n6ye13+rexXQElZf0IlAn1EUhiq4wCkFwUClX4RNPQZCWqwO0UUFBOyktSEcvh8MXtIoHctsJD//bLteEiBjszl7g/oWO/8dluNcC0PBYL1SpPd3cyjXEAvFC7vCbrtx/CGuIk1wgq9riL1xBeuK9cRev9f5f+IwRia3h7yLgn8EhNy0MmviOoQ0vojnxWuIk1xnrk9cnvkmLx33WVSF1XXXWDOCjqta9pcEgVDBNN9y0X8un2T152L4sFGEnmt2kc5Kclcy/HkLLgg0DiJGS8l91JqX9a4JYNG3us80azJuLfMa7xmWEcmTsvD7LeykfjUFJyWPvsweepR6rSenvef5jZD9BVl/CJeQFPNIJruak0ZpKyP6qRcF4TERxqw5E8ZnpX8FYVhDOQ8BzPHCx94jqe0Ms/wYBUKXuKy4K7cHnhS/c5y8izL8IyA0KCwoKybhZwk+j2fBXTMPuZhUshi68gc+4ruEXARAcCarNgBltGZ628TvEzOzw0g6gJILlbAhtc8/DzT80V+JOI1rd5YqFLUz98tyJsuxj19nBapp/1mMjAotkJZSTmI5AFh6ILpMGraGkjEatvJFaThgHpAUXdKMlnhbQwKyyfvryhi1eWAwdDEOcCRc5i5tT+s5QgLBZu8KMWnnZeD4lua5R7BCPanKZayeCdc2FCZCT1IXuSPgeS8y4snqsI4bCA2CcVGmr7nzi/D/UWkhV/hxecFE5YKh5bm5vbjEs7v8GwsI7y622dvjPnXXEOEOSPPQRud4hI3XMBUFC4SfAlVMHgG1HmlpgD/1yKYVz8okq6kHn80jER2JFLDBVWl+MslI8qtoc2X5pAEhwURWKxgjWMwk81DPzSH+5b8tc0wJNpprLfcgJ7mAh53cRmhhbTJriAJbBXUeZdOmbJZQoN42BIwDk+32THgzQyjLaTMW4iqIyzhG8m+Zf0HDgqu8pvSd7vHPCw8/0cZ1/6w0NlRXyfpDvCO5bh8n0lJDP6SkxBi38l6yEiNcRLl+IkkryCNc0RrAgjf4sJlLS9G/VC1HrY8JQqIQJOzp7qKvk/0mpf1w6BvDwJZKtB7ncsclvmNne4/rrqXRHmZc9SHn27M6YHaaBNfiSzqmNC1/SgeuFRItoGs7AL155v9zDni32c+qIuA3qFMX/8Hxugi0EXgr5w1ABmPcZBdDguy+AAuBBz/CtMBeBZHqPB/+8PigKIoEQWM/c2uft4mAvYexLGXk1DwhjtF9MXWmK0ff64oWQKcTVhK9hLmcjI1XQQg6nUTsVaC/+1ijgoGCCa9k91Ft3kGYfjw7KtGM6pXOU/Sy5SA1lLfgetkO/J5dRRiXH/qwUBsF4GgKT5PaOkWj2PsP2YPPrewwaQtbCX4sn08IgqCuBMIIltG3HE6lLVa1dlLZbEoU9VxiKvguCaEt5Nqo3Nj/ulUR6TuJ1URSM/kIuXydxa5jde7r9CkXN5a+PJR3gyeoPgqi9Hl/k/S+hFeUYuXsIL0HF8AVrAAAGDEGboC/AFUeYJcAETv5JtLYeASIfi8BRZBXLAWszGX1+eB7hN1AdDnHMwl+JR49/gFVJ888EYsMHwMsseUsZDO5ZaibXAfQIxdIMstZFMXLrbhc83+sfoOk2aPHGiJj+UyQ1TwEiKBDprgUgUBHAT3pfYP7orgXsm7PfTcMA2DMH5f8L40Jn5Vw+plYnz1/aW9PRL6oJ2WERgLyPUzObtcymhp9M3zvblHEy2vxtuJ8XNfzEETEik4c+6sf6BKUrmgZ6kjhfXhc1cxZNa13zCMXj61yLgi1AGGj4oZIwo+MNhaFCef2nn1G2paiRVPFwSwVcNyHe9yQ/IsHyu0bRwKTqu9xTmkbNO895Y0QFC6YinoQ602mMlIJdLfaemJZxkdLI01BI/t/C4gz7Hyy8HKfLFLIkUV1iAQiIOqcsVtlyVvwxTlvqiRwQD5eBUYKAJc6Louly5xz4nvr2cEA3IDnDWV5rgW6Xa4tp7ZdB2+jQSCHfKrwoJBF6vnzt9yAqx9r7vNnfW82uM9cR6+fXFeuI/QjXESfJEet68EfdzKILy//Fa/196/1vr2uta+OXMexCsfMrHzfEK+uSbS/8QuXyhaTOq42hivpxuLwMgXDPVTL7Z9/WDzICTeO+Ot4F4eFO7u79Y0c1tfzf4Lek6T3Mv0ENcZMvnwlrjq1whJripQRkpXc1xkq9rjP0OBQXPh5NbfviAUc+c+e141osUFC+KL3evvXEBiidriK3xCGAq8lqTPuQe7XEVl/ipMxH3rmk1xHrjK1xV64yXXCGi9rioXBRdHR6rYy/4kaCUqIVW9hWFQSEG5Sf9vuOZfCgZjSxMFfhX6J19nUY9fL8eJcmN6g03pbXNS00kGasxR7TNl1JqX+sCriQSwOPMgu1OMzck7Glsc0jn1gZSiIKcKLcNPjDD22qEY6y3F+HctvrAhi6D1lTQekn2vj8pJllf4sveDNLi4+tXl8Eo+HycPYPeKmrR8KD4sG4u/EeySvMZNv/EArCsSOHzu4Fs6CQEkRyNS/bMaybwfBMbvbu7lNO4gHC25K8K20r+fW5fFEiAOBQNxwV8l1vpLGFENAqY02hlc9Ec1xRIKChQSQW63kaScf0NPQePLXIBjgonDQCudOMC6dGV/YHvAm9Fc9zY4jOb+OBRUqt80khzRmtpKAzJrihbBRHfLfOxNdt1lJImWBR1XPy1zDAmLvHv00GryC0SaokQpfiKIcID8vzHjjoSooeJfGFvwQjxsl/1BQufEEx9eax2OqrD0NiAUCp73fc11YYIew2M657gVfAfOo3pGXJpN/h4oQ8tpM6lcDqYbOlyGgYzVhK60IFIXXN7QWtiMg/DTKblcRi7uHVsmlJAYE65VhPVWhQmLjOLykvcVu9cUPMCiI2Osl7kFX1fQPtNbZbWmXmICiihSG2/H5aG2gPWyyzDyuPP5yjbXzQHiyoOECRozUNyAx6SdlapIHIWBRJYjMxVc1B5ryjkZvUBn9jRhGt2c9wyM3TY+8mehZQQ7tXPiQ8doebF2ZElSfEWiIlt59T+mIlzckykcpGX7GFiM0t+uqHT52leRSTSRgI/XL6xAhPXEeuIx1HmQmkgFTOaH2v/QmEbuz/xUEG7tcvllLJI8zpB7gRQjrAR4IziFjnglDIKSY+199lgdXny9V+8gRBKbWneHbaDa5r+LyhkR+z5vxcrXWFAuigl7856vtZagpCIGpvc4sk1r1y3dTy6r2+L8a692cbwWF8CmgMpixUKl0UK3XlhMfPOAlm604/T0d51E+t/1gbxAYEiAlhaPxSCtpl1gJcwNwgCmqa08++As2rgdqG+DFIM6jM6jH36a4QEQ/Pw0ilzpPx8M81YFF11Agfnm/4Jb55uRJDIxL/zf8fY0ibEaHWH8BnyVeItMxGma1jUiZsffeT63EGyQFqwg5eTFGYfzXUllIcZbUjjLQATUwW1Hn3qwREAbAYBTo2WA/Pio1HrV5fn7/awwUEZQQjeY1ud2itrxAzXL6/11Eoj6WWI0vP8R8RriIxYviPk83XxmshH8mBB5EViuM8oyALtgAABjNBm8AvwBVPhwINYAoCrCE6x+Jh4z/gFraU8m+GP1xHpgHRdJPUERciT11JbYD3o+4Aksd5pDqz6IyjJ6SUBQ4RFAvEFoANmnvGiWfX9ArEL3RO1WJDnAT5kdudv6/wV4wIC+UEgjZh8/ZKrwYjAVoYKGS6ePcFKlvzZEpZZzgUdPC4UNlwIFpXJXz8H/fo2C+2n2XwRAjh2UsEsuCslYrqCst8lGT65IqwkdxkiDuh4byefYllkoktb5twxr1W6XxpQpBQXOkaa96Pt5EHWR7MUew7mI/GuhMRANb6eY9JHR9tQcez2mxiGa+VDoU80j0EpL8bfQKf5Akx+5IPsr/eiMEIKfZrjsBj5rFlBakuflvkBOCMFUd8DIyysqD1uWHuirw7EZJfiZpVSwVhwIDIDqnLEyydHK34V8t7hlVq11uDQIAmE+OtVxtk/J2X/nsEYvUfbsx+CHmuxB16EOZf4nt4bxT9xEdlMvyfJI7r/WxGETOXOP++fOX6miKfkvWNEIRripXZP1zetZPinveuojWDk8Zl+f6/QnMfIrGviNf6+TXz36mSC5fFVxCJ2vk16ev9dXrk17S/riPS/8Ur/FfMrHxC5VgkSKdXh6f0+7X1xTGGI+lXEAhECZM+UefsQCjuXEr6W182vvXNescEMpN3rir1xAXL5BnxRT6RcBUX+KjNe1oZFZf5qiDchp6471xHrRq1xD65sxkkn1xGWsua4iXXX7goOfGmu58ypcPQqCjqupqe17FgoNgo/y/ZcLeA+6bCoy6CoKCBliC1eegRtLhyscseOq45rh0QPG8d8/ctieAqjv5/6qPNC/iOk2uCHFEzYzJcPvuCMZykS3ls2uLrmpiUTN2jOuHw6d81GqwKQbigVl1ZhAqRmryNlF5xl2sC4F5AWTWjtHsVSRpnEh9rcBtS8CYFQpFduN6W0vlKfXm3up0y5da5AJgQBRAUanx4zrlMFH+cjdifN0c1lESArKyvOR8G34U5qECtkkELG7bxyM5ZquLqtbi4i62gjsUT8o0bIej0OdWWTPkXkpaNV22/viIwKeXDku4DvU1bkTiOzHtmTNjFSLvX7Maa/noGmWNge0x7jSDvGIXMjbi9P5fBIMiEeLBX2kmkrQta02XhzTJKVfXIEhYu00c2SPn5EyV/FgmKOtz5Tajt5L34JRoJ2U9ql1PmdIKPBESYkpOWXfGhQRFmS/OIJ8Etk3JYywpa9mMHuL0UKCFW+fD4/OUiN/Te5rQgLkDEZzlgc8Y/GYZmKxsuobTiZlP6yCAKQsN0ofia+Iea86a5ta+tCBTF6INGWaPiqLTIShqUCFXgNMPEpGRPqLPt1nTTTdY69Vsy8mjI9zljmTfQ7y/us7crW2Z3e6iYq4gLiljoaVhGqU7ZyC8kpfbJGqrqA/0PcjbIZkXyQ1t4iDuZJlMOQADxeI3I5h8P/lkXfWSLbadvzM0ER/Bv56F/nKycY1kMDgNgonNCjBDG+diHbUtAf0N2nMi1rmEwpWQk3mNkpY2ymX48n8xl+aXLBTo55lvnnJmZeXxRmK8LXa574ygSps+6ZNb64uCEEtVJkqvrL7LPxIVKQi4l3Abnw6iJa8FMNn8vmF3JMCrdJxqzEX5w9lnku+X4nipBV+PycWxr3SUMiRBCHJJWLa65jmdWGZpL1+EpDg+X5QZnLt/kEVbJe3fEQe5fK+IokwLTs39LAqhmYEJRjSrueAnQyCrVEYZXe6Uj3ln7w0gUiF/vWIx9Llz3PaEVcp9ecMw19YeuEZwQw7bQkM1nc1shECk4iSn3c+Eru+rBrATTCoRAPpVzUPHIhzbvtf7nUfEd/lgtsBbgw1gdRQNgqHog1mep/cBwikNTBGEtTAaE9GX8pL9GrsrTMh3twLZrYLtQnJNenJ+2AvzAXxgFUFmICmfy9t/yX3hA2Crk4UB9X6cTk9MC9pzfbYyRbOebnVpw0BoAoBkQR8R95Lr2TpY/TgZU4JdLXNayU+34+sRwUhNwHJMZwB3MyTfga90Kuv822rhtJ1ue4P3NfqRDvcJojeqpFXJ65NGb4zVRFaqIl1U0bqoj+b5lfXJFfMr6+OKV76wX3+/WDOuPXGeuT7kgC7IAAAX1QZvgL8AVV6CTlei1AheCQVmwIUpVxwZjgUCPE7E8E8iH+Uq84LBGWQHHlbF2SqOOHHNG/nHhSXHbY7Y56FVeKq0kpvA/uGoaHSLmP7zGX0FwbhUPDITBTcV0wuVPQVvufUZ46jWBNC5WCUjjudBnVo2YiMtlrASYfwSwN2NuZ/PIvP4FvsxpYP8RxjF8nMti6jMPZGliJgU8GJaIzLNAuuW4bBlxcP39N9rJCYy/Ayy3j3YP6Eoo8Me9JeQlWBSESAmPqvZ/Kksqb7/DAnCgsjnFw0ZkYfxV/goE6q9d4O9UIjm/BoHQRW3EtxfUeMox6t34wnVozksea+oby1ZQnIiPl+LhGsmONar1YbDNayiLIY48Qv1xG9V1zVrmHfSBWcf885zUX1C/19cbGAitG+++Ii0W+/6L/8RIviK83dwXr5tfIr/Fa9rX+vvXVqReuM8vwpEfriK+M1xEV6FIjHxyv8R8QipV2OXMa44NdcUjZf4qKm1x3rhSTWwl64qtcLNoR2uEvXGSsuka689YvjgRnR398xpbal4KF8Vl/juik5rrECCEXtcVEZfmjKm1xVFJVJFL8ZFEMxGsKDBXXGCeuIlBX5ca2j3yU7XEWLyYQlqvfUYLLmkYileQdcVEGpWk/EAjLSRq4vlZFKs9HBQbnzC9SfoJ0Iy4KTgoIXHpEoN+aRlxEqMuDkeGIhofHF3khAmgXGlnkZKjJNNttttMm3ygUQ2CgxahLePeN1UNzuOZv8Y91QdxDvkDYRhi7JpMoiHadtv5v/j3Xfeta/y0iGoH8s6jiCB+hg+Tc+n2bTeuuqipecigj0fmranMlpC2UPbq/DTA5jwpllhZtTLWIdmffuKqK6rMbCjKOMwHc5Mw+42uVarKamoPsAziA5h6YHbXGJRZVWCgSAU4FQILvh4zpGZCZ9ZZCSSE2TA14n5amsWkpP2x4ggoTwUT22mYh0HIhUWQ4qhtsDJmFbxfHfXuwYYzUz87Roj2ksbUvUwsh13Ad1xIea7km6f64oGwTBVlLjHv5SSmTXFSgovGmQctMi5Ul3FlrmCsFHE7SoGXCx1rkjQVS53nItWbvWX6nBEERQTBb0nJTbxaxQ9wSix/WX3LVLm/BMNApq5fwxcnwRAo4sEpsl4sHJeWsonBUaPtfUgmh7yocn72JBEIokjEYt9FGjCHz8dfT8Ul7M+tiEgWZps4pSQnhUVuQdWLWT7i1xAQEBDyGzkndR3wxDJA+uKCBBcO/lDKJlloNcmVlEAkKCjgxJoFanTcesIRy1cQHkLlo0XRiJyLBnyJxuuKBsGwpLf0nlus9FPiO8xrmBmIBRNRK4yt8bRVwWBUFJXyTu/kvMirxAJSs69pQFgEN8XEhDqtItIZcfJcvyjBqH4JaTVo+HIaedWX4kgTvE2nxemkly+GgmCQIySDI+RomT7bQfavJEvd+PJUH1gwCs4ypjNc0G2oKSoXZ920jTQwvFjXqwaBEshA5C0Ml61JHRr8vHnijZMZH85KUlX4Lo+pzSnF0usv44lRQjWMVFLttn20y+UmN4KS4eZBgkaW0jbyT6NHmi5J6cawRByIBLW+4gt3AZf6JJ9xcirjqER9ipTnC2dzktvJ+3JUGsQCWdw455L/5qrBGE1cy/g1wqUKglE2/K7VYnUn3gIUgCxBABiC4GgLjT3D1I2a6oS2DKaSnRmRPYkkID0oPvuKvrBKc8EMs3zpBeX0Pnq9KA4QZZiqCzP9P2kF4XEDYLrlgO8Y/W3gMx2zgwtHB4oQp3LQhl8+tSpj4+f2XRLipk3+T1SLCoklwqRIjHKpKADT8Muw4FP4PE/vAChTL/+wDfDBsO/5999+AwmudrDlZdongCIfJpPnsgZx4mblnaX4gWQgmhAdEB3EjoovpzwDvg3C0O7ak61UsjpKPmIFkIC6FLFvFFir6uGQQIRWtg1ryUI8eYq5awwN9cZ65onXFeuKl+OBEIH/X31xURrivdXEgjzYsv8IK/kMuWuQIhBFc8SEkXLWLXAg6GImaALwgAAABuVBmgAvwBV3oJdAgeCQ2W2tjXg5CQLjEHzj2bBPA5GVzIyKq7CwZCAjdt+Vc9ZrIQa0NiQpLjveN5jHXOe2EYuRhqwl41g3HjShQj9p3LdU1BaOkSW0Ptltw6jWBzHlOFLuj7RsprDLYuWfOiKYf+/uh/aVJA2CUN6dmONzHpptt/Mvjq4vxX11nIMTiMQZylzUfEEf0iCh/T5vAIYmF1XqoejeRi51D7RF4DINDyKbbaaaadusKQXMIT3NmSdays9nu74EoQU5qNRAzsqywUnBWLfazUXNZrY/DBdVzUKRSrN28mpg78WIvd375AfAlBTFxea39+XW/PkMXhUgcHhS4PdDW673ksl8NIt7eCAWOxzTULymo4ddWMNeIDKpasFATxxpQIhBaRz5xloOS6wYBXGUIzpfxMtSbomyybN+Ahf8a86RCPrBoPnBVsivT0HJfgfXiF2D8pFd9fQylhVk6+yZaldpmH4Cc1KxH9J5Ff0FKiy8jAfw9NTHVQhBmxtjHj+JD9fL4nD8VFDNYRjGGkmDzx5tWGLi7Z/NPrAih3EVTQy8hegz3D+HwytfHorGX4+LjtFhFL4jXs2vrX+vIXX9eCPu7wXrx4QRotffxS9r5NfKCPu/fCgIrvnTXGaxzXGeuKtY5rjvXHXrhLVzXFeuK/iPCi3yRgKCrVPNb9riojXETGNSdHL/FSRAukUlPQto8WfjBcubYO0NtDzGuImFyEqzS8xcoMvmKEAWaRLZjtAmd3JG+5zZKdriJBfmuUkcf62Er1x0SXnxquOoFBWcWZKcd0g17LvRgiYEx9G92rEFL5A1CZiZ8sD3eHRSCQRjHvlwdIkNVFqNN1rItcJRAKOoiXuLEmq2rp9l8NIYYggSKCFLPQxFpJSSLcFfAR7R+rGChUIky4/x4jltpJg1L7HRkw8wR8uByG4+W3zbquLKXyjpoqYI7o3GvOh+Gc3XXHZsuFOdcJGYRkuj1ArujJSNeZSuOTF9GW8oya64gScJlx3y32kYjXIdgm58LbPXF+uaxMuUwsupOW+bOWbw3HXiRYJCYFHlfZUZV84KCO+CjfO7sLyoym/3EfoO0sNND4njdtvFsW68D+JBQR3KRMRrqWnUP/2HFBR6v//KaEJor/6esOoBCh8FEuJOoT/JGsdLA614S0ZVygYRYUyl0sZLJ94sH6gYN5poo3jmxLRlwbghCkVvHmQ/69AlP0LAycA+FMUycPjw5EV5fkCsEgThMblvnphY+Jj4nA+Jz44wBqWQ6WDqwyEms+iXcWxbhxQZWg2GLDNBweRRNG24fqdZeXVKVDNLMiLSb00+Cw43aNcyddlXaPDvNDsbRtBBoDZFwtoyzITrEOir+uKGMb/dqlLiohLmR2yl+XMlzJT5tBGRVn7fzAAPN19x0pKQ4TvowdMaaB8S7ZkJW62UKmuQGAVBZSkIpUDFZ6d3Mo1zAYRAK+LBqI5PJhL8+XxuNFBkg0FJ5YJZ8y3P0Jj8cy+csJrhQ9qFFR5snruWmWmBx+CEWG1jxdIIKPBESDrIhjVup2/iwSiDjPDWWJdJ1JOrL/LFqFBDWQjap1kvdHxzw6Ewptkyj65k3F6zstT7llCJG7muhqBYS0kQjWazWv8v8zD9FMm+sJoEsKX5C8pJdJlDnCTZkGM0Fs5yxl8HBwRCwKBELCmMeHvfr2tUyZinOWKGTVxZKq6CxgV4kDYTz9BfLQXNjaFsyKq0bBRGmShkW7QMillZbMiquoRCmKD4iXO7qmhZ1+Msmn4/gwDIUKCruou3LdtT9su9S0XzIql+WXwS5SItMtpLi0q+Hi76Dft393EkgZaEun1PTJrddYIY4EYis6U9YMSCzgl81tI8StGyHbWE8SMxEunF454Vr8riGy1O+lKsQEbBVJ1llbqmFx3oNZyyt9YmzUtDPrxAZCk5MTVdlLctLfRw+4k0ZhtIQ9lnD7SWZ6moSReGwoR9PdZyRBkHG6WoQc2+i3ts8neSnrWOH4U2Othque/LEomSnoScPYWrSP0bQ0QmPARTH4a19U2lE+X3vRwxnGDcPS+A5vUgzL9MPajkfgX9GfShlLQ7R003j6uL8witRm5X3H3nsAstF5cHRx6GyVLLXNUfm58E/tttZfghjYRlCpfHGSpq1UdIrGjL5NZvWCTuu/BuFwU1nmdVR3PRgqeZ6quOfbbSbl+Wp79jwSiSEuqr+IM8COFwSyYwv4U+501gQQviLLUNfAea+DM7jDVlOuE0Iy8lfa/RHNc3riJWbLbUvxUkVEa4zEchKUl71rjMRqi0n64yybbtVsZ5fipYqI1UR75kYEJR/361xUIKzL5eMmwIa5PSxX8dAF2wAAAGPUGaIC/AFWVwIXnDDP8H3r0wUEd1F7QjQl+yVV0GThQ2a+WzYTvrur7JrQXxM65ZwUEYMb8sV1CtsKmtnBLBZfW7MKZk0PehE9fGsCuLBjBQRezqLQc2DTQbszxvAQZwGWFwUekXWmsX5FXEgEIICi1q58QP9ryiAV82XY0LrPnH8BDDgUFF1MRZq24Mso/gThAIyqrL314ZYLxeci1kIre2Xf/gjLQjU8xr1BH1TYA63QqOaxeLBF4s3NZgnEgnI56RB2uKONedRrCgVsZTst1bce9wz5csTNfxgTGRW9ruBoM8tx19lJONLmjrBIywoS8ftWRFrEq+hzhILKY1hV3O28dqkVYGgNjGCKUkyzQ7eQLhSc2vb33W2MY8FftPpg/Xh5ooJRziCx4NQqMjbXoM4y0PtG0kaqrk2WxNCiJ3mgOe9WDkMzBOtLC0my6ue+BJBKMKHmWuAySYRhtNWPtGyhB5mSkXWBdD8YCmkznrkpG5TyWj74RBCW4/7y+cENb3pfEa+TX+v9f6//BQTd93MioF6+M1/r0bX1r711okWuOvXES64UwRbPTKmuOl+FASy0fc9OlVcLSE3D/HLSrxS38cRlz56Mpl/HAk3a5fHLlrhCMBRNaBzWj2NtdeLCAQ1o2bUN5bDwzpIJ9FccIMM8d41MP8lmH6uPPka4SmCRiUVnGOp+uEsVybNuNt9bHY6jszmct+S3XCVislNmcklDrhSUIF583GSOHnJHH/DAKKMtkqXWW4qf2tDnFlzWsP+1eM9mMXaf6LFBQuSEEKi3oZEAuql3PbzTa0Y5Ajww0LWT5MX2ULgxfLVx0UFMlNnqQoKnV82WOsjS2btcUIMCyspKDNEkqWepLePIGQlfa44sIENfjG9XKaIMZfIEI4MmKYZJSNNfJR8M50jqaMxLGPWh2I5i46yrnpL8VFMVMEayEp68Cjc7ZaD1xmCksuclJSTVgj07yChNUuFllqPXfPDgsro0qq18KfIsc8SMWL9EE6Mq6A8iAR3nw9lRlXhESCMjy35lXgVDgj5slWa5QNLBJzYbCprlC5QVX3fu6rjk5ricKY/7AdvNnAVjzQqrUvyqzauPGHWjRUGpxTgNpJZqY+TcjbyDi6VcGQTChJGuJ7ZPE+L5CLWUzKLcRkJal/CA+NAiFCnB1kHXtUmEy8XvIRfpVXLEjK8unzH5JhFA9uSWTKcvXrvBLLarWS1kr299c4FGFC1BRLohHaXYRpEz3u/hgIhDDx5kS2533l8Ooazjw0FwoU4/v2ZrSSyU++uyxAk9nNw25hxphRc687EhFoZMzgsFBf68EpEbUINPWNtMNks2X49O0wVGklHXFhAuk22X4vbWFRbmEGRkv4IQ2FCYuJ5S5QvNxaRM+y+OG2GwnGhTuSVMmEfJOxW3IrulgdtlZE1x4CUGBSsaH0eMlwZMlyqbJkmMy7eSWMu3y/PKA3BoBFgqCqV0UFD1he0On3QdM5xhIYZ/MvWBIHgMuFMN5ZVzLQfRycuLzkz8svg4CoKgjcWFI0SItm7Qwy93ZnmUeBoBGCqP+y8xBLiNJkeXiv2NYMg2C2CWUYvJ7N3Nd0q4UHgtLpOfPn+UE5UdVqj49cfDII7vZ5msFZpwWkvSlvbWOCsSFIlx9p5sMQR1lsoI0xr3kUKXwYxpQVDwUBkZezDkh1i4llMyXZyUdHlq5MKdQwzpGZuUHiIJxtxI+StHlmj25bdtIMvyAIAN4UjCMIIuWTjZCWtF1Y8xyXYfmjmeNRFV7itK4ifleX7yCGmWbhT6SrJayKtimqoBTGmUR3MtYCQGiDgplsGuyHck4fTssv8PyUM+MqYt501gJ4sgKe0CjGZ5No+YbyzjnNQ6jWAthEg66h7QZSGZmmnk4tsuuLKYEpS3UMlDRuxe8IhkEdZae8MhkNFSJmdRPrf/AwhFX1gQRIUkEnzy/FlEvotfEnqJd/gywbjw1Ec6tn3/QN65dfXWd6x5vXJgqHPXHiz7v/NcRH66wSkXJQ9/fWhk4JatlAfbRoL31zY/KI2MovaKee6TWX7aB6owEUxJYR99c1PTUlOuTEeW8cx1yYIu0r+HLmt/Xh8NIsWuRSF5Y6FKBBWD4LeuEP4U+FFyRAC7YAAA68QZpAL8AXd5wwFegEHPwUBo8PRk5/8ME2mkbRyUhQNRAkCQfHBvBYBtGOGcGAdJNB3x7iL3JJmsEu/yO+U+LHeXy/g22QGfFHrP/zO4X++9yIkXf+zLlU3O+Sqbx/+Rd0r8aauvaHEncPr2gyZv/ceqOSTP0bPLj5vrrH6PXvulVAzphhQ+ZX/mNMLFQvIph4BDw1U8+EzCcqg9sSb0q+bDULn5qDzLBDqabbfza+P+shIDymviBjFz5KDrLaSGmTCCCGZe238CkIOUDgAE8GAwABChcUBYoC8UCwcDf1DZ8eaKYHAAYMBgAPFwcAGcUAXigBYNA1Zf/o5QODGAxx4gAdBYYeFEK8GJY/ngNFfOd551MHPhwRu4YsUMx/k9fhwm7hg8EhhwW2fnyNMn4eJANEsGWpdO6btUj+psPtB+0yMMaKrfqcfttw8SBOhV3TJxyWxFTOacW6qm7Ww0U/6FDFEX/TT/M7i/FR3F6UuYhGZ7FbiRq9OPQafLDd0HJF0th9+Ey0PwE9md1H3VYOApTBSkjEB1P1BOIiRpvwFM50m9Th/RgyvaCrkJF5TS0jiak2Qbs11cVcXj1pE9hKBJmWLm+GNtVLcRtikYvO0GRprss6LaltmF2GPru9YEbW/FZUqlqYvj4df4y9zKm8gd+ZdoNPOi4MnvtI6nRfIOQlh2GxX7fN+94v3TqiI6SYXzH5Ia/LKdqnxk7NLnSp5PuGo1QVdPVhTKh52mdxrF+/pyjNXUK9q64YP6J5/pCZooLutN1sssRlaLiFkPfp10GPZKZZdfjulzEUbOzpGAx5VkQlzV5NuJmzQD1/nciHySr38061ERveLpWEkjb3VqhvLg70QZYjTIW9VTs2bETDrexK4NXhY9merjLd7ujk0h3yRqnDlHS0xe+XU9mNeqInTT+Y8b793uSdS13E2krNIvJMfaJkfaGqg8o1TdMRM9tubvv3k+uzqlXOrXDoOCzXoS/fyhe7/LgHACmDABX1g0ylDSPBg6lQbJN4/d7jIP376VwbPwmYY78afW3NXH7/QJRDpUiobU0IL/9LMG9/u97PmU3x/6oIdJeMtG8jX+3N6j/6ETkj2usuPjTLvp+MPEAAIBUIAAhFilil4osUX8N8ViHBAJ0IAJlili3iixRfwwfd93ECVAcGExSxJ3EA6IB3eeJaEUsT0T3EDoh3WcsTLNpty6XQVeeKYB/4h34c5rcDgcUKHSYpYMNJirBYejWGDbvuIcA4AYOBgAaEpl2Dm9ssWDj+GiECAQp6KeeH0+0badTfxG+6iQRy5yUNg01mwf5EyhhRCS2/5iJTLTSmWhz18w4pTf/7SU+gx5ZFlNP+aP4/qg72YjqW8iBT/bbmVcf9dCNHyUf0DJQEmMcy/8XWNcNe11ImWvpdJ+CcEPp/N+vXxRrCS1oe17I9ntdIE4Icyu4j/9cStlOaSWi9lTa/dYLxivTT5v64fQWliDMvgUlw6XusvkmEodKpouOPD6G1niX6p5BeRxxctT+Noq/TTmlf/9BbFq5SJ2jaPJZKpv3/5C9R9akDddXr3zO/v9+Qt91DXqcSr3iayzKZ+V/+QNFqzZtZ0Cz22/md//KUnV1u/dy0uI7G+23ppzfjEIg8SS3cKKu7CTyPufAva3hiZgM8AoAdtt20zbNcQe7uBRfJIXC5Yvpc2fagNtk60BWWQ3dNTUshHQeL7bfppzXu+7iVXesDcxy0kKc+WA2UWtCQZW142ZbB1THVVOD+jh7IJO3v5ncVe+4iPSgoWfImxG1hio5FjVb7MQV/mV+eknkzPrY0ZnxQMXia0ac371uPpEMroWETJFfTLQcamXwysXHDnj6gbnz0Xs1TN3C1qoZWb3dxfMoutocYip2H2+z5E9UeUHz8puWuAxfYr4+V9Omeyz+KHa0bVtNPTzYr3coqdVqm6If0T3mD+w/lrd8Hv5YWz5dpIs0A+UfQOui1uX9PN1x973J0GUkPZJU+wtLhWNVBdJ8W+Y70Dl7XNHx+NoH1FrRJFp9NOatXFzceDClS5arxvIdZMIKlk3Jhno/TeRNtPjS2N8SodzdVcRB7xipUeVDLmcgnyKGzMnn3qSuYpLLOzNz3T+IwGnH/MIqqiQuImN3S3GmraY33MUa9vOiR5q/EHo7vJK1kx8owf0lz4ldkaCgQacdtutMT2YbneBXF9ySpc2JdvW1EWgOUKm2XW2y7E96hguTLOQgwJEBgUQIR0Wxx+/iXRVjm8f0U6JBJ6lV+cUBzDAwPbJyf/hy+QuGAFALDAFQaJ6Dm7Oztg78fV/h5EAOmTB1uTb99M/ufmNNSjBg6F+ftN8w9xHecoLuTbxlRRqX2Z+mnoMeIgP6LX1tIgoGHZf3+Z3u5COtxWtxFayKX6HgYzlhDbi6JqSQaS2L7h8q/holXkEht15fHw8oBsrwL0dTiXOlN8zFXzvmfW6KtjqJsf30XnHc3knGdsA2Q2NdIhnNWRna9U9I07e/md4j1it3FSL2mJzfQNauZg3lnSo+AveQSD7Q+23uPAUzphZ5oX2eQPj/T7zb94ri91ksukIyx6MuIsu0Y444j4v5pZpoJWOH65uytAdWy8Lm53BXXMD5F/Ns3WN4CDitbSS0v0ozW3NabNWNu9q83B7bVKPUr5gYy7QrU+atZ9cpZZvMf0m5lk73rcXFXXjrIQP8hXYWSHQjGW0tBPLiLkty9CVeRss6+wkaZP9//pJTVv3GIOLrzTTswZ2JuHlTcvau8BrIpZPYkqaDZp/CWXOpEHPoZUDN9tvmiL1AHF3RypW2iGWLmsayjdRYQk8y7wkE3a6yviWEvDb3BDmrWpO7i63FKYk8jsRZttuJmW52H5V7LVqjBzTziL7zdyTkJI4t6BkGRpsQ/uA6eo0UHr28NaC7mVc60dye7k2bqlfazYvhu4lPP222yc/seTAz4IPbEOttxpzf8PB0Ha76TgkICB7TXzf+DwWte/0rx3ogXjv00+b+G+Gh/pZu0O+3WXBGRU23/DiJ/y6ltpJNl06IvTT5v6/5B+/0mc9qI7D322/mp11+roF89/nojLFX6fMlY/X6HSkfLfKQZ7xgwT/ppzLzGvX0YmPNbiUJpG+jyoEnNHr+vXnaHJMJJWWvsS/frUYobpp/TmFf9fpXZTLS2EGxr8tFf0eJaMpncR//WIM0AjqaRn/oLXngO1Sx6U923dH9NPbzP3G/11jH+gPsHehpeG2a2rZaXD8qMvtttw0oE/eTPE4+PvnZr9gUR9a0/TfMsbv3APS4Ge+SYSb3ksOmUjv9cjHMO9x335F2qbqu9q11xfsPEOAP5QKFsTZ2/bVMn28+gauoF27dpK3L8ZG+HRK5hkIroHGX8l/wkAfBQoBYIDg/lQHqJdrBU1AsGYM3+FTsyV2Xwk2YVIgug/gvcfigdQz8E+5xAGGYlJstemLf8KlURzF1jK2oUB4cDgAeIODOUAcvHDeOG/rAgi8KkbN9z1Sa5AwABfA4HAAKcEHBnEA62/Rw3nh2nNOor+cQUQjh7OnpcCbclzhlnYx2B+u305v14V5Ckz2+2nadLOozQgC11PMEqTL52uy/aSf4O1y0HWgdWDsimrv6h6rnC9osf202PRK4tkveVDaTT/mF9SV9/odKu11jXfjwkTdMykfaKh/9PDSiqCsnE2rTMDStNQ4rSadpP7MNYjd41fSrS4VzRKXOjGpwvU8pG26Ue906mveP/pWmmjNlztW1+j5KdLmR3u/fLkz01oS3zZZ/Wd/t/N7vC6/Iiwds2nmw2fuLpc28nH+DkHfSa70nG1n+23N+Mr3fJ978Q58LLIaYYtenn7c3dXfvR0QncuNyXOlbQPeccijLzVU+3Ne/vF3gCV5pZ5lxe1jbVvTMsSLI2NNX1bQHxczPe+7i7915LsozWLg9UMPh0H2LMw+t8j05bkgT5+3w0iARlQD9Btduc1pG2BRF1UOvpurpaHOF/HMyi96u+NXdK46yspEiGWs+RXFyhYtTFtz6xLC6XNV/yJm39cXrp4auslsljWnmNIpr71IuBZ6PwfUJWIm3X3eJdLtI3Zo2DKSOSXQbBCzwddAg1B0zfrWvelJRZs0i0aRUdZLYh2IM2QGqJX4w0oI9yr0zGfLrCMGPyUlZdDGqZuoxz7hUqOalKWisGexeq5h4eaBgyL00+bHFRxpOj6pUaxHuk0owGCeGlAms6Lb/b+2MBmzTj8Hhuggfpa9HDwcaen/4aPJTA4DoBg+hcBlk4MtYuIDogOja1/PEE0JSJxlnjvEHRHfW6hkqRargOgBCcfCvhQ/j4MfPyRRLumI737niLQlIGrlk7L8R0R33nIIJoSkeOiR3EHRB31niLREJHT7iOk31ngLAJP7/1giNdpoDhpgwYXvCpLu93FYHADQwYAwLLy9MuzettuYrxGai+uTvlI/jgWqfGWgTIy6f5pchMeo1Q0iN2lH2tUMOs68OMsNP/ttzM43WPq+lRsvrTzD4P7Xtlomao79PG5VMK14qPrW7FbRQbb2MvLlWavJO0i7yDbiU4Lyr+nNUd3r1WqRNpwMsSaReSsuYwRVRcJPaPzkjmUZhfGAeC/VtdbTPz8UFw2cyRMtha1Z78qUly6afzLcXcHHg+nXNXkHttq2r7XMnkV20aYRbZacUwuLvvflpWWPqPpAbyDtbSJc4Ztlte0eTOzP/Tvulw3liUXt+WKlI/aq2dGYk+yrzPF7uN33ySlzgQWEslcWgx4hQ3Z0Hc97KYmWmn8zg7rcAu4Pk13oDWtaeH976tRPPEy0+3hokQMTdJS9Y8plP+lmNAcUpZUZfDJwavy/TwoCwQDgA8cGaQc3jz8Hft+85wNiA7sUMP4Ndfg9rOSqZN/3niUhFoR0UvbFX/OQQkhBNCDog7iXRRf8Kkd8+FvECyEE0WWIO4qxV8nulxvhmWxXgcA0wGAYcUsUvFWKL6rzxAAiIQAEVClil4osUXzXUd49egtZ+1sdYVK7vt8DBhAODXFsW8VYq/ecoGyBbEdJ8+t4AuyAAABrhBmmAvwBd/hgNc2YVsi+Xi39eygk400FEvdr4sFAh377XeBDKYi68DONV/AQYRL1XgJ0Ji+q6rXgJogKDvXe1lrApCEgUXEuI4Z8PnY8CcIBGXVe3+Cg+ps1a+QeaoVn1tx+tD5wVy5tLyyZE7ybh+svwnEiHEgqy4P+20X+usfjFMkV31iBohhInHiJu1rAlBkKnCk+NSuONWypB9q/Pt3NYVFhBhS58PTZqafTVtAPd5Q0/o7IvTjmXwRjQkJARA0BEDQpLTSTz67NIaYr2XlI+S61gnH4KrtSYgluZLI9CVaPWuPmCktMmuejNsmW2x2UrY6VR51rAhCqBPoz0xyLaPFnSL6wy4p60dYFcMkMLOMNYulVezgj6q58Qr61RgScdajuRvrwVMxkpaFpXg4ECyUqVXG2VfML5Vtm3ukquJXWuLmtJSytImCHEgxKvwUVlsQkFUit+Ld/wUcQOCjwoCyOHImXwUFxA4Ic3eOa+oLPDh93c/n7degkhD66mBRVY15Vx5q+8BgCgG4EAUaVBvGWQ2yUsnNcUA7RwIyTUsh+QXNcmL4qDA3csQgq22kq5AtBRqMkLVWD5jXHAUQiEb34yy1U5FuVzAQI61XQNV3euOwSzkXqjbQzYfSquSPH+ofMsgd2K7/KFASws+bltH0D5GMgd9ox+KjKuogEuc7giQbRsdTtcmCW1HYgheyLS7Bpl2sBkhqgSlaSUMrfaj05CD2uMkXsvxH6KOzLoIK58cCQt7ub5iigpmIrI8yXMvjbUf9T8bZRMr6BeEhhKDjRG4i8isY93D4s7jrKsHIWEQpeSOXt9xFsq+hIspySRlog65quaqWX2sDOFASCgpKTGekPktBlvtAk09WlYrg1fgG3txt6D4v3F4GcYMIra5n28lunQZ7Lg6mndb55BhuI6B4d6X4GMcMvGolXD+0ea8TrcReM2nzVCy27zh8leWMBICyfvlH8DN0JxlCWbcvb4IAhaMSXkFW3h9Pvw8/efLy0FAoUP4ozPwpb+cfIPst5Lu5v4SFy29oz5t+hwIyjHu7PZAQl0n1BSsEWEAQmGPf7XC1BS1NcxLu5KaMH17m+kYKY6126jBupTeYk4qaQP8IOeCoy7MMJykS4cgiVpuC5kBu9s1/bNpF+sBhhwsZwl1IKteM0VQ0KGXnqG9eOXhhkqkURdhGsJChJBhMtz3ScY8O5JxLZki+1sr5fYxDAwwgUZLo+JMOEqWerjVXENkJl6i0JaVsUIKEPPlS+30vRkJTSl8EAQBIFCFoKFKXtdlEkatcXKhosZXmzUu9BrvR9rFBKwhQmL2bKMpE3a1kQvs5uX46MnnGZi6XWXJqUjU3X4oIewwCMSqWVPkXI8+RcxIuSJRDIqriZFyVcC+CMEuHrlK/YARvATaIZN4B5AkAYqCXo7soa9+y+HQnCMbGgl5qJXK/uwAoaAzQRbbiO8lUnu0DYKx/KCXb6Wee3222AFMQHKE4KafEv0bN9a8xqwaBvBLVlF6Rb3b7DgVBDl9rs1xIdouWuNbECSS6O6P2jvBTwiFTBz5maRrDuKKPfE6830q4nQjvBWGwVERrzpkmJRb6wC4CAVJ5WLwHILBLUXWLlN7E+2wAjgBOwVS2fNykZbWcyjXCcaI5b0p5B5uNyso3d5LeuJsnSescP/tF740Em9XPwSaUTztdBYNgovp8968EsxKmky640FgZBJPg+y75fhGE56BZdz37kpdNAw7kWlnfL5QjEwjCIQnxzZk6rbqqcOMt64kQQZxplNzZS9mzMP58B+R6wMXBXyUsIuF5dMphplh2u+sDxwWWo17cf96/y/3d9dAlgo5aDrXG/cPfWAfsH4IBnkgnK+5sykt/iC89/or65IpHfxigvrkL4sXGrkKShKfFiXBTS0X4sSukFdoVFSzBPBIZ3zJrC7CEF3nw+CXOtYIA2CI4K7zGjD7CTR/C60HJB9ZfsLMLkoZQIY75ZAvp1AjWYkJ4uZOyyeymsQLkClP/vw7KSWNAHPPsKaneaiB9kbC56Hk+G/kYLCFHyUMbD/a0GoHOmJJYxPIuwO5MuzEb8XcRiOlUxA7EGo7N1h2fV+G3n0tYtxaXTcQM2WX+JlItc4YMLwGlluPsg/k2IN8gNIy7M8y6xjZE/I5d6g1zIn+715iArtJMK+y3bqQgsz3MlTXcYJyXkL5WvhLWpbEmI31iDfrBxXLsNEvxf79hoERgusn5yJ+CW/D3M9wnWXIs1cI4JdVr1Xxq4QwS7rXtZ+WrQYwQ+65eUJAhK93igR64AqaAAAGgkGagC/AF3r1BIGstjUQVWX/R29fFixD13s6+y3esv4YgazgQxYvzZaHvOyvB4zXqtf69UU79fEC+ahqO7qcv64eQKC6ieZslTX0ilSD1+QexT6VYfc4RvbSy5N7vRlJ8gTCnLg2yGWS1lfcPS54JnpiOa40hxJLe0cfvGS+X4mLMJnBd461ZR1qol31gUgvOCvSauO88lp2S84/WuEcEZOIRl9cfQzatHx/aG2tvHWqr1cbgjKjsq75fQXj58I81KT2bSV15fhPKeUJS2vjzXruYh6pfEgjtHvwy//HG8d9XgaB4KCKrCLCUuPbGugbjhZFSctpJLWo6yNcwCGMLItcyoO480k76uIAqjAV1XNZrfNQ3UlbIz+Ksv/BJDQK+kkpLHwy8jiBgG2SteaCiXEm20fFoWi2Ug5a8JHDBRaDNAkBJDtZHcC3xyQSx1/Pp9rwK48FGTUR2bDY3Nj8FBcKD4kfbcosgs8EnLgWfNrwIxgUEVZqkjdK66Eijdgx5reAgjANIJAoI5aeYkalvrhABkhQFElCXZRbWkH+3qPU6rAmBQagUcU8XyWPNvTquOwWXPk1pTm5iCTSJyIaq+gZggCkVlvaLGWNposYhwC76+SPjnNxJIR1XVAr0jZKn3Y6xSJi9Wke1hkuN0ps5bNsrVfZ7b+SrJojufRLsz4yBRrCtZJnJL31Ab8aXMdRn/Z898ZeBnIDmemnybXKAjxgK/XMsd8a9JSoyrvBXjrW8i0/BcvPbRepVawZigJA4KeMNfQtXgN+ZXVW8GIQChVTQqasHrZa20bKpU9zMqsvgTQ1wpHCInfaMhOyhsl8VjPBF1UqtcZHApOPxH+XHf5FfHEHAtrMSORd99bDEQEuKLPaG2VYGsPYUqGirdx0goGjxZbqLRxItrd7c9vCEBZjAoRuWsi9ii5reSUNWF4jpFLbh7bWAuwoWCUnPLTz7bWBjENjMfVMS9c1HZTB/RvktLrZMRcTW9tIno9aKaa0iS+ccccFgjFjC9b55J3atLhVlhWbSZu/p96wThA7BLddryf5TZJK+bWBADFj/UyWaH3Z64YnBRKa33fvOOZc+Zfivi4KX8YrCtBgYKCUuMJ5cSLkUvgRQ0BBCEXOEMr57OSOSHmgtPrAghLBKae330uQu2sBAh7CklEaRlnj8B7ESLyNT0lDX9rohAU6bLO0GXGTVG4+wudt5J/tfjJn52vUeWtHRmLygu5crGCbD6zcKTDFnKTLbuJJn54/3vo+2sWEiFEU+eg3OgNxYj7n7mjfOTrBcGBZR2F3wdiMllpIPawYDsIFfYezryZLjy4/L/CE+veAhAVIsc8PBhaNVwZCkX/gwMvfF/gkNzYnVda59d+X42NhGN+NBLLfSSZaWVNYaPKCLu02uEdEi+NBFBm98qMq4mde1h0t64ssQWr7T64ucEMxju28w0JDwUlLaoic7n7jfo/xYJztY+vjLQ5BUX+L8EuqOjyZfXG4KTJEyLqfNSkfMK4myGavvAK4GGEQV1MSlzGKeA4y5YlfdrDBYkEPSPT2uNm1xLghvaR6eNcbYIslue54+cFulSd/mXY9XOlBCUL9J/O+hYJOq98Jhi7VGrPvSPqVf34bgu3vsyZPvxAZClouYhx3c2DUQo+ydBEGrbcc1x8piKgUxKuJLCHLbK+QxyYGsquNNBR1rXwxnHkr64uUxHaaarnkfNi1xd9AI4aLraPlp3rQ9iw2fJQZ89Mm/1x5OuFffxKK++4vyFECVJnkuDTnBFrZ1SxAn9HII3fuCIj3LlaxAnBJc+b78MBMMWnEnBZpbP4I0KnTNv3kyhAma6NgzD5/FXjSiiUsb1RL8TEySjJp6RZNHma0m0gbsVtRJXfHfdxIjD0EvxseN2MmGdbGsLjrLqyHELEvTW8BrVOnSvPQ0Zt9k2jiKwv8bisH3WWg21cTn08amrzoWERma8o+T82j1OPIsUgMpFHlrYPS+ERYKxd4ySyD7LZaV4sJZ2HVNXl3YUqI1zJLlrwoRCRmUkWeeh6FtU0DXnkeHvvDuWDvMpfHqNKSYZqqaS2j4Ui0kUfMSmS0G8irqSevBLPYQQvzZqsvoTgmjQwXy3X6LL6g+4eBKSv998LXnFrhjEEy0B6xmPuVSalYVDmIlsGpspl2qe5LsrhTCtCMsW5US4r9MnSbU/60FsEs9xf7l99XxrhLBDc9/j4aBKULvm078+oAu2AAAAbXQZqgL8AXf5w0u0bfrwnWNrwq0Tsv/YfYJOq9rw8LXxr61+iMa9oE57Nd7Ovwx1Nh7adjsKs5tNvrUp9GvwR82HuNB4vhEEIrVTqNc5YJ/NiTCUN+7WG8SLIfP4dnn14qCfmy8dalpvrhOfXFiYy9KXPjpH3s64ny/FxqGylno5yPXF5ek9ce+tjaBJd75a5YoSVUtKSe+eTL/gqgkMeZFX7Yq68JIWQmExYDSmwt1gwGCRALJMJkuI7sGvOFljgNJuqiJ1WDgKAtDAJTKZd1xKqQPeROqwEkGsbNk7YHr9lC/B6fiUHu9pp5LX0i71hwMFh21O2Dl4ewXeWFi5Z+RU2Gku58updYPQhj78DLLFT+ZP5S0No6yjNUcU5yvFCwVlxiTltttlNE0GUmEQVc2pi5mvBGEQxQZqXW9vsc8S2he3txf2j7XxYKPFYhzLQlt+c/MP4WZeCtfQY6QSWlSJBaCUS4SoDPak3Lol2vBUYWIVKrkmG8tXCQoQFKkxXXy5aJbIsz4r9MkX4OgkNqp20AjVSxhVZD3Y92TdC9DM2GLK5lE68ut8w/fjd1ddmZfGVkIuUuRlN6GzT0JJm/O1ZGAiVHkREXtH1OOb/i6x16gj3Q1zeaRVNDDeoIxedjIqXbSytSJ6YqTRHU+31wUIIDbTREc6KwudnCy0Eq2FLZXmV/9ozNMQpHQthfL4hMhRl+bGLqNbpd17soWmMtHbc5DWJKSXfnkoNN72jA50Bhg6gezWN1QHUpf1isHAYlImJeoRfCxfFEK5fyty/1xZTh+S6Bz2Bq3LdlRfioC/vAw5AfPBWqcpFLz6JHZt3J9RWo6zjLQ6/D22V5oMaSfOmkeZNOzpLh3UAw5Acx5Plg610ZdFrgrMN0ENkRdF6iEjkGkDmXOg/GRInkiZZGE7he1XLiyoRll2J7irLvByID9Ajj9IP2xDybIhP8e2UmQitsn2+3ObTb9ZS2CCYfnpLQdd4/hccn+P0Ks5tT+XwajJwkooFchB16i4VfVSpVmXyHoMYwEee8qzXNDQISyEWpz5fkjP8g4KHUmZMzUeXKUSVzWCkLSDKBkIXXcDvNFhGJLFpl9YNQlMMJTeJK4khhr3D7LJMt5LrBiEAbCB2Gy+y/Z2bxtlXEg9EiMPZbm2o/XPQ8hST4lIpUiXnvXeIzkxld3KRWtFZT0FCxhq69o/XIPkshry4/ZfZBeecRVmfYyyvNXD4QGDqwLSxsN9Pr6ulY77T8ICI8RqPdXIPs75YhlkoS8FK9hINclv75+38UKHwes+YkUl8aZXzB0YQmra+sEIQzZiSUXBOKGVbV9oc0QG0kUW123lwZyxqK64oqwYjMKUz5ezuxPdG83z76a/z7DE+Ti+7awQxZR1epF0Wd7jvoIaZZbyfqGCCYVCBBI+Qvwu8f37skQzFeXxp7YmLHcwNBPopeUXVxn7vJ/Q3zxwIahr7B72XxLiZ8E/uQ5e/tZ3P8d4IA8Ckuq8r2lfwoHFo78PAiLM9/IFPwR9o2FV8SCPzYRfzohE13KfmNI21f4sEVVyrPhFE741Sq184i6V0p8euJoEPLR2NcXiKSWkznyuN2UhG29cTgntJO7v++LVzWGYoWGSs13Htn34gInLf5z4Y3Xgp4sEM1FsonXFiwrGmU+q945TNuXS71xOjM1gaDZNWtcfhfKRvJhQU0jX259PtcfghNo35KpfiZQ+GYkEutpK1f41UyrnlVt/CIKSuldbu7XHPiVKr517oE449aZ9/S+UF139o2Qa7GiRXNiyX14MgqFOrPVbafkMTjOWuNSCO0bMw8+94X+riZdaE4QJlto+Xd3KS658I3fsx5l7vxobE5c9JKuE5RctOkYiUl1wqOItz48FBcTztNRz41b5fv9cvOJg42JV9KBABiTpYRwwR33EOT5XTNv1gqDMWLpDPqirMlLJTpDU90cIeOZXzIaHS6hjfNOtiYkJ4ZGWfMNFHwVeL5fi4kpZxlq5Rl3/ryQ0fxmQd/frnwjzkjD4TvKUNNaz/iHC/ricZuUeqqcai3qS/bb6OBbKIM7rR8T3nBZwbsGmdcaUgQ4by0qmRcGnJ9XXjKuI1ykIFPDmVLbiX5OYvcPkIvvkjxcI/AZozpSUols8qxpxYWFz0LS9364k3y0Lig9L8NRz4gVH/cddvt/YIgqYHEeAwQ/ctB4DwOmB+siOiDv9YEgKYVJsQcP0GWVk9oJ/joiTNv9YkJYVuWyrePbLinxai1MTabf6wECMwSz0gnpBLUe2e0dZaqm1gxCGIqmvUbHntmysBEhrBKVhJSXDVps15XLXCWCGF3yvv745CZdGwBdcAAAAcAQZrAL8AXgvnBGHD5+34Tgo6rqvt/YKOq6mwqtfP9gtIa/mxrugH+GQQ93i16Fhc5Avmu7VdM2/XiSBDmpt2mh/z89fMpUZCV8IwZ+YRgrcsMSctNIXd/wcFX3Bv9z2kFy5eRgvFttu1jsuK/Y8GBebH2eot6X+LRK37CZvNlYcC8vkGgsvfw6T1bKe1xc5bv8WUFm82Xc0sho1Ky/JxcaEefEZJ+XKfXKyBK75STXXGiifCImkk00tJK/iSlatb7kNuzy/4JoNIYI0qTWpspVi2Tds+8LDgWE5cW+2YbYvPSSkR1WDYIBUKAq1JeoX7BjsigtlvwMZZBliL1gVAwUg2USaCN5LqIzlCdXiAtnQZg2ORf56hZ+Vvfj/s7fsRTo9x59a64JCIbKkmQ0M3UJvb3C3nBsQGwf/NB5N7Aqxlo8dbC018+tdbBIWMiNi0UPFTsgHXNQ4L1orjTCXkka3AXE+nDwjeeh930wRDY6ZIA6j6dml/DhtaitnlXkTfAj8+nAvSdsxw9oovn0pnrYcx0OJNoK3Ubrmk5WwPF2Q8REuhZprnl3AT18oMOGoVPICTLOiC1U3SfAvdh7Uv/CkYG5dDnu5/aPsv/GYvullxwVecSvE94SPhL/yDhAs24lgC+pjtpGLXt1cgXDAdJzXgXM1KEfiEWQcS5fiHeX4ShoxpgrFyYY3PRdZYNZY/fawlx/tiXe9mCwIgpBepYlL6LskcJIYVSx020lwjaj+zGvc+8IkQKAoVHaOaeXt02WOtbswDbHiOS9l+oKFlCnKSBH+Y6DvfjLEW4YQpJa8nCG/ZfKCgUDKpRshMc3403ToNMWm8eePHzD7Pjhi2HiX8GvL9YRBYWNljOSG1SxNLKkpaH4NffSXxrayGZcIjoYlnUvXy3f+C4PQb/C3M1W3KEUfPczTg5JAy0DWlg3H9x4VzQYqrj5fli4NIMBucZCpIQ3ozb8Lnllcis6OL4ASEJez0yKXbPy/GyiwSBkPBglhDc49tp7nLiX1s45gs3qegR8X2S6Vz2ClTUyeReuWi+N+NawoNGDQ/fqvfWhzp3J1qkPslrUKpMZ0LhXL/rEFB6UXhqV7Uf2pMCt87K/lq5RCBBzVclo9plocjSMrtG36xbBgwUUDEn46kj5fuzlVl+JqMkUqsv/UgJS6pbudDKvhIEIQ30FxQJClIlIu3PmsKigK0EUlGEt9coL4/nsZ66atk0jfSriQQlGUpsOsrKXfBuPdmwko9fyDwpqNG9+Ixjy9ppmqWl3lz7XFygpqGq5uePXgjvCzz0hmMcVxLjLhxp3g3aMsiUeVRrBZYO4f9c9hGPEbQb0q9x/1cpCglnQBj27iHH8a1i/E3Pc/wyV7R7Oo+bU8FPHDIMr355paT5Lz5WwljyRb9tv578gsKe7nv89jbKjaRv2X4mwIUJFKRV65aESgp6V31ziYJZM5aY3GRNl+USediQSlh3JdkGWgtwz7XE4JquR0Hxjfy1hQWUoiEprm9zbD39gk3e5l/liZSaOXL7Y4Efd4mVbCUvw0CK+96cc9BwEJX2+8UTrsMLF5NdqRe/hFSI+ueda1gcRtBqzOSv6TU0iafW2muBcghJafEyrljQQy3fWuLwRbN3y+NdavsSCEtS3ovdc87lz1yj38aCsoMr393SFfDeoas74vk1v+yjHvgo8FUl81DUykzQlJ2fHgnhvLKmjyA0g93pcfsQlpa/BD3azGsH49MFBFJnVqZFVYkXMvfOCsshp933PnzLjRIJLvufEghrf8/BP3c+fwXXIPPjn2s2/PABvz9P4L4/qlNd3xamv/vd8g+l475q255CdHtNs92/gsDOsPBGUt76511z4sl6Tlxeu9csvzxfKCPpDjKLX4I749l2uX8DGExN31nx+AgQysWvyla3rjU1jfOYTGWv6KSTODO4vvBFJa2dd/2tW+4kF4zmo7lIvzPTm3/KNCOeZ8vBipSONo0lrW5fleeNGSW/z6amgi27xn1oti7SM5q5iwzOJsf1xJIRuQ2uwj+E8e4zaZ98vHjyO958PDyki3XE2afMbC1yjRdIeaFYU1bXG2qPLfWFxdgr7nJdIxLLQuPvFMWPHXfqUl0rV+ECi400fzYbJfw1NhAFHNg153+WsFE30EIPNBQkXeWHTz1xmIqCMO0+hW5bwuNzsSLfmfWsKBzBKYeyTB9euWFROdVIk1mS5cWToRelvHymioB4rWzyn2nZVTUqzXGrct6wZjAaghGSTZh7mglWvLUIG9yWGRlkIy0MGWbRIMtMPUf/Sspq09y9sNJ5HAx8zcB7rB7JWYNe45rQuCgEcGLZPz1rrERt9q2tttpLbY16sICMKwjednEX25eqqbU/5fiBQ6qBCfE8Dx+12lAF1wAABt1BmuAvwBeC9n1+DAOO/eqi2m0n/sFt39VKmvizS5a19LWtcWR33frywwJdLSd+YpzabfXm6qW8XzZ4Amxskx5XwRCxwiRBm8wJtRcTqyleK0yr3cVZz0Tf+P0HfUsVPtX5to2vxDoUZc3//oO8hBNeDtQAwe6YX/YXggF8WqajAdD5YNXdMCgqKAx8OcCEVcxpTBQr8X+Ej4S/7DwWBALmwTx8kQ5vwoYg4du68MmFwHSxSwLeVxe+SISWSdfizFJDTR8reX+wZggC4eFlWezXuQlXZSgoLNgID8hkZCeCmzB9TviS1X1zxeXyi7liQSFyT5fElzHCG+vlBHva74k3JYbvMrnsZd6lp5gJbyW79cSRFlo/XPl3dnXLrlrnCIIgxywd9zIqxDvE9briYgEHcEe8NHJ7LykQ8MBoAuLfCqzpy/CQQCkxRgeJrthbeOUaaq5XOck/yW35Ppx4hgsEA2kDtN+NSp6vJbkgUlKgP6TM6+C70/5PXdmKJFHGFtPlGH/p5MMhISCLU7dwvP4Dy+WIxMSCYlvxf55JNlvMBGNcQWCrdAiGbx+8MYoqDB9tbNgqLbGmutScJELuZ1NbN32fkJPLyDLb50HgUkG2YppZ9MZ4xWEKppfLr/ew0CUg9YB2TK7WeHamwT68aNBNwFFbo6mvsv/HYJOFXzaIBwVF/5Iox+EPWviAWE4IzOge0ZvyS+jbWPDQ4QCXLZHPUVMzynB7d9nVhmqceIICqGopoAo377tstRXO28lNRL9rGEwS+7y50QHtNHazI6HltM1xLCS59C7P5Woa+syUZPTszyzbuvDPzCGizTfgmf8vhYR4iPpPorjGWZtNR1i/ARRlp9+8YoLgVc9Vka8z1ysrtQ1227232UGA3Ru4U+Jvr7tPJfUJvz4bjXs/4VBICkjLJeEqpRRXszKmtK5bvrECwTMFfo92duzhJ52Csudv21xYOQiaCb0BgM/kPur5yucFUIbkn2M6nG1gMK/EmQLldza540KFfPQudnpFjQ1JYiePZw1PKwF9S5lFrnUMExYaWGzUth5l4UAWpoubTb9cXCgYgU/TUqPuE7LBRyVkL9zm1P65cF/mxYS/kZ3xV/5gyU5dlwSoWIT0Y/XWXT6nHxkxaV6woJwpJBpnykn0o2yVsuppjWmBGEAr4nY77uOtG4k7GuJ0T2uJAviV7L4eyxsSCKjMRe61y+ufBKUJcLdeL+93Fc5yvOLvdbPgizXpRrEGxe9m7Xx8EeTbv7EG8uAof6+N9KJy00Zb/gsktBlsloWj7vvrlCzBDPw++X55Y2NCZM+NSXy+Y9zzhDD2WfyXeYi/XE+X4mWLCokENohvv8WIu/MNL1jC2C0u4JO8S0MCtvILG3Hpv/Hmn3d7nzjn07Ztl8nrBTZLu72hv38vLBLnzd+OZfiv0QiGq+CUuej/e1w+CQEu3nB/2SK3454bI7aX6oEh82NP1olz5FTroavfCa3+NPj/aPrVXBoIBDq7lVriZV+fEgi57xfEglpbtNP5lxIkEVb+1+vvEDVffjB4SPezw4NMr94kEO1STrrBR56k1P/zghqPNHjmti85K+XZN8osFEtH3fTq87OEwz1NSMC6l/NFdTLHVZN8lBcdffrloOst2VppptNttyfvLgIDP84IqrxhL8J/Ekn/ric/D5+nbvJIPWJh4ZhnlpFd897XzyhimKs9/wVBNEMYV96wvnUXppYvWDXy/OXxr1c9mvXXH4aly79NrX9YIsj1vwJYZV/AQ4fBbd/MRJkTrlCIId73+P+PRU6r2ZF95hMHHgnFKr3Lk9wa5RxRdIWqdLKSl+e4QiwUXPjcnAlPUzMx7XL/Em5y7Vcspc9v8osIXsg9T5qNkOLyNWWVcs6vrZ6CG7tT0GSzePg1/MJQmkq4kXF3zDdlW2nXOEDBCbF8N6ZHlrBj2S658XLPuWsbzriQ+GgV1zYvlvOTA4yaxa8NSxv3+zQebhUg/4oJsvLI6DkeZFyaLf9YwMYVIJNgV8oCjzxNTOeY/Qc9LLDkclKHjiJBrsyUZ3/mFcV/Xk22Gf29Mx6mg1OYQfCN52DvtHm1zWflz0f6D7Uh9ptan2ZfXBQ+TgVISkZcAMbbnmI23FzuP+7XNSKN0eG9GChyXGfMk+XttzPyX/1kHnjIb5zjHaPBR7M9A0py2LyDLHuKWje8f0cblTR9foe3L0ibMoxWG+4ax2TpXgOxBOTpUKSraOD8kDGa017KHkS2Xf8xECyd/7qRU17RVV6ZyQHGmgoqIfesaLKs5NBul/SigXh0SWFnz89YEMMB4QILyUfcNH5TDz01Vg24iCXmWSnTe9+OpgC7IAAABudBmwAvwBeC+JpckSg52v17Xrr6LfUnhw+qxcmp/9eq8xuCPeK8SCAWKAdU5YrbJYk8ge6pYrfgr+j1rKvIhcPk0GUo+26YX9OMJcPvEAigmBGQYa7CRCTm90CQElGGM17m/FggFlgIDrmjcUEz2XL/lBAMBACPMuQf2ZP6+TKfBL/GC7zeAK0zFlfkv+QNMEAKBQNX78ZiF7ua+gUTkhwufVNNvJOo3wTAq4uB7JoLETwB/96j1oy33LjmsHIIkQKTYJ4U7JuKTGkmkrve+Xtl8Pggw3GQUWdV5Hqmy/a41MWUda/UHSzmlX9Rutj6V/Af2NDqg76LuHxAa024JBFbht4Iwhy4IvtlcfKj4fFmvR67lBJd/vILLSrl+fBYWcVzZdxr3XP656BF3fvYte+LWLL/qHIKNIuW7z7lrQSD4WJ4caasQQYhstoE7H2YZ7sB19KSaSHfeua8gnHwwz66v6jNtp3hQ5BB4dyDrR6fFOg24K3LVqaCmEK8s+0+Tvl/mWo1lNPp5vwpVhRHokneTZcMM0Ax7RevQvrJxJuBK4IX95TY6Qey/YudhBgprS4r5Lt9DnHH2A2glRLvtYliWMlOLiyfkWKX+eBH4avdfl/PKWJBLMPOQYvOO/b2FASmZf3FFTBEtXOf8QvuFASyimR/OHctj1YNpqzXyi6RZ4VHYuPLf8FAnhQfNzNdMgUrw9MTc5eX8UEChCIBbyjJYAvj1fccWKGw3qXuEFy7H6p5fOSd8lkkx8+p8viDJSxI/dtzYM5e+5yVfQyIRYA4/VO3AS9llPPI9o5Lxj34g4yhZpRCdq9LlrqCXT1811QaUXL5Tpkc47vqYKHesKrbNb7fHL4iOyzjC34ySYb9dnBiwdn5DR9rCUzBTPbHGTzOyV3y0vk+sTQNokSJBV6FJV+el3tvOCgwJAqQGbwvUS5QahmPJeUc+7efUk8vg3CUXCQwcEyKouMESePXOCcaLhfxf1a65ZQUQ6aRjIYkaFPJOsoesC3yxqFHrmfL8s8WxIIi7jTR3zDSordxiP+bGTB8dAh7CZ7pxuUZpQC3GV2fZt+sosKhoIkLnlmw3h/8s99cSMQLfGvHNP2+IJDpd9pJO7u+L4ohrAPn9P4zXOigiOMeUe+svxdcpOB72TSNYIDzEI9fWxIVglsuXJr3be3HitLBCMqZc/xeuJlBaU5yUeeWOxrEHN1y4LZR69N+N84LoTmgS7l77jhFeJEfo+Ygn5ARCB3rz5l6ROkTK+Re8ULBFENjfS3fL9z8vxYJeeq4PyNzWPE4i6iOKYtzER/rQvBDbd7ZfZfjQpMXlyYe4+Qrve9h2fXcT8oIr2h/2HghqRHXhIE+k5cafffN41Uuq6G53mI4+/aRKMXg3wTgEDppNW98EFgikpJY3pFm1d9/9Dtl5CWbf67vBn1Pk3p+2V310G97Ucm2mbUkmy751jnoWCHeqdVx+e5pJE3/EhrScuFT59bbb8SjRa4+J39kPu9csI7+EVhi8ETIcEl3undbOUSis8QJDUme59I+4KeUNYx7p14qxV9cThWzCW1kz06FsW8S6KvrvDM5IeaOvy7SrYn1xOQl7OuJ1y1y6Jl8Si/NcXr3s78t9sEPd5x2L1+vsvy/Dp4v2Xaf14a+USWM+/XLP6Fgo8b/HNuo7O+PH+K7u+bjjKsNC7+JFE3dV5flnnn1z2a7/FhUE13z45bmLL8vCsWGLv5s9NrVr+hKxysQoNrR/R/n1wiFjgs6N2tLIaDU+vawKQLR8FGzk1qOeVtK70WX+LipwxK5kdtbE1Y7vg7Rt+uLiQh4cv5t7RDeNlmuLKuegR5qNBmQWuLlBRS3kA6Ogq1zn64lsxMt64sLGCVclrvfOPE/OtfYvkly3voehdctjkdFDMS9AjiHH9QedAiKJF3MXguer+L6CpETw1Fgv96iXLSCycdBEZWQH6yPSyrs/+/B4HA8TDoi6EKEWeZ5dGaW1C8A0ajuRHH7yB0QMB+TRb9YsLCQqCknVVE6LNUFNLGGxZa4cC4kKRj3KqbDUR5sccfRbt5cXo1vpmUawEaMAWJxuD7J8t+Aoiq0Cty0Y8pZQGA2OXW/l/CjATZAFeKD/AvapyXOvE5WnBSX+7Oqdsu/WJEkQzy3jXqgne44dMpELMrmFkUU4fWxINBgYl4XLQEgXjh6U5YHHhSwcYJlw8BFwoy2mf4JwwFI56eovSX6LWj1bJf76y/LNGRgIeSYXLQWeWX0q1gQV+Q5DgDpm5b1sJ4g19lsbLNupKtQc50tWu5qC7mrB4JxEPm+KtlXdfD9tSVa/WAsgthUoYYGLOyUBpZPGpnLAj/03gB4MqWzf+gVPrgCpYAAAAZxQZsgL8AXjyglDDvnzlTW86JlS8Elfa+17X6LF+CibGvRqVZ+GOpMyZKnJpN/69eDYxhRB+Hs3g+PqUv+w8g8LMAa2uep/Jfl9ggGAg1BRLfRiq45pWBIOYfwFNWKsfai7zRcOe6XxHeQXxt8XTvFgiFggBVwfEijOXMba+LXjoJMafHbiX/FhiGFcAuJ+/48EAYLwIRFn4AjpzzEQ5zzO8XfG/hI/OvEQXk4CogoWgKL3zfum/CR+H3+KBACqCE3cG13Nnj+GhGWBRe3V+SyXFQZVi+kCYbaSCI8vOSzNawHeUt8O5SUhOa18+nNfgkCsOqZB1JlTxbSxpU7f58SmmusLggOwS0Gd/0YC+1B2sSHMFXM/NWJRcmcE3sfzL/jQwC8UCguG8t82GvKnxIb5cgCgNwRCXs8Epds66vXG5D7vwQjwn3SvNkv33go1WTGf3gnG/Hrll+N7wXV76o8xr9cx4chzeq0jasZ/L8cOFVJl8HISCkflBTHiyvalIzssUeKZyQfZb2voEvH9ETNFkZbDiDTEX4EO1o+XwSSwXQUiQU7dS0chaAdl9M/av/WxKjIY84jaahG+NbBrvxBlunxbC/9gstBmDNMBOiBNt95a5+8dJFtrMVHFyC5R7lz+wpZnHj3lP3yg18oNdq4l9m+JBTd3uyScwu/yKX2FAW/GGh/R+FV9S72eXOX/hAEbNHXxKu0T/DZ+Kwn56KjD+Fn+CleIFFNj2neggMCDgWk5qC60buX2I/BUXlbHtuLYzuPNHbeMElO9V9YnjujdzXkL0+spWxFFkmcffy0rRXCN8g8SzjPMBH6xDLVtc5PmgmKWRxinvHcm53oEgaIBbpShXvOLgtx/BVh/hcMAvIIwEnCYXSrx6RgUyux/VNXFvXOJFgorqDayRGWdlT64kZFyYq7MRw2Q1lTaMq5WPGigQi+246y/XKhAK8a9ykr+A29UPqokFBhcNFlKmjUirZOs1p3u9hIERgU1Nh99mfMmkSAt9ZfhCT3JhJfkIc0GWz+NeuJlN1Wtnwh5LfPfdqsF42TL8vLO+O+6yC8EXzwd8WPhSWX6tXfribBKUE+jYOHfdxXEzqz0LXP9L7XFDxJ6/FNusKxxUXGQTrkjkI9l/731XxD1xdvJdZfOJsEWUEUv76071soZgu57QOTNxes/ooJN39vnl+JWGOEaxhxxgV93d58EOBZ98c8PGBXXcxsUo/O+QG5j0vQYCm0lnvufMJLgNfr4QHX51befPfJrFrqdFfL+12vfEq+uLvXf86/PsK8Vuld/fFW3S84ZjzRV19KTfnP+cupZtarl/n1yRqv8aisK4tfuCnEiQ1kzjyaTf65/40EJDU5EdVsSLn18mp94IRMaCHmpfxhwR8d939jwQ2jZv86ua7wS3z4lv3wj1qMUZazwQKs2l1+/5URvn+J18q95BoSKXO79eQoIefHfL8fcuiZa7l1xeGy3Z1LtNP78GYVDd31TTTNv8WNPIspm2qpsu/i/jQR6tX1rDK5fEiT0lrtA4xE5lpE1m/XEtnIuXU/78bBRw1qZ+7SkJFTfxYubA2alUaurR5HWFTsysvoS2TErmMv8bmQvuWB5Wjz1xJWCe7/JLD4kJY/7kA/KP1kqCOU6Ul5eYoR8144yXETR5pRx1uJYQ3WOgQL8xe5CVa9WQlo/kGllp+IHi+2bOC2l640eEC7r8vlCDEveDvMQEpsF1y3Idnc41lHjwFtYFARgq9WUYguBs1XcH6fHimAoueO+tjgVDwoaQt0EM5O4SEqvNt9PyMzupv/8kXOsVwxKNsHuVkxZcdaAsx1tynvkqJqf9Y0LArINhs/F8qrMN1jQa4pWmvZc6Uzbtl3rASYgDGwpCJ4Et98mGgS3DXz31ZlTwEugTkVcYaqnA4k4lHNUNGgEnD4I6tlc6yfpDxIoTEAIlh8u01NMT7S9kCG+Z5OWP2uQ0GdHy/PCQG0PECYICLRmH0h+DyvOvFAz8p9E7366szTt1/YE8UHShssjMJnw88pALfcGfY6eJ3vUu0Ef9YTGCjM4aCeX/zKD8vgtCUJ+QwHXND88vlCY4IwQQQAl2+Kwusr7ImsBfBHBKS3Ks0PsLrK7HWgi9YDICeCW7r2TyCc0taycPkR1WDMmCW742XTuHXNBLaCLNYHriCiWg88RmWKK8AwVuhb5W1LPpHQEoRAFSwAAAaSQZtAL8AVv4YBFzSwHjI8sDkGImWTL+Dblzf5x6jDvWtw0N1Ngh590mUX9bLwZrx0OHwCR+vYeE4i5ZKP8ExfsrxoJBYwNmmTaZI9PvK0KPBXdAYMfPVe55Zf+CQDeCAWRIyyFlu746+M/DAnASQw0kvwQeDNSzOb/HwG/g2cvS8NBEEYl98bWlgkO73y14TEAiJqbO1+f6mm038vifLLRf/u/BQXNQ1NWkya8GRhYQkJBuZnZLYe1RUyvYcOCAEvB1YUex4sLBqOZfggFAg9ynH9ZAROHivbn5c4e8l/IvTZvWwTKCqwjQeMxD+XW817GXwmCASCAyJZD03l9ggGAg7EZ7HiUZGn0Bqbliq/a5184bglLZZ32fy2Xa8aJgsrML4A2myI35J6S+YGAaCRhQUkH18PCMIdwLSFem9EC9PziV1LZQ8rOxvMhDCfTHiR1fL8izyhQ62V8UXLbx3Hi5+QDt/2tPCFYzdZh5zYv7gZt9+MQv5fMCaCIpbEfuDzpri76OEf32GQWAiNVyEjq1glBRgwi68mBY+33w5uftcFY4EfmxH7xIlCYPl1+XqbPCIKJr65Li1xesXxoW5iKWNNCpoYl3T/xa4fEr3jDHr82tvRc4oK6kzNRqzTj441p+sF4SKRWFeMQi5SWUiB/MvJ7eLBwI0E4IpYbsZPVYYCEgkeL1suJyA8opkv1xNAhzGz12Evy3fr5d8rCAIicl5IpfBH44OsEksh9l2PwUbnw6jEOdMgUeYTwCjlOZL/hKhxBnCbr0EgVHADqoi41+S03p08yx7zHq5LzqMvyE9a5ZQU3cgULg3cpKK8sHPnBTMBD5q+IGFUtfg3+21nKX6KFC8bLtwNH4xAhv/5pGHzSwHQYCHGdc++cKccGba1VBZeUG04Zv/33f0UFXekOjHT93GVSjXcoKNlucGP8vjl8OQOAlMBTFiL6psE8gjkpnfMvzxowEQbCWuJERZJMwtJBZtAbf2cWXCX3XOkcl4k3gkeoqsGQgtryanYoFPJIXWlNR1NzoLIElVXf5CnRvy/Lyy67BP+dEc9CVc1s4VKCo96OeOlf2ufCkNabzARk9cpNtO9p/nBLmkUew3DCI4Cz8ZvbRdds4JMuVjnzrmPwSbvi+lugnfzb7JBVuSX1vUY94PiARTkg6eqOfXEyhnE8Ox9o+t16Eo2r/Eghzy8xrGifXPKCK5cZvxzL8bK+KkHjgq58/xIQ4o+R+fEhDC+sp4kEvcgNfvGFYYDOC7q0q7+CAI68ewxfBA7kH+H0EI/9om3sXEAjmGuOzmY1hwwSKCjlzh9BCGJxmr28WdhQFfNq9lYWSF4/KyyetIKQt/yE3DIy3J9f8uX//5VKs+VYvQlYnVca6weyr2X5eW1c8YJWL5+nV/CQvzDQRlXfH9nx7RP+CtcnqpYnVM5Yb57dT63S+T9Zw++LXt8TLrnh1EMgS+b+uGtif0VYlPlVvl18eIJBN83W++d9eQi5fF/Hgk8OwQmP48xXR/Hi172ET+y7T/xJr31+S79e/lOCLu6ZLny/8XEo+XxMG7+bL/Y9C+uLHkBQK2a8Tphl9ceOOwUcG5kQqRl2H97jnxJM2Tg3xKxb+cXJHfhnRXLKW0/rECbBJ5b7XLgons5xaBDloYjvvEwiLBRHiIMelmAfprxfEgsmvmw2Zb5U1/8oKJMJKqupzPeNgotVMhn6dH2hufayxy+oOs0KwVX8IfG8fzZHI60/41Ny1OiaGeP/rBwgsJGk/aPEzHNFmS9w+ihfWAstbcmk1OfayhIIMb4W6MpB6xf4TYYtPMySUC5jh3Af9aCmCGE9QNIM9y6h1GsD+YFsKR/QpspXR8nPbP5KCJLLctl+FgEWbkBKTVT2Lz7fgK0gU5J8aITKYiLDLXYNtwyrNYyDcouLMc2+eSI01YNX6X55UGAmFgUZGFkmtERKSXlTXFgTRAIOE3usiA6kA6fmXMkb5J/HTMGbS7/L8UC8QPdglkkl1KSgRqxzM86awjBUgQnJKnbfmdNYhcH1ArFEwBIyMeX/P1QOwviBHuCtywr5Y9D56ooXwVW0V+PhbV+bS7ARFub8HoyvLf06rjQIgsFmUirbWlmOTJKvYZ3T13IOC65aOZh3cf/X65qUlrR+DlEkDAFdPyfjLYGLnLp/7BCFNj7ItLbQtvpe+YOqcsPeYK3LLfEXrGAhggBLLlwhDbuVZkh1MiOpPtoIsDEf3BJ6RP6KrcsVX4AVLAAAAZBQZtgL8AVsvYIBYKAH25ZCMt0Ie6AOqcs8f6rD4EgMUgy3Cflov5TJ9pLB1DHRvhPdzWv59KZk/S88k5V/LqQMaw4XgCUoZRMT/i/wkfkv+wQGBBr6FiFAOu1R2WQlyfpfAkAmgkh9qCtMvbXsEAJITMeHnMmRvw2XAIfALgq/DQQuWgqCXWFf/AakPYZPQ2LXxp6pi3/8OUktubWvRf3nwW3fnxZ9+fHP59bdOHDYJ9wAYPAkClYVAH4Rm5wF6N7Jf4YEhrBabDZllRYg0WQjJ6d/GEvmDASkth7Ljh981LKHyXr5Up75nFsZvHwopaXexVPX6bgMCFFmrYJ5RFK+enL/Kngu3e73cy/IiI6KFDno5QGNffwkMjLQZljcXuBvY/UTvm9uW2tB6w6KI7ueYz854WTdOI6bmct9tJ718iMSpeXxIY2jQQkVsgety39l/wX+Cx+DQSYXgHranoNrG10n6WQMCQYBaC02HZ6sM3avv28Rx9QGJyE20eRBqv+k79URiAwMOE3xylph3yiI81vPnniGJq1ldhKSTBlpd71vhDJLH5z7vy+I92Cqj3Nflo/dtaD0oV9603giUp5sS/jBEevm/KGAqaIXWuqQfwi3PXHsSCiaYjmq4Aph4sShLiX5/iyeb84kFGS9Jd8v8TOzglqamqv7XE2Cjmst5blB7YJN15fGgotPz5U7eQSG9zZ+CacIzc4SPysLRYaXApUvhMdJeE+Q+UZJnrRcRdy5CknR3jCzBPaRrbf2wXXmAmeR/trnUIQQauf+932flCHMLmBefKR7622Um7vWy69l8mSLYkdL+770vYQRP6w2sVw7qSr2Qr56/8MQv3J2AnbuO9aFwUrGI6nhuP25RuNrgn8OG4A40oyhh/G1rwpC4rCbqJiobirU38VfhlH8npJCgRTeOEgFwURnN/WH9nT3h7hdbx75CF9KJ+SiUXWNdgq2nyge+ezkn1z3l+clxEFt3P/JL5rnOUnd62dwRzg0wN3Fd2WlvyFXx9Al2qV0vzfKwh4ZIMFC6mycXNmqyZWuUYhcQcEYamxWWL4+XnCB85MpLcGMaWNbc86XW1lxlo8vxPCEUESEvg9YTBtlxG/xwJYx5lzOai98iOx8qL2X58UW1Y1jsmsilPf+kTa5SRGNte4yW+uf+UJ4e1fRv9FNnBV5fiavLeviDgjvvDPZSkPf7ornyAhrzz/ghLZzmkIJ+Y5lJz+k2zz79Y5rm1fSUfFl7vyCdd4JLvsa4n9lX4rRZ9bdouHxYJSPut7+0CTl4aBcKOeYSCPpE1Gbl4UMp0RevIFvwV2muk/OYvl+CMoWSJfw+dXy//giqv3ygkrrG+LPidNH1KJIm2vKiRzvUqzryfpf/xPzvu/v4tFuehq16L2sFaUEr1Zrn8vsoRF3foWGr7y+02237/P79tpfqlOv5QSdVi/OQqsnn1ttNPykJdx/19iyghuXPF7OCUr3lp4PiQXXd9TQ4tfS96E6+UEVV++NBNy05IWPn1XE+xf4KKrqvF8Ilqv2f4k4lSbb+DjEF32QSCQVi0TPGuLmDPSSy20zb9coNShDJl3f43p0LXLL9/Fq+uck29+y/EmyX16QqSyZkm/XLYvz7jzRQflFeWnD36/nBH02W+3likCO1gY6Hs8WQEchs1z0Oms7FKDrchYIW8eX8NfBKZONSFrPV/OMrFl8GhWYYcMQW0cNolI/GeGK2EBUFslnhZkvU6tcVgqJBeUtdjPq6SWWX4UDo4GI8QER9WqtVORe+X4QAUehaGEGJU95BndeS68BPwW0jXuS1cSjmtlAkiRcxJ9JT0uuUBiBoFHVUaqveccNPhb5mNVExZGlSYezoGqZPnOKTOsYCqYKPMANxw60tMW6wWIInG7PrC8ptJgnAxcfJHbVuaXMipMDLx1RWiXXWyBYQGYWyucsrUnf/+3FLg+L4Jggb5DUgOraG5WDsMgrh67jGcsY3Pp3t4FRjXjKWsc/8vgQMokeDYoupLmzOU9zibnoC7ZUPmlYMxodOEas8+OCPyuCjePQ9KrrwnGZMXDmTZZMfTbvd6wLAgkFfLe3A3OWJBlO4YrdCrcWX4TjwmsEu7pO/HNYLSgiCAjy0OS4L0b/XgPhg0AVJAAAAY5QZuAL8AVqX/xQYFgi4I94A1M5YdPNSMBy/5wQIEBRAMtqFO52/wQPhf75wQLFrxUWWXMsb69sXDuWR02vLSnhMuZEoDFKlV8G8F5f9Bph7L/BATXkBAHcHtcxHyEnPTr5jRd6xYIGhHLR4MV4Oab5f9Agh4GHgSAISXvwIPBmpZh8IS0APgvdP+X/CYYYaBRHmJZ8mQnfFsNYIy4BXrbj45r7Q2L7PjUxb/7gu3usl+rdE6Tw2XLZbi5tT9Lw8hYqS+Ei7717xw6GAU8GK9SlOE9VV815sc3k2C7VmrWNtF/t8oagl3RkufPsv2JZys4KSvOSHSJKTYXE+v8ucu7azMyVjXe5Qe/zsFW7vpc1d/fhx5t6KIDAeECPZm/YeVuW/HugDqnLDcn2588Xw+wG6mnXqbkLh24QLHyQkGD8BVlh0bLCRtXLSK/wy5L2awRGjPBj3uaxBcFR0E81XNfmvkv97hDHGdwEJfnw5frbKcTlGX2kt/KI2h4fHILjEaPxPXO2OK+R8PBcRkGJR78fDQLH1hAlgqyjTvh73KA5f3wwFRHTD6Givl6w75i2OzX+Xx47jJAUWYd+7MXy15Q2coW2A3AVsns8BZRrZ9DVf4vXEy+MEorHxIJKMYa/MfEn5+mbf5BIYyXkuqgIgH4L4fBRx1hSwkci2jTUev/3hcIespMcXc89yXjDG6y6BLdlksuWWic1iCi6I2XzFf9aKyjyh6Bj98g8Uex3fWi1vshwplF7U9Hn3feisOcSWcA4YggXUEpLvtfG9Ir8fCtp3JeWlfPq9eMgohhMy+lVXDr83EWflE477BP4cJgX2oXwxiiZcc76+MDQiCPeAJqjsgXh/EQRa4Pv4hS/MMDokQVJ9N/XcBKny5uPCd/t/rvcuP1ylghnwhLz658ERCFn3+U196ynsEZQ1PxaPdhL4ospXKCHxztmtPXL2UEu5Qbu+3pqVGXQYDRAI61R7Di1/GH8nl8EIrhSKBcZakhJm+uLHnBHNRdKumCMuAmU5Pz4vYkXjXu7PL8TEnCALouDBLw6WdRCSGteX7HIJQpBFVLY6hL5Q0Jqkkv263b8p51HxVt9c+fmPtn7dd4N8uvtEf2VXPlDxZoEAfhiersEWmv22zVrlbJvfsoIsOkKYeVvr5Vhilk0RhSrosc9xMme74Jy/jNfzGJtPXxKvriaV99hYoJfJmTMc+XTwpWtnl+L+/McEh3cuP2Tvo4IzWlsb7KcFHd3uk57E1W+q1QkIS1iNcWiuaX/lXmXsOdVKjL0022/hvqpUZF0upl3/iz1STFtP5fjeT6wTd3d9z4lfBcoIZoLw3mE+oIarwQWLk1c1z61rnz19M22671g1/8pr36wSX1c6v5URz5QSxLDvhpAeOe2I+EVupZp5dfbBLoIIeA5c4KD6CE3PlEeXCArvX2CUsIpjRj596zt8saSt/nBHxxfsv/PGglkxdcl+PnBJd9/KPBHlpvrr1+jdl/5ZQUFyXyX77Xu43z0fvIWDfEFBGIJn7XDeCijJdyX7tcTIK8lv3+L7RbeivIIt0juIFgo6W+ea/DHlNdK3eYsTl/Z24kFHLIoB5bg8okEeWm+uWXXE+X+ffxIkV5cw37+CzjPoekScmou8zCq86ClV1WqrEGBnRjW3PeReTBziYIsF1nq9eGoJfCK57w0c6ejzXll+UKDBBxTRMtcIWO+amqpdqsDy8b1UbL9ANUpSfPISvU2p/y/CAkdFykJEYSZL4CRsIeHawxfml6qVZ2j7/AT7BYRV3SVnc17muUIIXelkzrkA+DgURj001Jiy1F4kJBQ+bDZjTJ1DpKG7HZLqSfwqzXCgkWGPCLwCIZdc/T+sLkCQgE0LWUXAjTZ8P/ll9oV+D54EYQDoJAliOLPEJNoXqyxcp5ey/E6YxiyB7LGo89fIY0aXvXhESC2e+7gNZd0lXr67oKFlmOMu1GGTrZj3t24s38BIFBVPvnxwd6PpeSi3y/KJJmGAq3uQZPBl6qQjN9YWCYCYDJTOfJyVYIRIRBAOpRaSP06PgENs2aaP/wkYMlEIh8rj/qEG5/wIVBMLELAFBSGXO/P1QbF+qHDXy/gIgKeIMB4u0Axl08e3izbfn/AEvwAAAFaEGboC/AFar0GBYJoLvLcatyxVMhf4cCvBEPSMImO/mbyCwGlM52d9Mu/Ggg3kmBBrFAgCLJy5l/yhwIAgFw9f6cNfgypW4gNjcBELxKRXvnr+CX1jBcX/0GNeSCcIcEe8Td1/axYIKBLBq/fnH5ce3HYIBJYedG+OtHQINYoEFiIF/UEGSrbyCc2AFsdOec4pfGhjkwnIFnPMJ17mftgUl1Pr1BJ1X34IwjVfvoElZs9Rf+JwR3f8V4KMeq/jHirPw5w9lpi5NJv/Dct3UZlC4tie+vPc4t/l/xxg0jDITjzsPSbZecLFhXg6qTQf+PJZ762rBId32y/y2oycke+E9U5dG/e9Yor6zHwUbkOblzb5QoVFuRAzaDai5GXvCjgJ1q5rtMKZ0VxkMtOKXPvlh8y+mQINygiEAWxjRgcSjlrZmsn6+QFAI2J8BCWm35+2LcFj0OIEATZF6FlsfHJFvETwXcAf90Ub3f7WSQoJC8bauayvy+UTL4LtxkgW4Idvv/fOEIdQuS0CHecvj5El+UA1y697YI73uJfq/BEQ8WZtvKUNwznXBA9bZEt+h5a6/1zS+hIk63fm3sSuY+J+JXt+SiCxnd6MLJrEiNwgy/5jsuffR3uGokOtl0RzXPghLlHzDTispf0XXafo4IZ49jxMEe5AJd2seaJBKTJi6mxzXoSGKMEm52f58Rr+bWwUF/8VNApuez8v45zTAlJwRlPEhCTq1HRFeLHDYIRKj/+8vWj4LZgk/MlkvY15YI5rIW5hXKivuUJVlPIXSTy+ayy4nwqtnOB38Tvyd3YKwfB8o+/IvuFHLs9HP56m3hQQzEx1PjxQIhBMF9jXKR7+cWVYEpcpnlvDGWl/nlvXggML3FQYT6dtmZflimMJBFUTpnTebSv+CETu7n3l8ExZ/BF3f/o4Je77vmPFidd2r/OvfKCaMFl1Xf+34gSCOWT7DlEgj82ONBQQiMOFIJDuXL8Vvj0ff7bcu/EYXfez/BO+Trby/PLx5zOPTJvXKX4RKCItWDSY33YKLlIvu+wrWJJ3R+cXnhd6tdHWLfEyqZeT9o8KeJBJelk7pKUi6IRcQrCRh409Wz7/WwhnI+TW//EeRfrHNcRovfKsXs58XSJv+JPfpi3/nPKn0za3X2c+H826260L1x1SaufF/r8VXEr2qBTwzrdz5an345wWLQjVOq5/L9y++rXHv4tX9EVh5/wREDrh3jnuE5wJnhHSJ624IAUTGwCPjqv/bWoZByt/oE/ngEnl1974Pldq2Hzq3xOuJiVy8x1Y+J1/8/y1UIwdL0UFFchrLqxtZQTyL7XDGbw7qK8JiTYS8HVEOby5C/F659YNc2ErlM7jxH/EgupX5o26EhfohETLfLEgkKfM2f8IMFd8aaOGTNE4uTOy/eThuG/Tlz3DgwH/L+oxVB1uCKGnjO4FPi3hSFGbHu9dkgkJh6f4/jWKESr2X4oOiAuLQkklrXkCAKqri9QN641Kf28J4QZtR/0AUELgmu54xM0lxzWVsJC5rSZxaSJcBy/8dCQuq6Ml9c8oJy8CjyjXur9riA7BVJgc//5TSylkzxl8OmHrC0LFTflHnZwWY+v6fZNiO+X6Ffg9w2g1sATtYPCrp8BbCY/P8v4RG4UYTN6gco2ouH1Yx79diRJuUfBv9waBEQUMste0Wj+X4+rnH3o5CTqUk++utYtcfgovJe6+1oWHyCzTX3cebJfhNBWWFgWc+m0bL9cG9Fp5dOeZ8f75fsOL4EJYOwjiIO2AhemeChc6UU5btzWFwjiLuP+7lItI1iBeQz5SNYQG5LluFjF8MBk4Aulh8r8p7+P6hAbn/AEvQAAAXkQZvAL8ATfWYPcAVMwzQr8m/x+uHRBCRiPtAwYuYumX47LwZ+HBvAECQinE5L8X+CL9ivQcFjANNGIpzSGjt77B7FwoLTNQxBcBixiL6P14hGNgdpl/DY3AFgbBypfMMNaePEBv4JS7Zjl4KJvDSGHL/DBQwIgvJgOuUsbaiBGuZcfufw2yfQaCuNp4T+r49o8APa7g6+OvWr8yBdFytW/d7a0Hmw8d3wl9MJ97j741tIvZqfoSDgKiKPovwly18avjsWv1w02GfLgiiS+Oe/eR8Fxf/DAjL+QNMISB3wCR+vYCKU3C4s1BkeURoBA/yTwH9fh1lHp1jwQUFYQW9hj7Pu36qTfGPd/l+TlnCIuS2WYlvucZl/CMpbHw6ynD27ZPc/HR0fJ9JQ8gcJ4aMP5tBnX8O6b3lDCDAJTBAufSd+/lMi/Zf8eEBIQWL84VhiLZLfv11E5f+wo1KqXwSEzYsVl/DCCSJFiqSlEUfXhUcSM7/3iTSoS5rlZxF8pLNflKO7uOgQsHu79Z3Y6Yfv1uUG7nGa/1qV7xbIGA7feAPJmU55Fw97v4/BCfG9/L4IfCQbhkQ6wPOa+vt3bryYKy/kCEIa4ZfIIoT3UZmvyvXEyo/Zf7l33eu7BFvfvI/MxO7W779hIERWg0v0lh9l9hAN/y/6CxZxBjDQYS/mcJBE3PEs9aVaPi6K/khfz/EgovuSr9+oR6985KIRtYQsQWTPeJEDUCsu5ufPEOO99ZyMr2l9F36OCnA+vdxcw73u55Sq57KuX2riX0/l+UEl5AJbWnKPyXu/y/sQiefQYuOb5APwOI7xcVf/lE4LWerBOX/xUxgBcla3GfX6qw0JohseWay2IILy5Wn9omY+1c+UFZXlPGBQ2Cj3vdxWy2Ce973mF7KveqsPOveqJCPFjASiK1F9ctfYYyl6hayPNOuQsffrwgES8Ce5PH1ynKj9rthYN8Gq95ilhvAfy/QoUlJ6S5qL/faP8+dYt9RK9usI/idJTSrB8oI964fKuId1gy/LXmvv9FjnkaJlBOT6TxH/FkBDZva2a4gGxQzLnpU3l1ObU9MUGN7N9OOdIu5tNtc8uuf3iXEhnkuvplvrZ8EO78xvozJL/8/sT9gjnx9KvYcLhpdpxEqzxn/+VGY8d1kMpy99Mm/YQ/IMH/f6oX2b/YvyBruMrzS0k6dvVWsc+dY58SpVnzrBVRq984cu/HO2XdM26tU68qsNWrjoTBeufWnXiVj/f5r36S7z1pSf/YISFofOLylNDw00WfOUoI/DSA8y1rKCso3NsBvwy8tW5g7LzDo4IO5QbhHOBIgdyOMBvu4y6e/rJPBTjgaBKA7tw0mph9CmfxCX+/BJd191CJM13viR1ffFgjufPLwWT1z63/lBGTkuLXz9R6xzVcq9WzlE7v0eDfEcv+OyoR8y/zvIWkS/hMi18qweYqnFriW/lNkvr7WWv175wSWiX5Vk6+OF8tq+tecppMy3y17Xkwc+CKGMVIXePOLeGEGDnrbjn/rBCcyDdcwxzFtttxfWIFShWjm5sOTuzlTFv+tipgWZh5+YibdxdL7XGUzExetjpQS4jhdxcLVsztcoTMCvcTXJ+Ns1vaaR5s7X2CiuTD+ksWsp/Wi0CzwUb5mYnXKkp7L8YpBoXYJYngMU0ezFzpl9lG2wlBMUpWX1XAdZfPFfg9fhQUSQGkNAcT2pHT57vONGExpO+Fml58+o98d965xUEPmtcxric18t1suXltehaua4uVYtc5WC6kzdp94Nce0CgmCvqRDpzzKCc3A2FH/wLTfLhl8IkUKGCiEawdRLLgcTU4WUCAXwiEBy8kYHg4dJtAO05asFIRwS3cD7KeHT4+PxEM3vyLeC4wYCIUvzt93RjLQDK8PWbg4qg6qRtJQQixIuHBnQxRy2VvyIZa605qGIJwGpQqxwMg7d7u7QGzgwwBY+GelmX3v6l2TfyfejgRAKMMQwCXg1pMzUKD/DQJ5gTOXm1L/74QgCXYAAAAXsQZvgL8ATcX/wYBAwIB+mBMudDiolvIrwJ4QFiILvLXi65Z+DaXx25f+HAuGBcDk/w5d8tAHacsfOX/HhjFiSPJzOGwVPl0+AIoxK3V+eDLEBgWaWQT1czTlJ4Cyj1A/aNTiflecgYgdpSkB6H+HgXA1XzGQnPrfa/tn2q0Dg5l/aPtfDQs47Gt+eOzDeWHF/8ECFn4ELXZNGvS5IjsMDeBzAm4JusuzHXup+eR8rjv37d6+mOvVh/JCs1UC+7pHT6/0f7KC4ukWuX8nXwXSWu776xyIwrdL8PElu1+EGsXrYYwRDNBB6w4a8ScNiQKpOan1/DuWwXF/wdBEGwkWTjsZGduw2rY8ND4KpGoRg1JA2UN7U3f562WH76/8ueZhISPNdxLd/Zd62CLtP1PSIGAqIgVfF3+rhnQx8qIN4B5f8NigRxPAaKZNvz9ME6deOVa0vnpfQIxuTPX4JPCL0osv4ahBBEJIVF6CDKYGPwny/Pad6wlr0XL5ZLPOCQr7sOVhLNLu1vsV+gT4An+iaX597vDaw3lBKI6YHuahs/a20kbMf92vWCpeJCWX+ELNLlUEl+gqUzN9J17Ph93f+Q4Iyu+xrE3Ju+Xx1ltTXch/8oTory08vyiMsoId797LvsIDgS2Q637zW+55BwgzS9YbPcWgR6mpVzLxKO/yk7vy1zHxOvCPxJQWXfU2Zs8XpAkIai5wIHiCdVfgiPMafy8hwSZP5KvKiZjX/2CPnsbbnMv5biGy8ueUE0sb93cX0zghu+5+Jvd3d9/KqU3icQIIzXNHy/NxRThPjfZcSPb8r1gnL/4qL8OPAC6V24vvf1giDIVCQgmPNjJtqzP2CEXkklDjb5QkUEJnf6uVeY1u2r65/L7p3QIyvTdKPnBF5oMfqXfOsXSCSwjxYoFIhRfNhshKVLlXOirswU5NXkvdwsXx6U1J2YFapd2+PiQxwsyo82ypxnv/KuWskoxe3h6SErUmK0v6DQlV18fNHW3Vy7rLTXctZS64RwQ8O5bffFRJ7/0zbyCfR3dfo/z+6udJ761Yy/MEZqwTF/N8pJ765v5aXUpyxOvza1WCBygpu9z5/Lb62X+zXPnXxbvd/L1IrnkEqwrJOU5YPs7Y9+T3/6RsuwgKXwk/WTll3jEhwIoaeHol+9IEslkvh95n99AnLpPwRbgitckq4a5G/lDfNeL6STbepUROvP8/698T9ghLu/asmVX+JWoLlsLatrk1i/C3VcLPty2kmn/bBDvdj5a0NBESX7/YIY6SO3I81klYYnhgxOo4E2C7ghK5Lb/zhzw0gPFTLv6Xzl4wB1+dW3oXO4yRIt/E/OCHu8Hy669Lv8qxdgIUMqVKr9/uDflVz2UFBJs9Vi8Kx0fX4fQQn9JLl8N/sEUvBJ3B3+J/KVkGFyBAJrlBJPsNxJu+8QjFWL7BDyWYjmOo9csn1/LOiRaW/0UMFXaL/ippnsnmf8rDFpeST67LPueybe6/so/74OX4aQIiPq/gkgurHgoclkl9rlsFmylmks2PzOrWx1lnx5jfjAV6tVXB+S7axoyViA9+n8ogFWL7skxWl8XxArJfntqufBRrVZqey/5Rw4YHNlXumI79dhVAn481TmT5oOa0KiwyeOtSIdFjB7LSP6/rFoaKG0trPOprMCspZde7X71fl/IieD16iCBUkAMLUzjuv8qBxPavL3jvf/xIKKr1DrFqSMhxL4oTKYoLIKOqKzfafeDzFrHNcTglrrNeVN88aFMuP5abni1J7+LL4wTc8pph7OPVxtgumGOfNpS2XwsLxp2JMSCYtme8BfOfccFvoKwmIMEgW1hB3ujKxignf5n/fwhgQFlLiKpuDFTgTBRg4Zc8BJOzB0pywOqMzXhCHDhAmpL/TZYorTwfuljPT0fXEhE4u4vGPQs5I5KvD7DHD2WKDNUdaShRj5LtG3742LBXLl3tDg7HjwE18/FsmoRW0F3SLL4ZbQwIChwjwrlQL3XM6ml8QODIkCFebNMv+oQbn/AEuwAAABQJBmgAvwBNy8oYy/6DDDQsFB7BMtzO4u81n14lq5rxyFxwjOJHiAkQbvSrtfhs/AcmJyKr89fx7sGBf/HBAxcJPneX/YYhg4pf2z30GARcHskB2vOadAUqBL2ki0hN1Ay8+RDm+nMv/DBgxvBOIynwgefcjV44QbdfFBB8JRIbkLiw88hzkjkr9Mt36xWVe9sFhe7vvd7taCzYVFdmBdzA3kHkg+wsDVgq+8yYQguXYsMAvJwCjkjmBIXNQVXTe78b7yekkgVHN4koY/Gfgh/lzXcoIT58Rp17L5c9l3f7BPaf3fvMEASku+HYWXbL7CX4ISZmVNq9O8ImBGJwzCtT2vjWJeuX9eES9zdr0U5G5dS/6xdYI+q9S+g54ITN4HKP8CYzw0v4SRjRmseILEEMNJct6fzgizXuUvtFYVyrr8E3d54bjykpjjf+G2CoU6Yy+yZLSWdRryrz68UgRl1mm8FRf1xBPjgTaFFiDdmf15hIISol39N3uYl8Ed32NdphK7vu7+UEe93Faea7/sly6/Wsu+wgEkbvHkBRUma1V/lR8Qr0172JXKnyin8q/N8siJHK6Dh3Lux8lt/t8uffUQiZh2cFBRuM8+Pfj+HlBJvfsvvOn71iRdrWt65aXLeSxwKC7kAm46RuZfjllwSCHS3y/J2Vnrl1L/gjLjJERP3QTl/80WThxQCkv71NTeKiUE+CPxYXe5c84cPkmW3PntNvXLaNFvnIdeZed3kv2VFzGu8EMl74taf7f4Ir7xO9TAhvvDHZlOiKsaIkCplXyWGtK5Jodcfn0aNfW2UaCiTF2pLvrXBJ3fLXG2rGuU0tJI9OslfQjL/8aGRN58X2ja31z/iio3dRPyq489Ku+iG9ifb6wSHfVvlNXcE71N/BBdV823q/zVqnwUQvl3Lnv8m9OX/j4tX+XWVYIcl7n2f8+lN/nXLfIjgiy/xDUgWvPfd9fm6/jQTRhf7TwOHl+f5UTx8viGiufmllpEX6+19r355Vn9o+18X8vdAhvW52pO76VeriVquJPX5LbwYc4jyZzZ4s9fbN/yLDEn9f/quIfBOS9xuc2yu9FLOBFHSIw15Vvl880jTXt7Oji8PoIT88OiCy+E7ghPPr7+7L/8qlWfEq58mnli170JreDdXxK99go5pZSSURVn4LSctTU/tcqiIfQQngb2ZFv76GwQlLR+Ofa91Gr3yvcgK7oYSFXNMwx72cotct/Lr5RdVd9x/yXmgosx5rqiSq5voTNWYlrFxEEcOP/8oOn4xPD6er3qEEbW3L/zzgi8t5jW1Q2qzDB79GtIxHOqnNrX1oRkzf7GAuMGz30eTO9mBLJhshozrRH6e3yRAJfHtgtTGN5Tt/2uUa8v8SUZGa43BB8N+1XmoancW0/l+Zki4kExdZ3rfsv0EY9UC6afgM3zU/rL5ZIrwerGGxBADe6MvK9kzHEeckQD14QEi48RHZ6hy+f0UExTW+kOeX9riZy7s9c50rnxILs1+pqYzWMPeX5Y//FwSGeEgqfQRrsuzLL85UYUjAv4aFlBVTG8gBYwfOZY8OTnCA3P9iMH+UQTgIi2m/P8IR5MnYc5voPJkeURF00ky/4QZYAt50nH/rw2JBRvMSd/ll9C7nCRQUHdy0fmP+ObMmuxcWItAs0s7HoBlD3SXynlEowQBTd/cg+YZh1bQ3Ky+FRQ77EgXxZ5dYMYAl2AAAFIEGaIC/AE2l/8QEDBzhv6qx4MBYq1FD/eO+xgEgdyxwU0t0r+IDB6+Y0Y1JvYUBRH2hQ18zKFgiEMpHenN/ljjUA7rwFW1RdsYYGC+FDFh2TkD6DA0ONlc4Y8oYDJpl6sfLpTPbcCUWFefMd9N3VfKZLvJ7tGeWEgy4rZ6iZInDc+8YGMMF4S1PXATKmC508e386UEt2waX8kLQtBZ4BZ0mbObBxflWMn6RQgKwgWywj8+q+Gdv14f+LOCI8c3cBO3lRO/lJJ/6IYf5eFKp8fCALvBP+nsg+O7/Zf8K+CzzeBC12XgiEphI0NxgX9RGqjYwQQeamTv5CiDrAmX6T9/8xx5xtrfdA3tbdZC2+43utaCd3KDd8gK873pdwT/D6Gle3d3d8ICBiwNvnFDYJ0ZPl/xIjKJx70m8EZ+ajll/9IOEH6eBtbMbwXw/vHSwibVdMfta+ERwSPnle+vtWPv7BDJfc+X7pfKysJ31+IFBsy1WTCD+Wq9lRWIKl8VvjA2EAX++YagEf75aM2eX6E/BEfJeKRbdq2/ZQRXmA9qqKLvZ3iSMUc2X4RNOvftHi0N+OVM6XtovfEnq2Xf/L3Cay6BaEfCJTeb14aYWkv5LlneMzbLzIx/8nttigkEQhIW+q+dFy9vqMZtxtl2dWNdlZCn/8vy+699gk3kAmvtSp7kzZy+zeUoTJMvksGKLngoL/4hhyCBuRng3r+57rGC98clfb1tauazldX+X5wSFjQeuxrbded+dcNpIl5fIE/nRe+WubXlLrl0Kyp8wKCi5MHGV2RB7cr78RBHKZo+/yHE3oMG//k+v+1vr4lEv86xz7+/Fcv88bG/KvfL1q/l/goLz45c/zwrXPBO/JBCThN1hPXxojXz/llx+X+uJRY+uXRHvv56J9tf6L3z9SHr5tT2/J9JXO8EfP7/IeqabTf+RYq5QRWd7n2pU6sEN63KuRe7wRV3i6z19tU+pfIJV8v8WuIry5lv1gsXWrNcR/E/El1qu1c+JEZ4cgifPqYnCEsDpe1718z8z1mcocLPDUta/uvBT4/KvC80PvlRIvl+fwdEVt/Ll/4TKEQqdG+klfrR90ib16Z/fJqf5UZqy/Jg3xH0wTwiWDPnc2DXuYtYRDIIYLpQNgi72Q0PVbKDXKCZDuEXwQIPKcCDoabTIIDny72vgluft4fQQnl1Fgknl+08MyeNOr+d+ymyfr8Xorlv6wLIz1xwmL4Yy3Nj/sFFRpl4p7UqvbDclP6mm4///wdF+jE/zfI17WhGSeP6GAkqt+3jWQR8zELkyX2b8TkutohKHXL6+wUTYMe7KL/PZgVnfcJpQJGGnanFDqGfwtWeoatL+jTNm9s9/GoKSZ7rXbSJOU32X0dL4PckEpAIFq/P6emPJL1c1gjGhUeHKSW/IlN/rnOg0epCWrZd/+J8onL8Ta2O58j22j3Nif4kERGld8PlXLL/xYZYJI4yiaccD98vnOLhUcOQL+H4SoMZJmLEgN++fvmSjhF/4yygEabMz28OD/IODQgAiVtY4KgZ0LB1Z/gLYDWT5/l8OCAhh6UPcHsDT2d2uu757sjBYVBH8Va1rzIvvGnCQkEfwH9zRfXE/zgh3fFrlGwScZJII5dTzJ5ygs8ETxpRotAKDSGaKisXPpg96iRywr5Z9YfFUImouEMWtLpU1/hbAhZwgTAie7P1hzglMcblPNivllvi0A6m0fWsh8RdniI/y+JwsMirKCD88v8g6AIWgAAASGQZpAL8ATaX/kBJMCDDl908gQEEjVAcLWLRTV/hK5eHCAaj6rBUEKBKTAWm5yJ+ftNMbwYoLhDyhJ8ZLl4/4SFw/Mif73YDFeCQedlO5YGC9BAxYSeW9YoIKCLNIJ9O/biXwkEIS8QSAl0uPv5mq0ifd4sCAIKID7fggea/hirnb3txEoQEECMufRMkTeKBB3bm/XNeoKCu3wSD1AEddMRooWr0YvIIy/haEOCfiZKq17zjGWED7f1tbKa/29f+R1oIGND8Kp25L/hHwWP1DheALt4kLvS8I9zhI/Kxxo4Om4MV67APgDqqFTOZ1fX8qVWRPl5f+y0L7eVWrvv1ovoIBfpiBR4h3bPKCkxtHfFkKdKQ019C+/BdchLzZcr0SK/PXNpt9F/8hDEH6bpbxU8Ik5oFl11Xjxhiu/SihFKx8qsfOSMR1P31Prbyd38/tAkPjAENuZPfICge79emCMQP5fcAqXxG+KleVTHQ4GsTlR21ouCW+9xX91GCL6RQs7x/1mu/J9ehkvrshdaKWCa5AJcgEv6l9AhJu1WsXJV9/ZvDOjy9MSuHcIrLv1XJ5KxZfJFm9cvUh3f8qJ33+CLeO+Z9q/39+36avvxvfiVr0wzsQfGpVsPHu4vy8tC4Ccv/mQY8Ah/Tn0APlXyOw1XHO/reQK8AnbpJ49lqvkHVt17f0r76tY5pKxIRJjvv7fmso95VfWXgh3f3ovy9V4s+vwz1Nhx56jrXjX1TX67IJ1yqiZfW8PMWj1z6G8B/f63/OJYePvcfpYygRaa3Mvygk90T1erv9MhNp+jrkqfKCEuWl68EMve875a8NT4+vppn3BM/r+vPzH8mp167Xl/BFum8c6ROtX61Z8WCPq1cbMKyff8Mxqv6omY9PWEDChbPu/fqbxYjosOXfVNNNP0uRS931nxzi0Tfr4R+U+C0fRbjSJuXiQRXXYeL+VEcgvWM+v+hI1XvwRcJeMFkr/Qqnj4EJQNjMnxAkvM8ZLfZSrfonqdYHXEvJ/WL+Xj+/U4I/NKLrXOEnw50+D79o/bw3sElamzL8ps2L516DpZhSYiECwdc/8bnOJFizR1etZfvvLJIkTZ3ts+lOLwSFeQCcvKf0wR3S4tcluu+oRBJh775dZuS9JQQfy79s0aaP34lrG39r0HT8yESzDa95+S0d6ym5M11hqkl5jaJsf1lJJriJT4NW2/rm9cQLglM1JjMn/taxALuA26o8YaGEm1+YhpjHmqr4gOQUFJSXCT2jcMupqlbykBEW94tckXl/spxKDk1rfD6ZP1niPkwd3kwInun+MTJay+zF5ilqjIcsi7GV7xBfnRWNeLgorvzfsv4RECRA5BImUkAKDpXmIoJdGfxWHL/QZKAO6mYB3eHqEG5/wfvwwIBEbAOH99PUNaxh33ixMS6wkfkZ4+u1+XfkYLi6N9V7WY4k6xaylEMWa4A0WqZnhicrGJOWFblpfcaI8kOz6tJfQ7AhF+ECF8hMB1Tlit+rBUXBDAFtkOJM+qednXFrnd8eaHkq08mTPZAh3wBCsAAAEZEGaYC/AEuF/8KBAwIOCt41eF5eVv2EC/4ajhBssQjrD+wgIJg0LNTQJXWdfW0VQfQQ9hIk5Je8rQQPXymRz3r3FyWNU4nvUZW1LeGkvF2BgvYQCXgBDq20nfQe1JgV3wgggevjjV+/mhkpI9j5NGJfr0w1PRnt9mp9+ggIMEjKKaK+FXOTYKeggbDuWqNdYbPwEjiVnUc9fx7sWvikd8v4ShDEFFWlGF4XCAk5Asn58eX78MfUvPZh++cxSFb37fuOyGn5l51u76yBCXX8Fj8IFMQdLQsgk6eZXecwoSC00sMcI/wb0SyC7v9vy3WXf2a79fbu9qqeM+MCojwzLO6WyH8yQX0GBKpo+lznOVf4I9ztWJTP3ReteiBiNenj91SuwFOf4SPDiXxQuugWmXWebH1jRA0iOx6PpyBTCfaapXtZNe6jjXd/st967l1mqCQvHSyi1jReQVz3xOCpLxByrxwxxsx4hE7ywVCXf3fJ6dcrVzXbf4JLvsfZr71tlZbv9Frk8XBEatWMvrtSgjKaA57+9P2Xw9WfqJBJXf9ZIJr34ey0+140Y6r9kOXvtm1uslS9YJoc/U/e7nWQiTK+rqs5V/bNvkORfyalfWaEfmrFwUP0JBR5ZCHj6+VX2XN/v7N3OS5oQvb3vbfX2rn361uvX0r0uVvL9yzfUSCiYi/Nfr1CO7ubDYj8Dlpo9L0esTSkR8bMeT+uvDZd3OL8dp/PvrRI5r4Ifn7RvKNvbBOWGIIT3u511Sa1BQX8k3yeubyav89VmJqqWNz/r2+J1YVnsXtctYK5f1wk1yf1+JE/La5JzCea/L7dX96Iw1q5W2svlgvzVIjr56+TU9Vr3aq58SCLLvFl/l8TKBsbnC5gRez8Xy/xPYY7lAxwJw3Bkly6Qt/J9fsEfh27XdRO8ssuPzhCT5eV3d/nBdy5o3sfqVK5fT+JWK6v0WDd+R61wVcZwQPgdF2RLsAj92/9dMjmu6BIIKSMRPfFrZ8FBQ7ei+D8bZJO/LzGvwhzD6CEG1/gnfPC/5XuWuvJdL5WuY8SVWPElWObxtiQRRLj8c/BITD2W4vJBGXJZsKs+QIXqqrrTpXrBysiwQwD/udnj/c80ElcN/drkwXXzUWjNn34J8F6PVzX/ejZfCJhxpchlX82XyGIWTHa1uce8mJVhDgow79YaQT1Jst1e+KF3UZ05y460fohSuuNemuSXz1YVniJKIf9weYmGsKNsusd7/L6z5LI0lJjAXHRdchNeviUV9cmvZf7iZ9Zheta/Lfa84mpjVUn+yhKSyXrd+cgwhL71Aq0PvZqEzF6PV/4iGSgC7ysYE7X24/FD4x3/B+tvBKYd8t9EsaGAfGc3+h3GXMvrmiJvGIvRfsEhXfi1908I3BIbArnQK+Wy3qWCUuOMjTC4G9VAz9xeP+OdjMCEsJExAglwMoz6lS2uHVtBpd0pfElGOEIQfFyO5V13rHNYd4JeBB/fj4dhhPfL5YoR8AQtAAADt0GagC/AEUeUOcd8DPzeASP17V8cLFAPTZ6k72Us8RZ8ONNaDrxi6yicAZBiZNnzx5f8JQxMTJnscI4HRI1EeJeeBP7WevesWENcsvwgMCHlu/WYIe8IiYwF3DS43MDQ7loaSoCu43lPwAKZNeubBguXhLl/KEGOzil+5UsfOieffk/SrjFEC/FZyW6TyfrhN8oS8+T5yeuQEBgh4gRxBj3hFz32by76xQQZTUCN/4b4AixXxjmW705xnvCJuYtfEISxrHRYgQbjRdaO8jl8eIrsxyx/lCV93f8vy1yGvvepRAZMDmBt8EHxrzUfqsbgsflZpTQH8RnhVf2Cbw3BsXV5XvRepfhH2X3IJor19u+9bEUHjeX4Yl1z582P8PIln38zqubwSHzYrWX/uY0+13kWjN4oSU57/utP5Vc+X5QRd3YIvxgsT+T6zeILZsAv03TwVLzeoQ+9f6VPR+13/Kvfd1FEy7eT9SqUu2SrWvZSlyy7i6qJV+iVi3xMvk+U1drEy8vU1d77vuM7X26fbmy/vL4J39lJk2qlRX+UuXEu+5VfX/2r/ZufK7+Jp8k3yZPuuN/fxIISZqGzteF/sQCiNebfGvJct8XkrBJyo7/qnXTJvP1TqnTdlop+X5qrrngqXTq/l1Vfaxb+eahlWCxGv9/LRX9JYupV1S5sxb2vOiV3nr6Zt6qfVtu/9dU+7+eDHLBJfdysIz8pPb/veS/k+WCPwSfNKcvvL/ty13fZiLkvUSsc01yhISfPuteyTX6jwQ93foHfJ63yR8hekN5+eDfUQIsjh97/spb1+LI5jZ7F3iykgg4Nafl//PWS2v60xI/77jwRlW8gtfKrm/lXvLrZPCcEZM+hsy3Zf+VQWFJf5KDXqflvewT31pPFYy/rmQK+q6Tu+dsv/8HJfoQvRIPEKug0Wb6tNn2vJqdbJsgY9/swJOkYi3nQKOYiYjcxGg3Mv1fghIps/nswnlvGPdZF7hMrfNTVZfpyuw5nA8hfMW5d/XaSv0lB35MA1rOXL8Ut5KKJzb6rX/nEhu770000/4g/y+iq+tfWTfiZCbQ4Xd5u4caHl77F4P1+IjLJM0yjzn5E/1KBXPmbeei8WJCEOckK401bfrs29faK/kKCaXPanORa5RKDBrtGjDjVgWSOdqZ7mrw3gT99FrDGxWBCL5oQiRAsQINNUDDM+pTkeOJEgX58qxxc2P++xgKQWX3QYqV+iXLeVpqLSmvxaaaHgyJvBlek9dBEgj2cpkqoieAIWgAAA8NBmqAvwBE68KCAwCDmjjviZZL+M83a8JkFm22LPAbun0YtNUGfhw+ABheVb0tSUfYYEo8fIB/4EZRueV8YLEAHqfAlZD5dKGprvJHJSf14OggcMF8S5J+vk4IzzLw32Tx7x0JQU85I5LKRKRx1q/YugqGGQD2vFFe/SnEnRF5t+ab5PVL/BNZ73p+NpHDAiCIw6Qv98UHJ64YZdfNTOll/x/guXxBj8N3dS/xWIoR3SHAlKYFPg1z/fOIPVd+S/nXDeWUQGjAkGZlfSL0y38ogxId1Hl/2bBGUbdLC1huQos2nnEkWvEfFQQ8g+YlDyeko0Kcsajv8I32Xu/UxeXKxwj1+UQ81ILC/+KZph4WCD6A1Mv/eiOCbfkgjFvu/k/RDEBYfP34mvfgkG1XFrwkJVr9G6Qv/ye4bMy1f5anTXuik67KV9y7esWJT8+Cov+TNvmoM4IvruRQJ/R48fGTx9PwxBJ3d9dhc8lRBi3vqVGf5svsn56lTzX/ZTljnCX88Im5rZ+gXcntL8T9RKxn0es+pw/8h7HwQfnaf+rl7fyrkqv/5QRavfWf+7veqiFzG+nBDsUNbfh+XKSPmCd+4smeDkn/pX19/LTyzQSFe372VXG4rv7f5ZN2Samqi9qGqgoLjGhJ7QZbjn4SvWq/VFfuli61fqgSd3c+1irlRK/t8qqx7o8c/Bhe8ueDktvaL94JK75iCd+T5KJVWNJ3Ruq7+tYuv41cJC//nr+ahkvTF93e/TIerZ9/5KLFGUdnqX7f+zb37a4/xd3+X+UMk1WK3Jv+nBhQVOCSr9af1ftv035LWy3U/p+WXhmA61zwIC8RIR3/YbLL9c1p/fVhiZ5AMlykoby3vEJr+2LJp/OzD8EP0t6K/WCO82YNYqJa98oJL5Ql1UQT1gj5iJh6P1gpnwhLISHdPlvFtQXyCfcEmq+8sEW9YoPM1E7XJKi5jXNWtLIRV725AWyYn44yoPvRCVi7+h5LU08nUlNfkyfVfzeUR+i+8te15sHmeCLAHrd5R3i6GIEpJpVqvdCRJS1tUoVsi5XRRKv8puaCPy+Uu/zkXHu/l/NHd4bT0DKGHg4H5fFaF95CMlOc4I41p9/sX1VmzquWs5TcCVrcB+my82xeSJIG7+6uZKIo//soBd38z/gQVxGQkAMAqIw0e+fl8KEDxAvC8Km+UiBRuAVB1dLNOKRKbf/OCiBkilgxcp2/Bpy58G+gSsFEcPIgH865+r8cIL+WsEpARGHeMt/hOVAkAN1s235/5f4gknsmAIVgAAAKDQZrAL8AROviNe5wTL+XTGpf8EPKeP+DL3gyfhJGgMLHn8oHH4inrNWEyEClc3iX/iBQgNiAPVzkVL6/lMn2vG8v/EVHl/HRkkvVZfYjuc9fKlPff/k/EHKx9MOsv5fiJS13jVlLlOA7EwXL2Iy/xH/ghmrexfkhnU15H/QhGc3t4bKATNfcohOjfvhxuFV/CXzvi35usRGihHKRK3IB140QjsSL78le0khwnrz4LH4oWYxDJhc499wRd3d6f38t8tUEZYxKniS/+T8n3l+/0Xvl+W6N7MtXrk+my+jNxr3VBVk/JrtNX1/5Wiub8R6k+W+T2jky+DWBX6Pvv+XS/19gjPu8Wru1c6kRI5J3fLTuhOCjxfhE+rLD+v/a6mrbRY51KiODP5NvEFqwrlJXsn1cTvCJcEXrHuuJtf0rmtHfXUJgtK7+W9/Z7osxtp/KCWa/u7+X1/gnPe3e+eCn2K5cIv+non1d/9Ki4dpdSK4W38sVWhbyWd/1lwaXOjS+9V4c8fIq+9tvrl9/FPXnzYY6rWu1ypdwjeQsHHZiAk2fiv/BRSmkMZGJXUWKu97+X/5dflvv9cvG9LFGYvz02zZ0+mJX57EAk4wXO1d+TByT6qjekSVPeRFb0gSSU/a6BZ96L6z0ReJRjI6+LR65NT/dG5b8mluvkwdvyJa8m+XopVfqVX+Ukl/p9RP2CPaSMALC+sEN3H25luQfl/s/EEG2hC0MueCXxgX6Ej3d9VOUqs9aKsXkhi583eAqK3cLw3xvvzreprtZ8gQS+4QJ5OJSRzdYSJiBCx+RER9KHba9aZxKvr8OQWaWWtfXJpN+X8kKmiCwPr+ehxry/izUl5lAEKwAAAgZBmuAvwBEy+Qwe4I99q8WQOCuTF/MaLteGIb4DyEksU3l/SLsv+E+U89hxmuDLGRebAXoM6W8AtTjf1Dri58G17eMpf9mkFmQJrTpl+0kWnV7DGn0Y3LEQkhy8nzRXQMbfE2fxJCQ+2/v7MEGLy9+i76MIIY4NHiIWn2QNEzr18ZZ+W+fBcvN1ybh6eW96+QMnlfHdnw/gT/Zv4Jy8vfu9UICCFOb2uLf+tf2vRULf21fy16y+/JWvGGgsflmJYQ3l1v72vd5S9t9/t1TMTHl4pfXURK/l6RILnutP+k96Ep9vwivS3Ge6N1cvqj94IOuM666lXpe/st99Wa++r+VX8R+SCrVcZXmoy36atfKrBVXcsm9PZwRz12y777RWV2teV/9o1dFI74M60VgX1n9T1y0b8y+WVcFEqEy7lQgqy1/1cGa/WP7U/dLyUTte69AheCXCF6PeQDxXqG8wrLfVm3+r1ly/LXfQkT4rT7H/XfXB7/18mXyk+JBERdJzX0rekEId1T1OBNIxHMRSa0X6rzy9V+WCd/HweP7JMSLhh/0I6+VW6IXuVX+SXP3ruyD0PxKM4Py+iSFrk/T+JhGy/8vr5V7zsEXd8ryYEAv4heQkhI5F5KT6oQhY/DAgFxOMtRgv/uarNDkDs2haWH8uayb96YVRbC934tZf2hEl6nHvkwBCsAAAAIlBmwArwBE3mBBwRm8c3L/0N68mDLNKbRnyvKgURYRSOOtBaD6Ua8IssCbe/Hf5f8t47XL+vXrrkesuDBeTvV3kZk15Pl+6sB1xk+8Fv66Ln2oU3gruIgUbiIDidYcwIFmwJ3sXmtwImrEctpXxqP0m/QnAhLJ/J3mp7VHCveM4JxFId91XvAELwAAAAAtBmyAnwBFNFwArhAAABGdtb292AAAAbG12aGQAAAAAAAAAAAAAAAAAAAPoAAALuAABAAABAAAAAAAAAAAAAAAAAQAAAAAAAAAAAAAAAAAAAAEAAAAAAAAAAAAAAAAAAEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACAAADkXRyYWsAAABcdGtoZAAAAAMAAAAAAAAAAAAAAAEAAAAAAAALuAAAAAAAAAAAAAAAAAAAAAAAAQAAAAAAAAAAAAAAAAAAAAEAAAAAAAAAAAAAAAAAAEAAAAAEgAAAAbAAAAAAACRlZHRzAAAAHGVsc3QAAAAAAAAAAQAAC7gAAAAAAAEAAAAAAwltZGlhAAAAIG1kaGQAAAAAAAAAAAAAAAAAADwAAAC0AFXEAAAAAAAtaGRscgAAAAAAAAAAdmlkZQAAAAAAAAAAAAAAAFZpZGVvSGFuZGxlcgAAAAK0bWluZgAAABR2bWhkAAAAAQAAAAAAAAAAAAAAJGRpbmYAAAAcZHJlZgAAAAAAAAABAAAADHVybCAAAAABAAACdHN0YmwAAACUc3RzZAAAAAAAAAABAAAAhGF2YzEAAAAAAAAAAQAAAAAAAAAAAAAAAAAAAAAEgAGwAEgAAABIAAAAAAAAAAEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAY//8AAAAuYXZjQwFCwB7/4QAWZ0LAHtkASA3oQAAAAwBAAAAPA8WLkgEABWjLg8sgAAAAGHN0dHMAAAAAAAAAAQAAAFoAAAIAAAAAFHN0c3MAAAAAAAAAAQAAAAEAAAAcc3RzYwAAAAAAAAABAAAAAQAAAFoAAAABAAABfHN0c3oAAAAAAAAAAAAAAFoAAGtwAAAEsAAAAuEAAAPiAAADzwAABBAAAAR+AAAFAwAABKMAAAU5AAAFcAAABYsAAAX+AAAFvwAABdkAAAZ9AAAGSAAABpQAAAaYAAAGwgAABukAAA7uAAAG2wAABo0AAAa7AAAGvAAABvkAAAbJAAAG9QAABwkAAAadAAAGJgAABfoAAAZvAAAF4wAABhIAAAWPAAAF4gAABP0AAAU/AAAEzQAABA8AAAPFAAACTQAAAFkAAAEaAAACGgAAAp4AAAN4AAAEBAAAA/4AAAR2AAAExgAABRYAAAUtAAAF5AAABQcAAAV/AAAGDAAABiEAAAXpAAAGEAAABjcAAAX5AAAG6QAABkEAAA7AAAAGvAAABoYAAAbbAAAHBAAABuEAAAbrAAAGdQAABpYAAAZFAAAGPQAABWwAAAXoAAAF8AAABQYAAAUkAAAEigAABGgAAAO7AAADxwAAAocAAAIKAAAAjQAAAA8AAAAUc3RjbwAAAAAAAAABAAAAMAAAAGJ1ZHRhAAAAWm1ldGEAAAAAAAAAIWhkbHIAAAAAAAAAAG1kaXJhcHBsAAAAAAAAAAAAAAAALWlsc3QAAAAlqXRvbwAAAB1kYXRhAAAAAQAAAABMYXZmNTcuODMuMTAw\" type=\"video/mp4\">\n",
" Your browser does not support the video tag.\n",
"</video>"
],
@@ -467,9 +471,12 @@
" u_arrays[0], u_arrays[1], u_arrays[2] = u_arrays[1], u_arrays[2], u_arrays[0]\n",
" return u_arrays[2]\n",
" \n",
- " ani = plt.surface_plot_animation(run_LLVM)\n",
" assert np.isfinite(np.max(u_arrays[2]))\n",
- "ps_notebook.display_animation(ani)"
+ " if shutil.which(\"ffmpeg\") is not None:\n",
+ " ani = plt.surface_plot_animation(run_LLVM, zlim=(-1, 1))\n",
+ " ps.jupyter.display_as_html_video(ani)\n",
+ " else:\n",
+ " print(\"No ffmpeg installed\")"
]
},
{
@@ -569,34 +576,35 @@
{
"data": {
"text/html": [
- "<div class=\"highlight\"><pre><span></span><span class=\"n\">FUNC_PREFIX</span> <span class=\"kt\">void</span> <span class=\"nf\">kernel</span><span class=\"p\">(</span><span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"k\">const</span> <span class=\"n\">_data_u0</span><span class=\"p\">,</span> <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"k\">const</span> <span class=\"n\">_data_u1</span><span class=\"p\">,</span> <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">_data_u2</span><span class=\"p\">)</span>\n",
+ "<div class=\"highlight\"><pre><span></span><span class=\"n\">FUNC_PREFIX</span> <span class=\"nf\">__launch_bounds__</span><span class=\"p\">(</span><span class=\"mi\">256</span><span class=\"p\">)</span> <span class=\"kt\">void</span> <span class=\"n\">kernel</span><span class=\"p\">(</span><span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"k\">const</span> <span class=\"n\">_data_u0</span><span class=\"p\">,</span> <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"k\">const</span> <span class=\"n\">_data_u1</span><span class=\"p\">,</span> <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"n\">_data_u2</span><span class=\"p\">)</span>\n",
"<span class=\"p\">{</span>\n",
" <span class=\"k\">if</span> <span class=\"p\">(</span><span class=\"n\">blockDim</span><span class=\"p\">.</span><span class=\"n\">x</span><span class=\"o\">*</span><span class=\"n\">blockIdx</span><span class=\"p\">.</span><span class=\"n\">x</span> <span class=\"o\">+</span> <span class=\"n\">threadIdx</span><span class=\"p\">.</span><span class=\"n\">x</span> <span class=\"o\">+</span> <span class=\"mi\">1</span> <span class=\"o\"><</span> <span class=\"mi\">59</span> <span class=\"o\">&&</span> <span class=\"n\">blockDim</span><span class=\"p\">.</span><span class=\"n\">y</span><span class=\"o\">*</span><span class=\"n\">blockIdx</span><span class=\"p\">.</span><span class=\"n\">y</span> <span class=\"o\">+</span> <span class=\"n\">threadIdx</span><span class=\"p\">.</span><span class=\"n\">y</span> <span class=\"o\">+</span> <span class=\"mi\">1</span> <span class=\"o\"><</span> <span class=\"mi\">69</span><span class=\"p\">)</span>\n",
" <span class=\"p\">{</span>\n",
" <span class=\"k\">const</span> <span class=\"kt\">int64_t</span> <span class=\"n\">ctr_0</span> <span class=\"o\">=</span> <span class=\"n\">blockDim</span><span class=\"p\">.</span><span class=\"n\">x</span><span class=\"o\">*</span><span class=\"n\">blockIdx</span><span class=\"p\">.</span><span class=\"n\">x</span> <span class=\"o\">+</span> <span class=\"n\">threadIdx</span><span class=\"p\">.</span><span class=\"n\">x</span> <span class=\"o\">+</span> <span class=\"mi\">1</span><span class=\"p\">;</span>\n",
" <span class=\"k\">const</span> <span class=\"kt\">int64_t</span> <span class=\"n\">ctr_1</span> <span class=\"o\">=</span> <span class=\"n\">blockDim</span><span class=\"p\">.</span><span class=\"n\">y</span><span class=\"o\">*</span><span class=\"n\">blockIdx</span><span class=\"p\">.</span><span class=\"n\">y</span> <span class=\"o\">+</span> <span class=\"n\">threadIdx</span><span class=\"p\">.</span><span class=\"n\">y</span> <span class=\"o\">+</span> <span class=\"mi\">1</span><span class=\"p\">;</span>\n",
- " <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">_data_u2_10</span> <span class=\"o\">=</span> <span class=\"n\">_data_u2</span> <span class=\"o\">+</span> <span class=\"n\">ctr_1</span><span class=\"p\">;</span>\n",
- " <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"k\">const</span> <span class=\"n\">_data_u1_10</span> <span class=\"o\">=</span> <span class=\"n\">_data_u1</span> <span class=\"o\">+</span> <span class=\"n\">ctr_1</span><span class=\"p\">;</span>\n",
- " <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"k\">const</span> <span class=\"n\">_data_u0_10</span> <span class=\"o\">=</span> <span class=\"n\">_data_u0</span> <span class=\"o\">+</span> <span class=\"n\">ctr_1</span><span class=\"p\">;</span>\n",
- " <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"k\">const</span> <span class=\"n\">_data_u1_11</span> <span class=\"o\">=</span> <span class=\"n\">_data_u1</span> <span class=\"o\">+</span> <span class=\"n\">ctr_1</span> <span class=\"o\">+</span> <span class=\"mi\">1</span><span class=\"p\">;</span>\n",
- " <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"k\">const</span> <span class=\"n\">_data_u1_1m1</span> <span class=\"o\">=</span> <span class=\"n\">_data_u1</span> <span class=\"o\">+</span> <span class=\"n\">ctr_1</span> <span class=\"o\">-</span> <span class=\"mi\">1</span><span class=\"p\">;</span>\n",
+ " <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"n\">_data_u2_10</span> <span class=\"o\">=</span> <span class=\"n\">_data_u2</span> <span class=\"o\">+</span> <span class=\"n\">ctr_1</span><span class=\"p\">;</span>\n",
+ " <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"k\">const</span> <span class=\"n\">_data_u1_10</span> <span class=\"o\">=</span> <span class=\"n\">_data_u1</span> <span class=\"o\">+</span> <span class=\"n\">ctr_1</span><span class=\"p\">;</span>\n",
+ " <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"k\">const</span> <span class=\"n\">_data_u0_10</span> <span class=\"o\">=</span> <span class=\"n\">_data_u0</span> <span class=\"o\">+</span> <span class=\"n\">ctr_1</span><span class=\"p\">;</span>\n",
+ " <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"k\">const</span> <span class=\"n\">_data_u1_11</span> <span class=\"o\">=</span> <span class=\"n\">_data_u1</span> <span class=\"o\">+</span> <span class=\"n\">ctr_1</span> <span class=\"o\">+</span> <span class=\"mi\">1</span><span class=\"p\">;</span>\n",
+ " <span class=\"kt\">double</span> <span class=\"o\">*</span> <span class=\"n\">RESTRICT</span> <span class=\"k\">const</span> <span class=\"n\">_data_u1_1m1</span> <span class=\"o\">=</span> <span class=\"n\">_data_u1</span> <span class=\"o\">+</span> <span class=\"n\">ctr_1</span> <span class=\"o\">-</span> <span class=\"mi\">1</span><span class=\"p\">;</span>\n",
" <span class=\"n\">_data_u2_10</span><span class=\"p\">[</span><span class=\"mi\">70</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span><span class=\"p\">]</span> <span class=\"o\">=</span> <span class=\"mf\">0.25</span><span class=\"o\">*</span><span class=\"n\">_data_u1_10</span><span class=\"p\">[</span><span class=\"mi\">70</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span> <span class=\"o\">+</span> <span class=\"mi\">70</span><span class=\"p\">]</span> <span class=\"o\">+</span> <span class=\"mf\">0.25</span><span class=\"o\">*</span><span class=\"n\">_data_u1_10</span><span class=\"p\">[</span><span class=\"mi\">70</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span> <span class=\"o\">-</span> <span class=\"mi\">70</span><span class=\"p\">]</span> <span class=\"o\">+</span> <span class=\"mf\">0.25</span><span class=\"o\">*</span><span class=\"n\">_data_u1_11</span><span class=\"p\">[</span><span class=\"mi\">70</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span><span class=\"p\">]</span> <span class=\"o\">+</span> <span class=\"mf\">0.25</span><span class=\"o\">*</span><span class=\"n\">_data_u1_1m1</span><span class=\"p\">[</span><span class=\"mi\">70</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span><span class=\"p\">]</span> <span class=\"o\">-</span> <span class=\"mf\">1.0</span><span class=\"o\">*</span><span class=\"n\">_data_u0_10</span><span class=\"p\">[</span><span class=\"mi\">70</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span><span class=\"p\">]</span> <span class=\"o\">+</span> <span class=\"mf\">1.0</span><span class=\"o\">*</span><span class=\"n\">_data_u1_10</span><span class=\"p\">[</span><span class=\"mi\">70</span><span class=\"o\">*</span><span class=\"n\">ctr_0</span><span class=\"p\">];</span>\n",
" <span class=\"p\">}</span> \n",
"<span class=\"p\">}</span>\n",
"</pre></div>\n"
],
"text/plain": [
- "FUNC_PREFIX void kernel(double * const _data_u0, double * const _data_u1, double * _data_u2)\n",
+ "\n",
+ "FUNC_PREFIX __launch_bounds__(256) void kernel(double * RESTRICT const _data_u0, double * RESTRICT const _data_u1, double * RESTRICT _data_u2)\n",
"{\n",
" if (blockDim.x*blockIdx.x + threadIdx.x + 1 < 59 && blockDim.y*blockIdx.y + threadIdx.y + 1 < 69)\n",
" {\n",
" const int64_t ctr_0 = blockDim.x*blockIdx.x + threadIdx.x + 1;\n",
" const int64_t ctr_1 = blockDim.y*blockIdx.y + threadIdx.y + 1;\n",
- " double * _data_u2_10 = _data_u2 + ctr_1;\n",
- " double * const _data_u1_10 = _data_u1 + ctr_1;\n",
- " double * const _data_u0_10 = _data_u0 + ctr_1;\n",
- " double * const _data_u1_11 = _data_u1 + ctr_1 + 1;\n",
- " double * const _data_u1_1m1 = _data_u1 + ctr_1 - 1;\n",
+ " double * RESTRICT _data_u2_10 = _data_u2 + ctr_1;\n",
+ " double * RESTRICT const _data_u1_10 = _data_u1 + ctr_1;\n",
+ " double * RESTRICT const _data_u0_10 = _data_u0 + ctr_1;\n",
+ " double * RESTRICT const _data_u1_11 = _data_u1 + ctr_1 + 1;\n",
+ " double * RESTRICT const _data_u1_1m1 = _data_u1 + ctr_1 - 1;\n",
" _data_u2_10[70*ctr_0] = 0.25*_data_u1_10[70*ctr_0 + 70] + 0.25*_data_u1_10[70*ctr_0 - 70] + 0.25*_data_u1_11[70*ctr_0] + 0.25*_data_u1_1m1[70*ctr_0] - 1.0*_data_u0_10[70*ctr_0] + 1.0*_data_u1_10[70*ctr_0];\n",
" } \n",
"}"
@@ -681,7 +689,7 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.6.7"
+ "version": "3.7.2"
}
},
"nbformat": 4,
diff --git a/doc/sphinx/api.rst b/doc/sphinx/api.rst
index 74370adba4a1fb076ec283e1de1f3e80fcc63215..325d83b54ce33dfe0ee0ad23744ab6a8eaeb1118 100644
--- a/doc/sphinx/api.rst
+++ b/doc/sphinx/api.rst
@@ -9,6 +9,7 @@ API Reference
datahandling.rst
configuration.rst
field.rst
+ stencil.rst
finite_differences.rst
plot.rst
ast.rst
diff --git a/doc/sphinx/plot.rst b/doc/sphinx/plot.rst
index d5272ea823b7fa4cf2fca05346e4c73bcb3ac3fd..1abdb693457ddbe67024fc5aa5e487eae08991a7 100644
--- a/doc/sphinx/plot.rst
+++ b/doc/sphinx/plot.rst
@@ -2,7 +2,7 @@
Plotting and Animation
**********************
-.. automodule:: pystencils.plot2d
+.. automodule:: pystencils.plot
:members:
diff --git a/doc/sphinx/pystencils.bib b/doc/sphinx/pystencils.bib
new file mode 100644
index 0000000000000000000000000000000000000000..e69de29bb2d1d6434b8b29ae775ad8c2e48c5391
diff --git a/doc/sphinx/stencil.rst b/doc/sphinx/stencil.rst
new file mode 100644
index 0000000000000000000000000000000000000000..3fed5aa6ae620368395c21f270347a2890740d59
--- /dev/null
+++ b/doc/sphinx/stencil.rst
@@ -0,0 +1,6 @@
+*******
+Stencil
+*******
+
+.. automodule:: pystencils.stencil
+ :members:
diff --git a/doc/sphinx/tutorials.rst b/doc/sphinx/tutorials.rst
index 4473707ffd6be25e345955ae62a1e2ccaa7e03b6..bd0093efc65a0688663b73daf365d4c24acb36c1 100644
--- a/doc/sphinx/tutorials.rst
+++ b/doc/sphinx/tutorials.rst
@@ -15,6 +15,7 @@ It is a good idea to download them and run them directly to be able to play arou
/notebooks/05_tutorial_phasefield_spinodal_decomposition.ipynb
/notebooks/06_tutorial_phasefield_dentritic_growth.ipynb
/notebooks/demo_assignment_collection.ipynb
+ /notebooks/demo_plotting_and_animation.ipynb
/notebooks/demo_derivatives.ipynb
/notebooks/demo_benchmark.ipynb
/notebooks/demo_wave_equation.ipynb
diff --git a/doc/version_from_git.py b/doc/version_from_git.py
index 2b7d0713b901466d178c6d8eaf71dd59f1c6bb77..67cbcb3f8728b1596f25410818057e565a068427 100644
--- a/doc/version_from_git.py
+++ b/doc/version_from_git.py
@@ -1,7 +1,8 @@
import subprocess
+from distutils.version import StrictVersion
-def version_number_from_git(tag_prefix='release/', sha_length=10, version_format="{version}.dev{commits}+{sha}"):
+def version_number_from_git(tag_prefix='release/', sha_length=10, version_format="{version}.dev{commits}+{sha}"):
def get_released_versions():
tags = sorted(subprocess.getoutput('git tag').split('\n'))
versions = [t[len(tag_prefix):] for t in tags if t.startswith(tag_prefix)]
@@ -15,7 +16,9 @@ def version_number_from_git(tag_prefix='release/', sha_length=10, version_format
parsed_version[-1] += 1
return '.'.join(str(i) for i in parsed_version)
- latest_release = get_released_versions()[-1]
+ version_strings = get_released_versions()
+ version_strings.sort(key=StrictVersion)
+ latest_release = version_strings[-1]
commits_since_tag = subprocess.getoutput('git rev-list {}..HEAD --count'.format(tag_from_version(latest_release)))
sha = subprocess.getoutput('git rev-parse HEAD')[:sha_length]
is_dirty = len(subprocess.getoutput("git status --untracked-files=no -s")) > 0
diff --git a/pre-push b/pre-push
new file mode 100755
index 0000000000000000000000000000000000000000..b0efe6d416ecfc3b61db48e74d512d23db93f265
--- /dev/null
+++ b/pre-push
@@ -0,0 +1,22 @@
+#!/usr/bin/env bash
+
+# Checks run before every push
+# has to be copied to .git/hooks
+
+echo "Running pre-push hook"
+echo "Running flake8 check"
+flake8 --append-config=.flake8 pystencils
+
+# $? stores exit value of the last command
+if [ $? -ne 0 ]; then
+ echo "flake8 failed"
+ exit 1
+fi
+
+python3 setup.py quicktest
+
+# $? stores exit value of the last command
+if [ $? -ne 0 ]; then
+ echo "quicktest failed"
+ exit 1
+fi
diff --git a/pystencils/__init__.py b/pystencils/__init__.py
index c44788a53a65a4459bccdbcd5df2583ee6ad835c..18679382f0014ba12844c72fa965a3ad4fe6e196 100644
--- a/pystencils/__init__.py
+++ b/pystencils/__init__.py
@@ -1,29 +1,39 @@
"""Module to generate stencil kernels in C or CUDA using sympy expressions and call them as Python functions"""
from . import sympy_gmpy_bug_workaround # NOQA
-from .field import Field, FieldType, fields
-from .data_types import TypedSymbol
-from .slicing import make_slice
-from .kernelcreation import create_kernel, create_indexed_kernel, create_staggered_kernel
-from .display_utils import show_code, to_dot
-from .simp import AssignmentCollection
+from . import fd
+from . import stencil as stencil
from .assignment import Assignment, assignment_from_stencil
-from .sympyextensions import SymbolCreator
+from .data_types import TypedSymbol
from .datahandling import create_data_handling
+from .display_utils import show_code, get_code_obj, get_code_str, to_dot
+from .field import Field, FieldType, fields
from .kernel_decorator import kernel
-from .stencils import visualize_stencil_expression
-from . import fd
+from .kernelcreation import create_indexed_kernel, create_kernel, create_staggered_kernel
+from .simp import AssignmentCollection
+from .slicing import make_slice
+from .sympyextensions import SymbolCreator
+from .spatial_coordinates import (x_, x_staggered, x_staggered_vector, x_vector,
+ y_, y_staggered, z_, z_staggered)
+try:
+ import pystencils_autodiff
+ autodiff = pystencils_autodiff
+except ImportError:
+ pass
__all__ = ['Field', 'FieldType', 'fields',
'TypedSymbol',
'make_slice',
'create_kernel', 'create_indexed_kernel', 'create_staggered_kernel',
- 'show_code', 'to_dot',
+ 'show_code', 'to_dot', 'get_code_obj', 'get_code_str',
'AssignmentCollection',
'Assignment',
'assignment_from_stencil',
'SymbolCreator',
'create_data_handling',
'kernel',
+ 'x_', 'y_', 'z_',
+ 'x_staggered', 'y_staggered', 'z_staggered',
+ 'x_vector', 'x_staggered_vector',
'fd',
- 'visualize_stencil_expression']
+ 'stencil']
diff --git a/pystencils/alignedarray.py b/pystencils/alignedarray.py
index 02a4f359956b109253e41a2c98a4c9020f4cd861..70271b0c0f3b50f04ceed671cabb16411554cdac 100644
--- a/pystencils/alignedarray.py
+++ b/pystencils/alignedarray.py
@@ -1,19 +1,32 @@
import numpy as np
+from pystencils.data_types import BasicType
-def aligned_empty(shape, byte_alignment=32, dtype=np.float64, byte_offset=0, order='C', align_inner_coordinate=True):
+def aligned_empty(shape, byte_alignment=True, dtype=np.float64, byte_offset=0, order='C', align_inner_coordinate=True):
"""
Creates an aligned empty numpy array
Args:
shape: size of the array
byte_alignment: alignment in bytes, for the start address of the array holds (a % byte_alignment) == 0
+ By default, use the maximum required by the CPU (or 512 bits if this cannot be detected).
dtype: numpy data type
byte_offset: offset in bytes for position that should be aligned i.e. (a+byte_offset) % byte_alignment == 0
typically used to align first inner cell instead of ghost layer
order: storage linearization order
align_inner_coordinate: if True, the start of the innermost coordinate lines are aligned as well
"""
+ if byte_alignment is True:
+ from pystencils.backends.simd_instruction_sets import (get_supported_instruction_sets,
+ get_vector_instruction_set)
+
+ type_name = BasicType.numpy_name_to_c(np.dtype(dtype).name)
+ instruction_sets = get_supported_instruction_sets()
+ if instruction_sets is None:
+ byte_alignment = 64
+ else:
+ byte_alignment = max([get_vector_instruction_set(type_name, is_name)['width'] * np.dtype(dtype).itemsize
+ for is_name in instruction_sets])
if (not align_inner_coordinate) or (not hasattr(shape, '__len__')):
size = np.prod(shape)
d = np.dtype(dtype)
@@ -51,7 +64,7 @@ def aligned_empty(shape, byte_alignment=32, dtype=np.float64, byte_offset=0, ord
return tmp
-def aligned_zeros(shape, byte_alignment=16, dtype=float, byte_offset=0, order='C', align_inner_coordinate=True):
+def aligned_zeros(shape, byte_alignment=True, dtype=float, byte_offset=0, order='C', align_inner_coordinate=True):
arr = aligned_empty(shape, dtype=dtype, byte_offset=byte_offset,
order=order, byte_alignment=byte_alignment, align_inner_coordinate=align_inner_coordinate)
x = np.zeros((), arr.dtype)
@@ -59,7 +72,7 @@ def aligned_zeros(shape, byte_alignment=16, dtype=float, byte_offset=0, order='C
return arr
-def aligned_ones(shape, byte_alignment=16, dtype=float, byte_offset=0, order='C', align_inner_coordinate=True):
+def aligned_ones(shape, byte_alignment=True, dtype=float, byte_offset=0, order='C', align_inner_coordinate=True):
arr = aligned_empty(shape, dtype=dtype, byte_offset=byte_offset,
order=order, byte_alignment=byte_alignment, align_inner_coordinate=align_inner_coordinate)
x = np.ones((), arr.dtype)
diff --git a/pystencils/assignment.py b/pystencils/assignment.py
index 9900a24e0daca19a8d0c1c706abb22988f1feaa3..4e51cd4a7bfeefab253872f034b97cd4c2b48eb8 100644
--- a/pystencils/assignment.py
+++ b/pystencils/assignment.py
@@ -1,13 +1,8 @@
-# -*- coding: utf-8 -*-
+import numpy as np
import sympy as sp
+from sympy.codegen.ast import Assignment
from sympy.printing.latex import LatexPrinter
-try:
- from sympy.codegen.ast import Assignment
-except ImportError:
- Assignment = None
-import numpy as np
-
__all__ = ['Assignment', 'assignment_from_stencil']
@@ -22,33 +17,34 @@ def assignment_str(assignment):
return r"{lhs} ← {rhs}".format(lhs=assignment.lhs, rhs=assignment.rhs)
-if Assignment:
+_old_new = sp.codegen.ast.Assignment.__new__
- Assignment.__str__ = assignment_str
- LatexPrinter._print_Assignment = print_assignment_latex
-else:
- # back port for older sympy versions that don't have Assignment yet
+def _Assignment__new__(cls, lhs, rhs, *args, **kwargs):
+ if isinstance(lhs, (list, tuple, sp.Matrix)) and isinstance(rhs, (list, tuple, sp.Matrix)):
+ assert len(lhs) == len(rhs), f'{lhs} and {rhs} must have same length when performing vector assignment!'
+ return tuple(_old_new(cls, a, b, *args, **kwargs) for a, b in zip(lhs, rhs))
+ return _old_new(cls, lhs, rhs, *args, **kwargs)
- class Assignment(sp.Rel): # pragma: no cover
- rel_op = ':='
- __slots__ = []
+Assignment.__str__ = assignment_str
+Assignment.__new__ = _Assignment__new__
+LatexPrinter._print_Assignment = print_assignment_latex
+
+sp.MutableDenseMatrix.__hash__ = lambda self: hash(tuple(self))
+
+
+# Apparently, in SymPy 1.4 Assignment.__hash__ is not implemented. This has been fixed in current master
+try:
+ sympy_version = sp.__version__.split('.')
- def __new__(cls, lhs, rhs=0, **assumptions):
- from sympy.matrices.expressions.matexpr import (
- MatrixElement, MatrixSymbol)
- from sympy.tensor.indexed import Indexed
- lhs = sp.sympify(lhs)
- rhs = sp.sympify(rhs)
- # Tuple of things that can be on the lhs of an assignment
- assignable = (sp.Symbol, MatrixSymbol, MatrixElement, Indexed)
- if not isinstance(lhs, assignable):
- raise TypeError("Cannot assign to lhs of type %s." % type(lhs))
- return sp.Rel.__new__(cls, lhs, rhs, **assumptions)
+ if int(sympy_version[0]) <= 1 and int(sympy_version[1]) <= 4:
+ def hash_fun(self):
+ return hash((self.lhs, self.rhs))
- __str__ = assignment_str
- _print_Assignment = print_assignment_latex
+ Assignment.__hash__ = hash_fun
+except Exception:
+ pass
def assignment_from_stencil(stencil_array, input_field, output_field,
@@ -74,18 +70,21 @@ def assignment_from_stencil(stencil_array, input_field, output_field,
... [0, 6, 0]]
By default 'visual ordering is used - i.e. the stencil is applied as the nested lists are written down
- >>> assignment_from_stencil(stencil, f, g, order='visual')
- Assignment(g_C, 3*f_W + 6*f_S + 4*f_C + 2*f_N + 5*f_E)
+ >>> expected_output = Assignment(g[0, 0], 3*f[-1, 0] + 6*f[0, -1] + 4*f[0, 0] + 2*f[0, 1] + 5*f[1, 0])
+ >>> assignment_from_stencil(stencil, f, g, order='visual') == expected_output
+ True
'numpy' ordering uses the first coordinate of the stencil array for x offset, second for y offset etc.
- >>> assignment_from_stencil(stencil, f, g, order='numpy')
- Assignment(g_C, 2*f_W + 3*f_S + 4*f_C + 5*f_N + 6*f_E)
+ >>> expected_output = Assignment(g[0, 0], 2*f[-1, 0] + 3*f[0, -1] + 4*f[0, 0] + 5*f[0, 1] + 6*f[1, 0])
+ >>> assignment_from_stencil(stencil, f, g, order='numpy') == expected_output
+ True
You can also pass field accesses to apply the stencil at an already shifted position:
- >>> assignment_from_stencil(stencil, f[1, 0], g[2, 0])
- Assignment(g_2E, 3*f_C + 6*f_SE + 4*f_E + 2*f_NE + 5*f_2E)
+ >>> expected_output = Assignment(g[2, 0], 3*f[0, 0] + 6*f[1, -1] + 4*f[1, 0] + 2*f[1, 1] + 5*f[2, 0])
+ >>> assignment_from_stencil(stencil, f[1, 0], g[2, 0]) == expected_output
+ True
"""
- from pystencils import Field
+ from pystencils.field import Field
stencil_array = np.array(stencil_array)
if order == 'visual':
diff --git a/pystencils/astnodes.py b/pystencils/astnodes.py
index 4f1d46d76bd86d78a86c4d7eacd9393b08601019..270333411307b2cb8ac3ba5309ceb2f4771cad41 100644
--- a/pystencils/astnodes.py
+++ b/pystencils/astnodes.py
@@ -1,10 +1,15 @@
+import collections.abc
+import itertools
+import uuid
+from typing import Any, List, Optional, Sequence, Set, Union
+
import sympy as sp
-from sympy.tensor import IndexedBase
+
+import pystencils
+from pystencils.data_types import TypedImaginaryUnit, TypedSymbol, cast_func, create_type
from pystencils.field import Field
-from pystencils.data_types import TypedSymbol, create_type, cast_func
-from pystencils.kernelparameters import FieldStrideSymbol, FieldPointerSymbol, FieldShapeSymbol
+from pystencils.kernelparameters import FieldPointerSymbol, FieldShapeSymbol, FieldStrideSymbol
from pystencils.sympyextensions import fast_subs
-from typing import List, Set, Optional, Union, Any, Sequence
NodeOrExpr = Union['Node', sp.Expr]
@@ -31,9 +36,13 @@ class Node:
raise NotImplementedError()
def subs(self, subs_dict) -> None:
- """Inplace! substitute, similar to sympy's but modifies the AST inplace."""
- for a in self.args:
- a.subs(subs_dict)
+ """Inplace! Substitute, similar to sympy's but modifies the AST inplace."""
+ for i, a in enumerate(self.args):
+ result = a.subs(subs_dict)
+ if isinstance(a, sp.Expr): # sympy expressions' subs is out-of-place
+ self.args[i] = result
+ else: # all other should be in-place
+ assert result is None
@property
def func(self):
@@ -100,14 +109,22 @@ class Conditional(Node):
result = self.true_block.undefined_symbols
if self.false_block:
result.update(self.false_block.undefined_symbols)
- result.update(self.condition_expr.atoms(sp.Symbol))
+ if hasattr(self.condition_expr, 'atoms'):
+ result.update(self.condition_expr.atoms(sp.Symbol))
return result
def __str__(self):
- return 'if:({!s}) '.format(self.condition_expr)
+ return self.__repr__()
def __repr__(self):
- return 'if:({!r}) '.format(self.condition_expr)
+ result = f'if:({self.condition_expr!r}) '
+ if self.true_block:
+ result += f'\n\t{self.true_block}) '
+ if self.false_block:
+ result = 'else: '
+ result += f'\n\t{self.false_block} '
+
+ return result
def replace_by_true_block(self):
"""Replaces the conditional by its True block"""
@@ -131,6 +148,7 @@ class KernelFunction(Node):
defined in pystencils.kernelparameters.
If the parameter is related to one or multiple fields, these fields are referenced in the fields property.
"""
+
def __init__(self, symbol, fields):
self.symbol = symbol # type: TypedSymbol
self.fields = fields # type: Sequence[Field]
@@ -158,18 +176,31 @@ class KernelFunction(Node):
def field_name(self):
return self.fields[0].name
- def __init__(self, body, ghost_layers=None, function_name="kernel", backend=""):
+ def __init__(self, body, target, backend, compile_function, ghost_layers, function_name="kernel", assignments=None):
super(KernelFunction, self).__init__()
self._body = body
body.parent = self
self.function_name = function_name
self._body.parent = self
- self.compile = None
self.ghost_layers = ghost_layers
+ self._target = target
+ self._backend = backend
# these variables are assumed to be global, so no automatic parameter is generated for them
self.global_variables = set()
- self.backend = backend
self.instruction_set = None # used in `vectorize` function to tell the backend which i.s. (SSE,AVX) to use
+ # function that compiles the node to a Python callable, is set by the backends
+ self._compile_function = compile_function
+ self.assignments = assignments
+
+ @property
+ def target(self):
+ """Currently either 'cpu' or 'gpu' """
+ return self._target
+
+ @property
+ def backend(self):
+ """Backend for generating the code e.g. 'llvm', 'c', 'cuda' """
+ return self._backend
@property
def symbols_defined(self):
@@ -190,12 +221,24 @@ class KernelFunction(Node):
@property
def args(self):
- return [self._body]
+ return self._body,
@property
- def fields_accessed(self) -> Set['ResolvedFieldAccess']:
+ def fields_accessed(self) -> Set[Field]:
"""Set of Field instances: fields which are accessed inside this kernel function"""
- return set(o.field for o in self.atoms(ResolvedFieldAccess))
+ from pystencils.interpolation_astnodes import InterpolatorAccess
+ return set(o.field for o in itertools.chain(self.atoms(ResolvedFieldAccess), self.atoms(InterpolatorAccess)))
+
+ @property
+ def fields_written(self) -> Set[Field]:
+ assignments = self.atoms(SympyAssignment)
+ return {a.lhs.field for a in assignments if isinstance(a.lhs, ResolvedFieldAccess)}
+
+ @property
+ def fields_read(self) -> Set[Field]:
+ assignments = self.atoms(SympyAssignment)
+ return set().union(itertools.chain.from_iterable([f.field for f in a.rhs.free_symbols if hasattr(f, 'field')]
+ for a in assignments))
def get_parameters(self) -> Sequence['KernelFunction.Parameter']:
"""Returns list of parameters for this function.
@@ -213,6 +256,8 @@ class KernelFunction(Node):
argument_symbols = self._body.undefined_symbols - self.global_variables
parameters = [self.Parameter(symbol, get_fields(symbol)) for symbol in argument_symbols]
+ if hasattr(self, 'indexing'):
+ parameters += [self.Parameter(s, []) for s in self.indexing.symbolic_parameters()]
parameters.sort(key=lambda p: p.symbol.name)
return parameters
@@ -223,7 +268,12 @@ class KernelFunction(Node):
def __repr__(self):
params = [p.symbol for p in self.get_parameters()]
- return '{0} {1}({2})'.format(type(self).__name__, self.function_name, params)
+ return f'{type(self).__name__} {self.function_name}({params})'
+
+ def compile(self, *args, **kwargs):
+ if self._compile_function is None:
+ raise ValueError("No compile-function provided for this KernelFunction node")
+ return self._compile_function(self, *args, **kwargs)
class SkipIteration(Node):
@@ -246,30 +296,37 @@ class Block(Node):
self._nodes = nodes
self.parent = None
for n in self._nodes:
- n.parent = self
+ try:
+ n.parent = self
+ except AttributeError:
+ pass
@property
def args(self):
return self._nodes
def subs(self, subs_dict) -> None:
- new_args = []
- for a in self.args:
- if isinstance(a, SympyAssignment) and a.is_declaration and a.rhs in subs_dict.keys():
- subs_dict[a.lhs] = subs_dict[a.rhs]
- else:
- new_args.append(a)
- self._nodes = new_args
-
for a in self.args:
a.subs(subs_dict)
+ def fast_subs(self, subs_dict, skip=None):
+ self._nodes = [fast_subs(a, subs_dict, skip) for a in self._nodes]
+ return self
+
def insert_front(self, node):
- node.parent = self
- self._nodes.insert(0, node)
+ if isinstance(node, collections.abc.Iterable):
+ node = list(node)
+ for n in node:
+ n.parent = self
+
+ self._nodes = node + self._nodes
+ else:
+ node.parent = self
+ self._nodes.insert(0, node)
def insert_before(self, new_node, insert_before):
new_node.parent = self
+ assert self._nodes.count(insert_before) == 1
idx = self._nodes.index(insert_before)
# move all assignment (definitions to the top)
@@ -297,6 +354,7 @@ class Block(Node):
return tmp
def replace(self, child, replacements):
+ assert self._nodes.count(child) == 1
idx = self._nodes.index(child)
del self._nodes[idx]
if type(replacements) is list:
@@ -311,7 +369,10 @@ class Block(Node):
def symbols_defined(self):
result = set()
for a in self.args:
- result.update(a.symbols_defined)
+ if isinstance(a, pystencils.Assignment):
+ result.update(a.free_symbols)
+ else:
+ result.update(a.symbols_defined)
return result
@property
@@ -319,8 +380,12 @@ class Block(Node):
result = set()
defined_symbols = set()
for a in self.args:
- result.update(a.undefined_symbols)
- defined_symbols.update(a.symbols_defined)
+ if isinstance(a, pystencils.Assignment):
+ result.update(a.free_symbols)
+ defined_symbols.update({a.lhs})
+ else:
+ result.update(a.undefined_symbols)
+ defined_symbols.update(a.symbols_defined)
return result - defined_symbols
def __str__(self):
@@ -343,7 +408,7 @@ class PragmaBlock(Block):
class LoopOverCoordinate(Node):
LOOP_COUNTER_NAME_PREFIX = "ctr"
- BlOCK_LOOP_COUNTER_NAME_PREFIX = "_blockctr"
+ BLOCK_LOOP_COUNTER_NAME_PREFIX = "_blockctr"
def __init__(self, body, coordinate_to_loop_over, start, stop, step=1, is_block_loop=False, relational=sp.Lt):
super(LoopOverCoordinate, self).__init__(parent=None)
@@ -373,6 +438,16 @@ class LoopOverCoordinate(Node):
if hasattr(self.step, "subs"):
self.step = self.step.subs(subs_dict)
+ def fast_subs(self, subs_dict, skip=None):
+ self.body = fast_subs(self.body, subs_dict, skip)
+ if isinstance(self.start, sp.Basic):
+ self.start = fast_subs(self.start, subs_dict, skip)
+ if isinstance(self.stop, sp.Basic):
+ self.stop = fast_subs(self.stop, subs_dict, skip)
+ if isinstance(self.step, sp.Basic):
+ self.step = fast_subs(self.step, subs_dict, skip)
+ return self
+
@property
def args(self):
result = [self.body]
@@ -405,11 +480,11 @@ class LoopOverCoordinate(Node):
@staticmethod
def get_loop_counter_name(coordinate_to_loop_over):
- return "%s_%s" % (LoopOverCoordinate.LOOP_COUNTER_NAME_PREFIX, coordinate_to_loop_over)
+ return f"{LoopOverCoordinate.LOOP_COUNTER_NAME_PREFIX}_{coordinate_to_loop_over}"
@staticmethod
def get_block_loop_counter_name(coordinate_to_loop_over):
- return "%s_%s" % (LoopOverCoordinate.BlOCK_LOOP_COUNTER_NAME_PREFIX, coordinate_to_loop_over)
+ return f"{LoopOverCoordinate.BLOCK_LOOP_COUNTER_NAME_PREFIX}_{coordinate_to_loop_over}"
@property
def loop_counter_name(self):
@@ -430,11 +505,13 @@ class LoopOverCoordinate(Node):
@staticmethod
def get_loop_counter_symbol(coordinate_to_loop_over):
- return TypedSymbol(LoopOverCoordinate.get_loop_counter_name(coordinate_to_loop_over), 'int')
+ return TypedSymbol(LoopOverCoordinate.get_loop_counter_name(coordinate_to_loop_over), 'int', nonnegative=True)
@staticmethod
def get_block_loop_counter_symbol(coordinate_to_loop_over):
- return TypedSymbol(LoopOverCoordinate.get_block_loop_counter_name(coordinate_to_loop_over), 'int')
+ return TypedSymbol(LoopOverCoordinate.get_block_loop_counter_name(coordinate_to_loop_over),
+ 'int',
+ nonnegative=True)
@property
def loop_counter_symbol(self):
@@ -467,12 +544,13 @@ class LoopOverCoordinate(Node):
class SympyAssignment(Node):
- def __init__(self, lhs_symbol, rhs_expr, is_const=True):
+ def __init__(self, lhs_symbol, rhs_expr, is_const=True, use_auto=False):
super(SympyAssignment, self).__init__(parent=None)
- self._lhs_symbol = lhs_symbol
- self.rhs = rhs_expr
+ self._lhs_symbol = sp.sympify(lhs_symbol)
+ self.rhs = sp.sympify(rhs_expr)
self._is_const = is_const
self._is_declaration = self.__is_declaration()
+ self.use_auto = use_auto
def __is_declaration(self):
if isinstance(self._lhs_symbol, cast_func):
@@ -494,9 +572,16 @@ class SympyAssignment(Node):
self.lhs = fast_subs(self.lhs, subs_dict)
self.rhs = fast_subs(self.rhs, subs_dict)
+ def optimize(self, optimizations):
+ try:
+ from sympy.codegen.rewriting import optimize
+ self.rhs = optimize(self.rhs, optimizations)
+ except Exception:
+ pass
+
@property
def args(self):
- return [self._lhs_symbol, self.rhs]
+ return [self._lhs_symbol, self.rhs, sp.sympify(self._is_const)]
@property
def symbols_defined(self):
@@ -506,13 +591,14 @@ class SympyAssignment(Node):
@property
def undefined_symbols(self):
- result = self.rhs.atoms(sp.Symbol)
+ result = {s for s in self.rhs.free_symbols if not isinstance(s, sp.Indexed)}
# Add loop counters if there a field accesses
loop_counters = set()
for symbol in result:
if isinstance(symbol, Field.Access):
for i in range(len(symbol.offsets)):
loop_counters.add(LoopOverCoordinate.get_loop_counter_symbol(i))
+ result = {r for r in result if not isinstance(r, TypedImaginaryUnit)}
result.update(loop_counters)
result.update(self._lhs_symbol.atoms(sp.Symbol))
return result
@@ -533,7 +619,7 @@ class SympyAssignment(Node):
replacement.parent = self
self.rhs = replacement
else:
- raise ValueError('%s is not in args of %s' % (replacement, self.__class__))
+ raise ValueError(f'{replacement} is not in args of {self.__class__}')
def __repr__(self):
return repr(self.lhs) + " ← " + repr(self.rhs)
@@ -541,13 +627,21 @@ class SympyAssignment(Node):
def _repr_html_(self):
printed_lhs = sp.latex(self.lhs)
printed_rhs = sp.latex(self.rhs)
- return "${printed_lhs} \\leftarrow {printed_rhs}$".format(printed_lhs=printed_lhs, printed_rhs=printed_rhs)
+ return f"${printed_lhs} \\leftarrow {printed_rhs}$"
+
+ def __hash__(self):
+ return hash((self.lhs, self.rhs))
+
+ def __eq__(self, other):
+ return type(self) == type(other) and (self.lhs, self.rhs) == (other.lhs, other.rhs)
class ResolvedFieldAccess(sp.Indexed):
def __new__(cls, base, linearized_index, field, offsets, idx_coordinate_values):
- if not isinstance(base, IndexedBase):
- base = IndexedBase(base, shape=(1,))
+ if not isinstance(base, sp.IndexedBase):
+ assert isinstance(base, TypedSymbol)
+ base = sp.IndexedBase(base, shape=(1,))
+ assert isinstance(base.label, TypedSymbol)
obj = super(ResolvedFieldAccess, cls).__new__(cls, base, linearized_index)
obj.field = field
obj.offsets = offsets
@@ -559,7 +653,7 @@ class ResolvedFieldAccess(sp.Indexed):
self.args[1].subs(old, new),
self.field, self.offsets, self.idx_coordinate_values)
- def fast_subs(self, substitutions):
+ def fast_subs(self, substitutions, skip=None):
if self in substitutions:
return substitutions[self]
return ResolvedFieldAccess(self.args[0].subs(substitutions),
@@ -576,7 +670,7 @@ class ResolvedFieldAccess(sp.Indexed):
def __str__(self):
top = super(ResolvedFieldAccess, self).__str__()
- return "%s (%s)" % (top, self.typed_symbol.dtype)
+ return f"{top} ({self.typed_symbol.dtype})"
def __getnewargs__(self):
return self.base, self.indices[0], self.field, self.offsets, self.idx_coordinate_values
@@ -592,6 +686,7 @@ class TemporaryMemoryAllocation(Node):
size: number of elements to allocate
align_offset: the align_offset's element is aligned
"""
+
def __init__(self, typed_symbol: TypedSymbol, size, align_offset):
super(TemporaryMemoryAllocation, self).__init__(parent=None)
self.symbol = typed_symbol
@@ -649,3 +744,78 @@ class TemporaryMemoryFree(Node):
def early_out(condition):
from pystencils.cpu.vectorization import vec_all
return Conditional(vec_all(condition), Block([SkipIteration()]))
+
+
+def get_dummy_symbol(dtype='bool'):
+ return TypedSymbol(f'dummy{uuid.uuid4().hex}', create_type(dtype))
+
+
+class SourceCodeComment(Node):
+ def __init__(self, text):
+ self.text = text
+
+ @property
+ def args(self):
+ return []
+
+ @property
+ def symbols_defined(self):
+ return set()
+
+ @property
+ def undefined_symbols(self):
+ return set()
+
+ def __str__(self):
+ return "/* " + self.text + " */"
+
+ def __repr__(self):
+ return self.__str__()
+
+
+class EmptyLine(Node):
+ def __init__(self):
+ pass
+
+ @property
+ def args(self):
+ return []
+
+ @property
+ def symbols_defined(self):
+ return set()
+
+ @property
+ def undefined_symbols(self):
+ return set()
+
+ def __str__(self):
+ return ""
+
+ def __repr__(self):
+ return self.__str__()
+
+
+class ConditionalFieldAccess(sp.Function):
+ """
+ :class:`pystencils.Field.Access` that is only executed if a certain condition is met.
+ Can be used, for instance, for out-of-bound checks.
+ """
+
+ def __new__(cls, field_access, outofbounds_condition, outofbounds_value=0):
+ return sp.Function.__new__(cls, field_access, outofbounds_condition, sp.S(outofbounds_value))
+
+ @property
+ def access(self):
+ return self.args[0]
+
+ @property
+ def outofbounds_condition(self):
+ return self.args[1]
+
+ @property
+ def outofbounds_value(self):
+ return self.args[2]
+
+ def __getnewargs__(self):
+ return self.access, self.outofbounds_condition, self.outofbounds_value
diff --git a/pystencils/autodiff.py b/pystencils/autodiff.py
new file mode 100644
index 0000000000000000000000000000000000000000..96ac836c82542fb66dad74401233a86afd9a1bf7
--- /dev/null
+++ b/pystencils/autodiff.py
@@ -0,0 +1,12 @@
+"""
+Provides tools for generation of auto-differentiable operations.
+
+See https://github.com/theHamsta/pystencils_autodiff
+
+Installation:
+
+.. code-block:: bash
+ pip install pystencils-autodiff
+"""
+
+raise NotImplementedError('pystencils-autodiff is not installed. Run `pip install pystencils-autodiff`')
diff --git a/pystencils/backends/cbackend.py b/pystencils/backends/cbackend.py
index e22c21c7c01af379559b40fac12aee02712ae9ea..ae29ee1da7fcda7640c669d1c155d4d86aa37fbe 100644
--- a/pystencils/backends/cbackend.py
+++ b/pystencils/backends/cbackend.py
@@ -1,47 +1,103 @@
-import sympy as sp
+import re
from collections import namedtuple
-from sympy.core import S
from typing import Set
-from sympy.printing.ccode import C89CodePrinter
-from pystencils.cpu.vectorization import vec_any, vec_all
-from pystencils.fast_approximation import fast_division, fast_sqrt, fast_inv_sqrt
+import numpy as np
+import sympy as sp
+from sympy.core import S
+from sympy.logic.boolalg import BooleanFalse, BooleanTrue
+
+from pystencils.astnodes import KernelFunction, Node
+from pystencils.cpu.vectorization import vec_all, vec_any
+from pystencils.data_types import (
+ PointerType, VectorType, address_of, cast_func, create_type, get_type_of_expression,
+ reinterpret_cast_func, vector_memory_access)
+from pystencils.fast_approximation import fast_division, fast_inv_sqrt, fast_sqrt
+from pystencils.integer_functions import (
+ bit_shift_left, bit_shift_right, bitwise_and, bitwise_or, bitwise_xor,
+ int_div, int_power_of_2, modulo_ceil)
try:
- from sympy.printing.ccode import C99CodePrinter as CCodePrinter
+ from sympy.printing.c import C99CodePrinter as CCodePrinter # for sympy versions > 1.6
except ImportError:
- from sympy.printing.ccode import CCodePrinter # for sympy versions < 1.1
-
-from pystencils.integer_functions import bitwise_xor, bit_shift_right, bit_shift_left, bitwise_and, \
- bitwise_or, modulo_ceil, int_div, int_power_of_2, int_mod, inc_post
-from pystencils.astnodes import Node, KernelFunction
-from pystencils.data_types import create_type, PointerType, get_type_of_expression, VectorType, cast_func, \
- vector_memory_access, reinterpret_cast_func
+ from sympy.printing.ccode import C99CodePrinter as CCodePrinter
__all__ = ['generate_c', 'CustomCodeNode', 'PrintNode', 'get_headers', 'CustomSympyPrinter']
+HEADER_REGEX = re.compile(r'^[<"].*[">]$')
+
KERNCRAFT_NO_TERNARY_MODE = False
-def generate_c(ast_node: Node, signature_only: bool = False, dialect='c') -> str:
+def generate_c(ast_node: Node,
+ signature_only: bool = False,
+ dialect='c',
+ custom_backend=None,
+ with_globals=True) -> str:
"""Prints an abstract syntax tree node as C or CUDA code.
- This function does not need to distinguish between C, C++ or CUDA code, it just prints 'C-like' code as encoded
- in the abstract syntax tree (AST). The AST is built differently for C or CUDA by calling different create_kernel
- functions.
+ This function does not need to distinguish for most AST nodes between C, C++ or CUDA code, it just prints 'C-like'
+ code as encoded in the abstract syntax tree (AST). The AST is built differently for C or CUDA by calling different
+ create_kernel functions.
Args:
- ast_node:
- signature_only:
- dialect: 'c' or 'cuda'
+ ast_node: ast representation of kernel
+ signature_only: generate signature without function body
+ dialect: 'c', 'cuda' or opencl
+ custom_backend: use own custom printer for code generation
+ with_globals: enable usage of global variables
Returns:
C-like code for the ast node and its descendants
"""
- printer = CBackend(signature_only=signature_only,
- vector_instruction_set=ast_node.instruction_set,
- dialect=dialect)
- return printer(ast_node)
+ global_declarations = get_global_declarations(ast_node)
+ for d in global_declarations:
+ if hasattr(ast_node, "global_variables"):
+ ast_node.global_variables.update(d.symbols_defined)
+ else:
+ ast_node.global_variables = d.symbols_defined
+ if custom_backend:
+ printer = custom_backend
+ elif dialect == 'c':
+ try:
+ instruction_set = ast_node.instruction_set
+ except Exception:
+ instruction_set = None
+ printer = CBackend(signature_only=signature_only,
+ vector_instruction_set=instruction_set)
+ elif dialect == 'cuda':
+ from pystencils.backends.cuda_backend import CudaBackend
+ printer = CudaBackend(signature_only=signature_only)
+ elif dialect == 'opencl':
+ from pystencils.backends.opencl_backend import OpenClBackend
+ printer = OpenClBackend(signature_only=signature_only)
+ else:
+ raise ValueError("Unknown dialect: " + str(dialect))
+ code = printer(ast_node)
+ if not signature_only and isinstance(ast_node, KernelFunction):
+ if with_globals and global_declarations:
+ code = "\n" + code
+ for declaration in global_declarations:
+ code = printer(declaration) + "\n" + code
+
+ return code
+
+
+def get_global_declarations(ast):
+ global_declarations = []
+
+ def visit_node(sub_ast):
+ nonlocal global_declarations
+ if hasattr(sub_ast, "required_global_declarations"):
+ global_declarations += sub_ast.required_global_declarations
+
+ if hasattr(sub_ast, "args"):
+ for node in sub_ast.args:
+ visit_node(node)
+
+ visit_node(ast)
+
+ return sorted(set(global_declarations), key=str)
def get_headers(ast_node: Node) -> Set[str]:
@@ -54,10 +110,17 @@ def get_headers(ast_node: Node) -> Set[str]:
if hasattr(ast_node, 'headers'):
headers.update(ast_node.headers)
for a in ast_node.args:
- if isinstance(a, Node):
+ if isinstance(a, (sp.Expr, Node)):
headers.update(get_headers(a))
- return headers
+ for g in get_global_declarations(ast_node):
+ if isinstance(g, Node):
+ headers.update(get_headers(g))
+
+ for h in headers:
+ assert HEADER_REGEX.match(h), f'header /{h}/ does not follow the pattern /"..."/ or /<...>/'
+
+ return sorted(headers)
# --------------------------------------- Backend Specific Nodes -------------------------------------------------------
@@ -86,11 +149,17 @@ class CustomCodeNode(Node):
def undefined_symbols(self):
return self._symbols_read - self._symbols_defined
+ def __eq___(self, other):
+ return self._code == other._code
+
+ def __hash__(self):
+ return hash(self._code)
+
class PrintNode(CustomCodeNode):
# noinspection SpellCheckingInspection
def __init__(self, symbol_to_print):
- code = '\nstd::cout << "%s = " << %s << std::endl; \n' % (symbol_to_print.name, symbol_to_print.name)
+ code = f'\nstd::cout << "{symbol_to_print.name} = " << {symbol_to_print.name} << std::endl; \n'
super(PrintNode, self).__init__(code, symbols_read=[symbol_to_print], symbols_defined=set())
self.headers.append("<iostream>")
@@ -104,9 +173,9 @@ class CBackend:
def __init__(self, sympy_printer=None, signature_only=False, vector_instruction_set=None, dialect='c'):
if sympy_printer is None:
if vector_instruction_set is not None:
- self.sympy_printer = VectorizedCustomSympyPrinter(vector_instruction_set, dialect)
+ self.sympy_printer = VectorizedCustomSympyPrinter(vector_instruction_set)
else:
- self.sympy_printer = CustomSympyPrinter(dialect)
+ self.sympy_printer = CustomSympyPrinter()
else:
self.sympy_printer = sympy_printer
@@ -123,19 +192,24 @@ class CBackend:
return result
def _print(self, node):
+ if isinstance(node, str):
+ return node
for cls in type(node).__mro__:
method_name = "_print_" + cls.__name__
if hasattr(self, method_name):
return getattr(self, method_name)(node)
- raise NotImplementedError("CBackend does not support node of type " + str(type(node)))
+ raise NotImplementedError(self.__class__.__name__ + " does not support node of type " + node.__class__.__name__)
+
+ def _print_Type(self, node):
+ return str(node)
def _print_KernelFunction(self, node):
- function_arguments = ["%s %s" % (str(s.symbol.dtype), s.symbol.name) for s in node.get_parameters()]
+ function_arguments = [f"{self._print(s.symbol.dtype)} {s.symbol.name}" for s in node.get_parameters()]
launch_bounds = ""
if self._dialect == 'cuda':
max_threads = node.indexing.max_threads_per_block()
if max_threads:
- launch_bounds = "__launch_bounds__({}) ".format(max_threads)
+ launch_bounds = f"__launch_bounds__({max_threads}) "
func_declaration = "FUNC_PREFIX %svoid %s(%s)" % (launch_bounds, node.function_name,
", ".join(function_arguments))
if self._signatureOnly:
@@ -149,33 +223,47 @@ class CBackend:
return "{\n%s\n}" % (self._indent + self._indent.join(block_contents.splitlines(True)))
def _print_PragmaBlock(self, node):
- return "%s\n%s" % (node.pragma_line, self._print_Block(node))
+ return f"{node.pragma_line}\n{self._print_Block(node)}"
def _print_LoopOverCoordinate(self, node):
counter_symbol = node.loop_counter_name
- start = "int %s = %s" % (counter_symbol, self.sympy_printer.doprint(node.start))
- condition_expression = node.relational(node.loop_counter_symbol, node.stop)
- condition = self.sympy_printer.doprint(condition_expression)
- update = "%s += %s" % (counter_symbol, self.sympy_printer.doprint(node.step),)
- loop_str = "for (%s; %s; %s)" % (start, condition, update)
+ start = f"int {counter_symbol} = {self.sympy_printer.doprint(node.start)}"
+ condition = f"{counter_symbol} < {self.sympy_printer.doprint(node.stop)}"
+ update = f"{counter_symbol} += {self.sympy_printer.doprint(node.step)}"
+ loop_str = f"for ({start}; {condition}; {update})"
prefix = "\n".join(node.prefix_lines)
if prefix:
prefix += "\n"
- return "%s%s\n%s" % (prefix, loop_str, self._print(node.body))
+ return f"{prefix}{loop_str}\n{self._print(node.body)}"
def _print_SympyAssignment(self, node):
if node.is_declaration:
- data_type = "const " + str(node.lhs.dtype) + " " if node.is_const else str(node.lhs.dtype) + " "
- return "%s%s = %s;" % (data_type, self.sympy_printer.doprint(node.lhs),
+ if node.use_auto:
+ data_type = 'auto '
+ else:
+ if node.is_const:
+ prefix = 'const '
+ else:
+ prefix = ''
+ data_type = prefix + self._print(node.lhs.dtype).replace(' const', '') + " "
+
+ return "%s%s = %s;" % (data_type,
+ self.sympy_printer.doprint(node.lhs),
self.sympy_printer.doprint(node.rhs))
else:
lhs_type = get_type_of_expression(node.lhs)
+ printed_mask = ""
if type(lhs_type) is VectorType and isinstance(node.lhs, cast_func):
- arg, data_type, aligned, nontemporal = node.lhs.args
+ arg, data_type, aligned, nontemporal, mask = node.lhs.args
instr = 'storeU'
if aligned:
instr = 'stream' if nontemporal else 'storeA'
+ if mask != True: # NOQA
+ instr = 'maskStore' if aligned else 'maskStoreU'
+ printed_mask = self.sympy_printer.doprint(mask)
+ if self._vector_instruction_set['dataTypePrefix']['double'] == '__mm256d':
+ printed_mask = f"_mm256_castpd_si256({printed_mask})"
rhs_type = get_type_of_expression(node.rhs)
if type(rhs_type) is not VectorType:
@@ -184,9 +272,10 @@ class CBackend:
rhs = node.rhs
return self._vector_instruction_set[instr].format("&" + self.sympy_printer.doprint(node.lhs.args[0]),
- self.sympy_printer.doprint(rhs)) + ';'
+ self.sympy_printer.doprint(rhs),
+ printed_mask) + ';'
else:
- return "%s = %s;" % (self.sympy_printer.doprint(node.lhs), self.sympy_printer.doprint(node.rhs))
+ return f"{self.sympy_printer.doprint(node.lhs)} = {self.sympy_printer.doprint(node.rhs)};"
def _print_TemporaryMemoryAllocation(self, node):
align = 64
@@ -205,24 +294,31 @@ class CBackend:
return "free(%s - %d);" % (self.sympy_printer.doprint(node.symbol.name), node.offset(align))
def _print_SkipIteration(self, _):
- if self._dialect == 'cuda':
- return "return;"
- else:
- return "continue;"
+ return "continue;"
def _print_CustomCodeNode(self, node):
return node.get_code(self._dialect, self._vector_instruction_set)
+ def _print_SourceCodeComment(self, node):
+ return f"/* {node.text } */"
+
+ def _print_EmptyLine(self, node):
+ return ""
+
def _print_Conditional(self, node):
+ if type(node.condition_expr) is BooleanTrue:
+ return self._print_Block(node.true_block)
+ elif type(node.condition_expr) is BooleanFalse:
+ return self._print_Block(node.false_block)
cond_type = get_type_of_expression(node.condition_expr)
if isinstance(cond_type, VectorType):
raise ValueError("Problem with Conditional inside vectorized loop - use vec_any or vec_all")
condition_expr = self.sympy_printer.doprint(node.condition_expr)
true_block = self._print_Block(node.true_block)
- result = "if (%s)\n%s " % (condition_expr, true_block)
+ result = f"if ({condition_expr})\n{true_block} "
if node.false_block:
false_block = self._print_Block(node.false_block)
- result += "else " + false_block
+ result += f"else {false_block}"
return result
@@ -232,21 +328,19 @@ class CBackend:
# noinspection PyPep8Naming
class CustomSympyPrinter(CCodePrinter):
- def __init__(self, dialect):
+ def __init__(self):
super(CustomSympyPrinter, self).__init__()
self._float_type = create_type("float32")
- self._dialect = dialect
- if 'Min' in self.known_functions:
- del self.known_functions['Min']
- if 'Max' in self.known_functions:
- del self.known_functions['Max']
def _print_Pow(self, expr):
"""Don't use std::pow function, for small integer exponents, write as multiplication"""
+ if not expr.free_symbols:
+ return self._typed_number(expr.evalf(), get_type_of_expression(expr))
+
if expr.exp.is_integer and expr.exp.is_number and 0 < expr.exp < 8:
- return "(" + self._print(sp.Mul(*[expr.base] * expr.exp, evaluate=False)) + ")"
+ return f"({self._print(sp.Mul(*[expr.base] * expr.exp, evaluate=False))})"
elif expr.exp.is_integer and expr.exp.is_number and - 8 < expr.exp < 0:
- return "1 / ({})".format(self._print(sp.Mul(*[expr.base] * (-expr.exp), evaluate=False)))
+ return f"1 / ({self._print(sp.Mul(*([expr.base] * -expr.exp), evaluate=False))})"
else:
return super(CustomSympyPrinter, self)._print_Pow(expr)
@@ -264,8 +358,14 @@ class CustomSympyPrinter(CCodePrinter):
result = super(CustomSympyPrinter, self)._print_Piecewise(expr)
return result.replace("\n", "")
- def _print_NoEvaluationPiecewise(self, expr):
- return self._print_Piecewise(expr)
+ def _print_Abs(self, expr):
+ if expr.args[0].is_integer:
+ return f'abs({self._print(expr.args[0])})'
+ else:
+ return f'fabs({self._print(expr.args[0])})'
+
+ def _print_Type(self, node):
+ return str(node)
def _print_Function(self, expr):
infix_functions = {
@@ -279,65 +379,150 @@ class CustomSympyPrinter(CCodePrinter):
return expr.to_c(self._print)
if isinstance(expr, reinterpret_cast_func):
arg, data_type = expr.args
- return "*((%s)(& %s))" % (PointerType(data_type, restrict=False), self._print(arg))
+ return f"*(({self._print(PointerType(data_type, restrict=False))})(& {self._print(arg)}))"
+ elif isinstance(expr, address_of):
+ assert len(expr.args) == 1, "address_of must only have one argument"
+ return f"&({self._print(expr.args[0])})"
elif isinstance(expr, cast_func):
arg, data_type = expr.args
- if isinstance(arg, sp.Number):
+ if isinstance(arg, sp.Number) and arg.is_finite:
return self._typed_number(arg, data_type)
else:
- return "((%s)(%s))" % (data_type, self._print(arg))
+ return f"(({data_type})({self._print(arg)}))"
elif isinstance(expr, fast_division):
- if self._dialect == "cuda":
- return "__fdividef(%s, %s)" % tuple(self._print(a) for a in expr.args)
- else:
- return "({})".format(self._print(expr.args[0] / expr.args[1]))
+ return f"({self._print(expr.args[0] / expr.args[1])})"
elif isinstance(expr, fast_sqrt):
- if self._dialect == "cuda":
- return "__fsqrt_rn(%s)" % tuple(self._print(a) for a in expr.args)
- else:
- return "({})".format(self._print(sp.sqrt(expr.args[0])))
+ return f"({self._print(sp.sqrt(expr.args[0]))})"
elif isinstance(expr, vec_any) or isinstance(expr, vec_all):
return self._print(expr.args[0])
elif isinstance(expr, fast_inv_sqrt):
- if self._dialect == "cuda":
- return "__frsqrt_rn(%s)" % tuple(self._print(a) for a in expr.args)
+ return f"({self._print(1 / sp.sqrt(expr.args[0]))})"
+ elif isinstance(expr, sp.Abs):
+ return f"abs({self._print(expr.args[0])})"
+ elif isinstance(expr, sp.Max):
+ return self._print(expr)
+ elif isinstance(expr, sp.Mod):
+ if expr.args[0].is_integer and expr.args[1].is_integer:
+ return f"({self._print(expr.args[0])} % {self._print(expr.args[1])})"
else:
- return "({})".format(self._print(1 / sp.sqrt(expr.args[0])))
+ return f"fmod({self._print(expr.args[0])}, {self._print(expr.args[1])})"
elif expr.func in infix_functions:
- return "(%s %s %s)" % (self._print(expr.args[0]), infix_functions[expr.func], self._print(expr.args[1]))
+ return f"({self._print(expr.args[0])} {infix_functions[expr.func]} {self._print(expr.args[1])})"
elif expr.func == int_power_of_2:
- return "(1 << (%s))" % (self._print(expr.args[0]))
+ return f"(1 << ({self._print(expr.args[0])}))"
elif expr.func == int_div:
- return "((%s) / (%s))" % (self._print(expr.args[0]), self._print(expr.args[1]))
- elif expr.func == int_mod:
- return "((%s) %% (%s))" % (self._print(expr.args[0]), self._print(expr.args[1]))
- elif expr.func == inc_post:
- return "(%s++)" % (self._print(expr.args[0]))
+ return f"(({self._print(expr.args[0])}) / ({self._print(expr.args[1])}))"
else:
- return super(CustomSympyPrinter, self)._print_Function(expr)
+ name = expr.name if hasattr(expr, 'name') else expr.__class__.__name__
+ arg_str = ', '.join(self._print(a) for a in expr.args)
+ return f'{name}({arg_str})'
def _typed_number(self, number, dtype):
res = self._print(number)
- if dtype.is_float():
- if dtype == self._float_type:
- if '.' not in res:
- res += ".0f"
- else:
- res += "f"
- return res
+ if dtype.numpy_dtype == np.float32:
+ return res + '.0f' if '.' not in res else res + 'f'
+ elif dtype.numpy_dtype == np.float64:
+ return res + '.0' if '.' not in res else res
else:
return res
- _print_Max = C89CodePrinter._print_Max
- _print_Min = C89CodePrinter._print_Min
+ def _print_Sum(self, expr):
+ template = """[&]() {{
+ {dtype} sum = ({dtype}) 0;
+ for ( {iterator_dtype} {var} = {start}; {condition}; {var} += {increment} ) {{
+ sum += {expr};
+ }}
+ return sum;
+}}()"""
+ var = expr.limits[0][0]
+ start = expr.limits[0][1]
+ end = expr.limits[0][2]
+ code = template.format(
+ dtype=get_type_of_expression(expr.args[0]),
+ iterator_dtype='int',
+ var=self._print(var),
+ start=self._print(start),
+ end=self._print(end),
+ expr=self._print(expr.function),
+ increment=str(1),
+ condition=self._print(var) + ' <= ' + self._print(end) # if start < end else '>='
+ )
+ return code
+
+ def _print_Product(self, expr):
+ template = """[&]() {{
+ {dtype} product = ({dtype}) 1;
+ for ( {iterator_dtype} {var} = {start}; {condition}; {var} += {increment} ) {{
+ product *= {expr};
+ }}
+ return product;
+}}()"""
+ var = expr.limits[0][0]
+ start = expr.limits[0][1]
+ end = expr.limits[0][2]
+ code = template.format(
+ dtype=get_type_of_expression(expr.args[0]),
+ iterator_dtype='int',
+ var=self._print(var),
+ start=self._print(start),
+ end=self._print(end),
+ expr=self._print(expr.function),
+ increment=str(1),
+ condition=self._print(var) + ' <= ' + self._print(end) # if start < end else '>='
+ )
+ return code
+
+ def _print_ConditionalFieldAccess(self, node):
+ return self._print(sp.Piecewise((node.outofbounds_value, node.outofbounds_condition), (node.access, True)))
+
+ def _print_Max(self, expr):
+ def inner_print_max(args):
+ if len(args) == 1:
+ return self._print(args[0])
+ half = len(args) // 2
+ a = inner_print_max(args[:half])
+ b = inner_print_max(args[half:])
+ return f"(({a} > {b}) ? {a} : {b})"
+ return inner_print_max(expr.args)
+
+ def _print_Min(self, expr):
+ def inner_print_min(args):
+ if len(args) == 1:
+ return self._print(args[0])
+ half = len(args) // 2
+ a = inner_print_min(args[:half])
+ b = inner_print_min(args[half:])
+ return f"(({a} < {b}) ? {a} : {b})"
+ return inner_print_min(expr.args)
+
+ def _print_re(self, expr):
+ return f"real({self._print(expr.args[0])})"
+
+ def _print_im(self, expr):
+ return f"imag({self._print(expr.args[0])})"
+
+ def _print_ImaginaryUnit(self, expr):
+ return "complex<double>{0,1}"
+
+ def _print_TypedImaginaryUnit(self, expr):
+ if expr.dtype.numpy_dtype == np.complex64:
+ return "complex<float>{0,1}"
+ elif expr.dtype.numpy_dtype == np.complex128:
+ return "complex<double>{0,1}"
+ else:
+ raise NotImplementedError(
+ "only complex64 and complex128 supported")
+
+ def _print_Complex(self, expr):
+ return self._typed_number(expr, np.complex64)
# noinspection PyPep8Naming
class VectorizedCustomSympyPrinter(CustomSympyPrinter):
SummandInfo = namedtuple("SummandInfo", ['sign', 'term'])
- def __init__(self, instruction_set, dialect):
- super(VectorizedCustomSympyPrinter, self).__init__(dialect=dialect)
+ def __init__(self, instruction_set):
+ super(VectorizedCustomSympyPrinter, self).__init__()
self.instruction_set = instruction_set
def _scalarFallback(self, func_name, expr, *args, **kwargs):
@@ -350,27 +535,35 @@ class VectorizedCustomSympyPrinter(CustomSympyPrinter):
def _print_Function(self, expr):
if isinstance(expr, vector_memory_access):
- arg, data_type, aligned, _ = expr.args
+ arg, data_type, aligned, _, mask = expr.args
instruction = self.instruction_set['loadA'] if aligned else self.instruction_set['loadU']
return instruction.format("& " + self._print(arg))
elif isinstance(expr, cast_func):
arg, data_type = expr.args
if type(data_type) is VectorType:
- return self.instruction_set['makeVec'].format(self._print(arg))
+ if isinstance(arg, sp.Tuple):
+ is_boolean = get_type_of_expression(arg[0]) == create_type("bool")
+ printed_args = [self._print(a) for a in arg]
+ instruction = 'makeVecBool' if is_boolean else 'makeVec'
+ return self.instruction_set[instruction].format(*printed_args)
+ else:
+ is_boolean = get_type_of_expression(arg) == create_type("bool")
+ instruction = 'makeVecConstBool' if is_boolean else 'makeVecConst'
+ return self.instruction_set[instruction].format(self._print(arg))
elif expr.func == fast_division:
result = self._scalarFallback('_print_Function', expr)
if not result:
result = self.instruction_set['/'].format(self._print(expr.args[0]), self._print(expr.args[1]))
return result
elif expr.func == fast_sqrt:
- return "({})".format(self._print(sp.sqrt(expr.args[0])))
+ return f"({self._print(sp.sqrt(expr.args[0]))})"
elif expr.func == fast_inv_sqrt:
result = self._scalarFallback('_print_Function', expr)
if not result:
if self.instruction_set['rsqrt']:
return self.instruction_set['rsqrt'].format(self._print(expr.args[0]))
else:
- return "({})".format(self._print(1 / sp.sqrt(expr.args[0])))
+ return f"({self._print(1 / sp.sqrt(expr.args[0]))})"
elif isinstance(expr, vec_any):
expr_type = get_type_of_expression(expr.args[0])
if type(expr_type) is not VectorType:
@@ -441,12 +634,12 @@ class VectorizedCustomSympyPrinter(CustomSympyPrinter):
if result:
return result
- one = self.instruction_set['makeVec'].format(1.0)
+ one = self.instruction_set['makeVecConst'].format(1.0)
if expr.exp.is_integer and expr.exp.is_number and 0 < expr.exp < 8:
return "(" + self._print(sp.Mul(*[expr.base] * expr.exp, evaluate=False)) + ")"
elif expr.exp == -1:
- one = self.instruction_set['makeVec'].format(1.0)
+ one = self.instruction_set['makeVecConst'].format(1.0)
return self.instruction_set['/'].format(one, self._print(expr.base))
elif expr.exp == 0.5:
return self.instruction_set['sqrt'].format(self._print(expr.base))
diff --git a/pystencils/backends/cuda_backend.py b/pystencils/backends/cuda_backend.py
new file mode 100644
index 0000000000000000000000000000000000000000..b699c9ce40be6f08c39d113768028abf15056b0a
--- /dev/null
+++ b/pystencils/backends/cuda_backend.py
@@ -0,0 +1,112 @@
+from os.path import dirname, join
+
+from pystencils.astnodes import Node
+from pystencils.backends.cbackend import CBackend, CustomSympyPrinter, generate_c
+from pystencils.fast_approximation import fast_division, fast_inv_sqrt, fast_sqrt
+from pystencils.interpolation_astnodes import DiffInterpolatorAccess, InterpolationMode
+
+with open(join(dirname(__file__), 'cuda_known_functions.txt')) as f:
+ lines = f.readlines()
+ CUDA_KNOWN_FUNCTIONS = {l.strip(): l.strip() for l in lines if l}
+
+
+def generate_cuda(ast_node: Node, signature_only: bool = False, custom_backend=None, with_globals=True) -> str:
+ """Prints an abstract syntax tree node as CUDA code.
+
+ Args:
+ ast_node: ast representation of kernel
+ signature_only: generate signature without function body
+ custom_backend: use own custom printer for code generation
+ with_globals: enable usage of global variables
+
+ Returns:
+ CUDA code for the ast node and its descendants
+ """
+ return generate_c(ast_node, signature_only, dialect='cuda',
+ custom_backend=custom_backend, with_globals=with_globals)
+
+
+class CudaBackend(CBackend):
+
+ def __init__(self, sympy_printer=None,
+ signature_only=False):
+ if not sympy_printer:
+ sympy_printer = CudaSympyPrinter()
+
+ super().__init__(sympy_printer, signature_only, dialect='cuda')
+
+ def _print_SharedMemoryAllocation(self, node):
+ dtype = node.symbol.dtype
+ name = self.sympy_printer.doprint(node.symbol.name)
+ num_elements = '*'.join([str(s) for s in node.shared_mem.shape])
+ code = f"__shared__ {dtype} {name}[{num_elements}];"
+ return code
+
+ @staticmethod
+ def _print_ThreadBlockSynchronization(node):
+ code = "__synchtreads();"
+ return code
+
+ def _print_TextureDeclaration(self, node):
+
+ # TODO: use fStrings here
+ if node.texture.field.dtype.numpy_dtype.itemsize > 4:
+ code = "texture<fp_tex_%s, cudaTextureType%iD, cudaReadModeElementType> %s;" % (
+ str(node.texture.field.dtype),
+ node.texture.field.spatial_dimensions,
+ node.texture
+ )
+ else:
+ code = "texture<%s, cudaTextureType%iD, cudaReadModeElementType> %s;" % (
+ str(node.texture.field.dtype),
+ node.texture.field.spatial_dimensions,
+ node.texture
+ )
+ return code
+
+ def _print_SkipIteration(self, _):
+ return "return;"
+
+
+class CudaSympyPrinter(CustomSympyPrinter):
+ language = "CUDA"
+
+ def __init__(self):
+ super(CudaSympyPrinter, self).__init__()
+ self.known_functions.update(CUDA_KNOWN_FUNCTIONS)
+
+ def _print_InterpolatorAccess(self, node):
+ dtype = node.interpolator.field.dtype.numpy_dtype
+
+ if type(node) == DiffInterpolatorAccess:
+ # cubicTex3D_1st_derivative_x(texture tex, float3 coord)
+ template = f"cubicTex%iD_1st_derivative_{list(reversed('xyz'[:node.ndim]))[node.diff_coordinate_idx]}(%s, %s)" # noqa
+ elif node.interpolator.interpolation_mode == InterpolationMode.CUBIC_SPLINE:
+ template = "cubicTex%iDSimple(%s, %s)"
+ else:
+ if dtype.itemsize > 4:
+ # Use PyCuda hack!
+ # https://github.com/inducer/pycuda/blob/master/pycuda/cuda/pycuda-helpers.hpp
+ template = "fp_tex%iD(%s, %s)"
+ else:
+ template = "tex%iD(%s, %s)"
+
+ code = template % (
+ node.interpolator.field.spatial_dimensions,
+ str(node.interpolator),
+ # + 0.5 comes from Nvidia's staggered indexing
+ ', '.join(self._print(o + 0.5) for o in reversed(node.offsets))
+ )
+ return code
+
+ def _print_Function(self, expr):
+ if isinstance(expr, fast_division):
+ assert len(expr.args) == 2, f"__fdividef has two arguments, but {len(expr.args)} where given"
+ return f"__fdividef({self._print(expr.args[0])}, {self._print(expr.args[1])})"
+ elif isinstance(expr, fast_sqrt):
+ assert len(expr.args) == 1, f"__fsqrt_rn has one argument, but {len(expr.args)} where given"
+ return f"__fsqrt_rn({self._print(expr.args[0])})"
+ elif isinstance(expr, fast_inv_sqrt):
+ assert len(expr.args) == 1, f"__frsqrt_rn has one argument, but {len(expr.args)} where given"
+ return f"__frsqrt_rn({self._print(expr.args[0])})"
+ return super()._print_Function(expr)
diff --git a/pystencils/backends/cuda_known_functions.txt b/pystencils/backends/cuda_known_functions.txt
new file mode 100644
index 0000000000000000000000000000000000000000..224f4a49d65322446a6b17c696351f9371435887
--- /dev/null
+++ b/pystencils/backends/cuda_known_functions.txt
@@ -0,0 +1,294 @@
+__prof_trigger
+printf
+
+__syncthreads
+__syncthreads_count
+__syncthreads_and
+__syncthreads_or
+__syncwarp
+__threadfence
+__threadfence_block
+__threadfence_system
+
+atomicAdd
+atomicSub
+atomicExch
+atomicMin
+atomicMax
+atomicInc
+atomicDec
+atomicAnd
+atomicOr
+atomicXor
+atomicCAS
+
+__all_sync
+__any_sync
+__ballot_sync
+__active_mask
+
+__shfl_sync
+__shfl_up_sync
+__shfl_down_sync
+__shfl_xor_sync
+
+__match_any_sync
+__match_all_sync
+
+__isGlobal
+__isShared
+__isConstant
+__isLocal
+
+tex1Dfetch
+tex1D
+tex2D
+tex3D
+
+sqrtf
+rsqrtf
+cbrtf
+rcbrtf
+hypotf
+rhypotf
+norm3df
+rnorm3df
+norm4df
+rnorm4df
+normf
+rnormf
+expf
+exp2f
+exp10f
+expm1f
+logf
+log2f
+log10f
+log1pf
+sinf
+cosf
+tanf
+sincosf
+sinpif
+cospif
+sincospif
+asinf
+acosf
+atanf
+atan2f
+sinhf
+coshf
+tanhf
+asinhf
+acoshf
+atanhf
+powf
+erff
+erfcf
+erfinvf
+erfcinvf
+erfcxf
+normcdff
+normcdfinvf
+lgammaf
+tgammaf
+fmaf
+frexpf
+ldexpf
+scalbnf
+scalblnf
+logbf
+ilogbf
+j0f
+j1f
+jnf
+y0f
+y1f
+ynf
+cyl_bessel_i0f
+cyl_bessel_i1f
+fmodf
+remainderf
+remquof
+modff
+fdimf
+truncf
+roundf
+rintf
+nearbyintf
+ceilf
+floorf
+lrintf
+lroundf
+llrintf
+llroundf
+
+sqrt
+rsqrt
+cbrt
+rcbrt
+hypot
+rhypot
+norm3d
+rnorm3d
+norm4d
+rnorm4d
+norm
+rnorm
+exp
+exp2
+exp10
+expm1
+log
+log2
+log10
+log1p
+sin
+cos
+tan
+sincos
+sinpi
+cospi
+sincospi
+asin
+acos
+atan
+atan2
+sinh
+cosh
+tanh
+asinh
+acosh
+atanh
+pow
+erf
+erfc
+erfinv
+erfcinv
+erfcx
+normcdf
+normcdfinv
+lgamma
+tgamma
+fma
+frexp
+ldexp
+scalbn
+scalbln
+logb
+ilogb
+j0
+j1
+jn
+y0
+y1
+yn
+cyl_bessel_i0
+cyl_bessel_i1
+fmod
+remainder
+remquo
+mod
+fdim
+trunc
+round
+rint
+nearbyint
+ceil
+floor
+lrint
+lround
+llrint
+llround
+
+__fdividef
+__sinf
+__cosf
+__tanf
+__sincosf
+__logf
+__log2f
+__log10f
+__expf
+__exp10f
+__powf
+
+__fadd_rn
+__fsub_rn
+__fmul_rn
+__fmaf_rn
+__frcp_rn
+__fsqrt_rn
+__frsqrt_rn
+__fdiv_rn
+
+__fadd_rz
+__fsub_rz
+__fmul_rz
+__fmaf_rz
+__frcp_rz
+__fsqrt_rz
+__frsqrt_rz
+__fdiv_rz
+
+__fadd_ru
+__fsub_ru
+__fmul_ru
+__fmaf_ru
+__frcp_ru
+__fsqrt_ru
+__frsqrt_ru
+__fdiv_ru
+
+__fadd_rd
+__fsub_rd
+__fmul_rd
+__fmaf_rd
+__frcp_rd
+__fsqrt_rd
+__frsqrt_rd
+__fdiv_rd
+
+__fdividef
+__expf
+__exp10f
+__logf
+__log2f
+__log10f
+__sinf
+__cosf
+__sincosf
+__tanf
+__powf
+
+__dadd_rn
+__dsub_rn
+__dmul_rn
+__fma_rn
+__ddiv_rn
+__drcp_rn
+__dsqrt_rn
+
+__dadd_rz
+__dsub_rz
+__dmul_rz
+__fma_rz
+__ddiv_rz
+__drcp_rz
+__dsqrt_rz
+
+__dadd_ru
+__dsub_ru
+__dmul_ru
+__fma_ru
+__ddiv_ru
+__drcp_ru
+__dsqrt_ru
+
+__dadd_rd
+__dsub_rd
+__dmul_rd
+__fma_rd
+__ddiv_rd
+__drcp_rd
+__dsqrt_rd
diff --git a/pystencils/backends/dot.py b/pystencils/backends/dot.py
index bfec9cfdb2a7d9a32285b0a967b47980be78f907..83ae1c705d8600b06b5d5d85c31f7151a3f9beb0 100644
--- a/pystencils/backends/dot.py
+++ b/pystencils/backends/dot.py
@@ -1,6 +1,6 @@
-from sympy.printing.printer import Printer
-from graphviz import Digraph, lang
import graphviz
+from graphviz import Digraph, lang
+from sympy.printing.printer import Printer
# noinspection PyPep8Naming
@@ -57,7 +57,7 @@ def __shortened(node):
params = node.get_parameters()
param_names = [p.field_name for p in params if p.is_field_pointer]
param_names += [p.symbol.name for p in params if not p.is_field_parameter]
- return "Func: %s (%s)" % (node.function_name, ",".join(param_names))
+ return f"Func: {node.function_name} ({','.join(param_names)})"
elif isinstance(node, SympyAssignment):
return repr(node.lhs)
elif isinstance(node, Block):
@@ -65,7 +65,7 @@ def __shortened(node):
elif isinstance(node, Conditional):
return repr(node)
else:
- raise NotImplementedError("Cannot handle node type %s" % (type(node),))
+ raise NotImplementedError(f"Cannot handle node type {type(node)}")
def print_dot(node, view=False, short=False, **kwargs):
diff --git a/pystencils/backends/json.py b/pystencils/backends/json.py
new file mode 100644
index 0000000000000000000000000000000000000000..954965c6e626ebc2fc63bba1457c53a325e052e7
--- /dev/null
+++ b/pystencils/backends/json.py
@@ -0,0 +1,82 @@
+# -*- coding: utf-8 -*-
+#
+# Copyright © 2019 Stephan Seitz <stephan.seitz@fau.de>
+#
+# Distributed under terms of the GPLv3 license.
+
+"""
+
+"""
+import json
+
+from pystencils.astnodes import NodeOrExpr
+from pystencils.backends.cbackend import CustomSympyPrinter, generate_c
+
+try:
+ import yaml
+except ImportError:
+ raise ImportError('yaml not installed')
+
+
+def expr_to_dict(expr_or_node: NodeOrExpr, with_c_code=True, full_class_names=False):
+ """Converts a SymPy expression to a serializable dict (mainly for debugging purposes)
+
+ The dict recursively contains all args of the expression as ``dict``s
+
+ See :func:`.write_json`
+
+ Args:
+ expr_or_node (NodeOrExpr): a SymPy expression or a :class:`pystencils.astnodes.Node`
+ with_c_code (bool, optional): include C representation of the nodes
+ full_class_names (bool, optional): use full class names (type(object) instead of ``type(object).__name__``
+ """
+
+ self = {'str': str(expr_or_node)}
+ if with_c_code:
+ try:
+ self.update({'c': generate_c(expr_or_node)})
+ except Exception:
+ try:
+ self.update({'c': CustomSympyPrinter().doprint(expr_or_node)})
+ except Exception:
+ pass
+ for a in expr_or_node.args:
+ self.update({str(a.__class__ if full_class_names else a.__class__.__name__): expr_to_dict(a)})
+
+ return self
+
+
+def print_json(expr_or_node: NodeOrExpr):
+ """Print debug JSON of an AST to string
+
+ Args:
+ expr_or_node (NodeOrExpr): a SymPy expression or a :class:`pystencils.astnodes.Node`
+
+ Returns:
+ str: JSON representation of AST
+ """
+ expr_or_node_dict = expr_to_dict(expr_or_node)
+ return json.dumps(expr_or_node_dict, indent=4)
+
+
+def write_json(filename: str, expr_or_node: NodeOrExpr):
+ """Writes debug JSON represenation of AST to file
+
+ Args:
+ filename (str): Path for the file to write
+ expr_or_node (NodeOrExpr): a SymPy expression or a :class:`pystencils.astnodes.Node`
+ """
+ expr_or_node_dict = expr_to_dict(expr_or_node)
+ with open(filename, 'w') as f:
+ json.dump(expr_or_node_dict, f, indent=4)
+
+
+def print_yaml(expr_or_node):
+ expr_or_node_dict = expr_to_dict(expr_or_node, full_class_names=False)
+ return yaml.dump(expr_or_node_dict)
+
+
+def write_yaml(filename, expr_or_node):
+ expr_or_node_dict = expr_to_dict(expr_or_node)
+ with open(filename, 'w') as f:
+ yaml.dump(expr_or_node_dict, f)
diff --git a/pystencils/backends/opencl1.1_known_functions.txt b/pystencils/backends/opencl1.1_known_functions.txt
new file mode 100644
index 0000000000000000000000000000000000000000..abeab29043e2c76b2b2df8e9024c00e7ac34de0f
--- /dev/null
+++ b/pystencils/backends/opencl1.1_known_functions.txt
@@ -0,0 +1,100 @@
+acos
+acosh
+acospi
+asin
+asinh
+asinpi
+atan
+atan2
+atanh
+atanpi
+atan2pi
+cbrt
+ceil
+copysign
+cos
+cosh
+cospi
+erfc
+erf
+exp
+exp2
+exp10
+expm1
+fabs
+fdim
+floor
+fma
+fmax
+fmax
+fmin45
+fmin
+fmod
+fract
+frexp
+hypot
+ilogb
+ldexp
+lgamma
+lgamma_r
+log
+log2
+log10
+log1p
+logb
+mad
+maxmag
+minmag
+modf
+nextafter
+pow
+pown
+powr
+remquo
+intn
+remquo
+rint
+rootn
+rootn
+round
+rsqrt
+sin
+sincos
+sinh
+sinpi
+sqrt
+tan
+tanh
+tanpi
+tgamma
+trunc
+
+
+half_cos
+half_divide
+half_exp
+half_exp2
+half_exp10
+half_log
+half_log2
+half_log10
+half_powr
+half_recip
+half_rsqrt
+half_sin
+half_sqrt
+half_tan
+native_cos
+native_divide
+native_exp
+native_exp2
+native_exp10
+native_log
+native_log2
+native_log10
+native_powr
+native_recip
+native_rsqrt
+native_sin
+native_sqrt
+native_tan
diff --git a/pystencils/backends/opencl_backend.py b/pystencils/backends/opencl_backend.py
new file mode 100644
index 0000000000000000000000000000000000000000..9fe7b9788689f0d191ef0c6da5137bde9ef8c66a
--- /dev/null
+++ b/pystencils/backends/opencl_backend.py
@@ -0,0 +1,107 @@
+from os.path import dirname, join
+
+import pystencils.data_types
+from pystencils.astnodes import Node
+from pystencils.backends.cbackend import CustomSympyPrinter, generate_c
+from pystencils.backends.cuda_backend import CudaBackend, CudaSympyPrinter
+from pystencils.fast_approximation import fast_division, fast_inv_sqrt, fast_sqrt
+
+with open(join(dirname(__file__), 'opencl1.1_known_functions.txt')) as f:
+ lines = f.readlines()
+ OPENCL_KNOWN_FUNCTIONS = {l.strip(): l.strip() for l in lines if l}
+
+
+def generate_opencl(ast_node: Node, signature_only: bool = False, custom_backend=None, with_globals=True) -> str:
+ """Prints an abstract syntax tree node (made for target 'gpu') as OpenCL code.
+
+ Args:
+ ast_node: ast representation of kernel
+ signature_only: generate signature without function body
+ custom_backend: use own custom printer for code generation
+ with_globals: enable usage of global variables
+
+ Returns:
+ OpenCL code for the ast node and its descendants
+ """
+ return generate_c(ast_node, signature_only, dialect='opencl',
+ custom_backend=custom_backend, with_globals=with_globals)
+
+
+class OpenClBackend(CudaBackend):
+
+ def __init__(self,
+ sympy_printer=None,
+ signature_only=False):
+ if not sympy_printer:
+ sympy_printer = OpenClSympyPrinter()
+
+ super().__init__(sympy_printer, signature_only)
+ self._dialect = 'opencl'
+
+ def _print_Type(self, node):
+ code = super()._print_Type(node)
+ if isinstance(node, pystencils.data_types.PointerType):
+ return "__global " + code
+ else:
+ return code
+
+ def _print_ThreadBlockSynchronization(self, node):
+ raise NotImplementedError()
+
+ def _print_TextureDeclaration(self, node):
+ raise NotImplementedError()
+
+
+class OpenClSympyPrinter(CudaSympyPrinter):
+ language = "OpenCL"
+
+ DIMENSION_MAPPING = {
+ 'x': '0',
+ 'y': '1',
+ 'z': '2'
+ }
+ INDEXING_FUNCTION_MAPPING = {
+ 'blockIdx': 'get_group_id',
+ 'threadIdx': 'get_local_id',
+ 'blockDim': 'get_local_size',
+ 'gridDim': 'get_global_size'
+ }
+
+ def __init__(self):
+ CustomSympyPrinter.__init__(self)
+ self.known_functions = OPENCL_KNOWN_FUNCTIONS
+
+ def _print_Type(self, node):
+ code = super()._print_Type(node)
+ if isinstance(node, pystencils.data_types.PointerType):
+ return "__global " + code
+ else:
+ return code
+
+ def _print_ThreadIndexingSymbol(self, node):
+ symbol_name: str = node.name
+ function_name, dimension = tuple(symbol_name.split("."))
+ dimension = self.DIMENSION_MAPPING[dimension]
+ function_name = self.INDEXING_FUNCTION_MAPPING[function_name]
+ return f"(int) {function_name}({dimension})"
+
+ def _print_TextureAccess(self, node):
+ raise NotImplementedError()
+
+ # For math functions, OpenCL is more similar to the C++ printer CustomSympyPrinter
+ # since built-in math functions are generic.
+ # In CUDA, you have to differentiate between `sin` and `sinf`
+ try:
+ _print_math_func = CustomSympyPrinter._print_math_func
+ except AttributeError:
+ pass
+ _print_Pow = CustomSympyPrinter._print_Pow
+
+ def _print_Function(self, expr):
+ if isinstance(expr, fast_division):
+ return "native_divide(%s, %s)" % tuple(self._print(a) for a in expr.args)
+ elif isinstance(expr, fast_sqrt):
+ return f"native_sqrt({tuple(self._print(a) for a in expr.args)})"
+ elif isinstance(expr, fast_inv_sqrt):
+ return f"native_rsqrt({tuple(self._print(a) for a in expr.args)})"
+ return CustomSympyPrinter._print_Function(self, expr)
diff --git a/pystencils/backends/simd_instruction_sets.py b/pystencils/backends/simd_instruction_sets.py
index f72b0fec3dd5ee9dd2f08c0b210b5d290d748553..7e2be4dee3d1d6a0203c91dad91369ae1a9891a6 100644
--- a/pystencils/backends/simd_instruction_sets.py
+++ b/pystencils/backends/simd_instruction_sets.py
@@ -21,7 +21,10 @@ def get_vector_instruction_set(data_type='double', instruction_set='avx'):
'sqrt': 'sqrt[0]',
+ 'makeVecConst': 'set[]',
'makeVec': 'set[]',
+ 'makeVecBool': 'set[]',
+ 'makeVecConstBool': 'set[]',
'makeZero': 'setzero[]',
'loadU': 'loadu[0]',
@@ -29,9 +32,26 @@ def get_vector_instruction_set(data_type='double', instruction_set='avx'):
'storeU': 'storeu[0,1]',
'storeA': 'store[0,1]',
'stream': 'stream[0,1]',
+ 'maskstore': 'mask_store[0, 2, 1]' if instruction_set == 'avx512' else 'maskstore[0, 2, 1]',
+ 'maskload': 'mask_load[0, 2, 1]' if instruction_set == 'avx512' else 'maskload[0, 2, 1]'
}
+ if instruction_set == 'avx512':
+ base_names.update({
+ 'maskStore': 'mask_store[0, 2, 1]',
+ 'maskStoreU': 'mask_storeu[0, 2, 1]',
+ 'maskLoad': 'mask_load[2, 1, 0]',
+ 'maskLoadU': 'mask_loadu[2, 1, 0]'
+ })
+ if instruction_set == 'avx':
+ base_names.update({
+ 'maskStore': 'maskstore[0, 2, 1]',
+ 'maskStoreU': 'maskstore[0, 2, 1]',
+ 'maskLoad': 'maskload[0, 1]',
+ 'maskLoadU': 'maskloadu[0, 1]'
+ })
+
for comparison_op, constant in comparisons.items():
- base_names[comparison_op] = 'cmp[0, 1, %s]' % (constant,)
+ base_names[comparison_op] = f'cmp[0, 1, {constant}]'
headers = {
'avx512': ['<immintrin.h>'],
@@ -68,8 +88,17 @@ def get_vector_instruction_set(data_type='double', instruction_set='avx'):
function_shortcut = function_shortcut.strip()
name = function_shortcut[:function_shortcut.index('[')]
- if intrinsic_id == 'makeVec':
- arg_string = "({})".format(",".join(["{0}"] * result['width']))
+ if intrinsic_id == 'makeVecConst':
+ arg_string = f"({','.join(['{0}'] * result['width'])})"
+ elif intrinsic_id == 'makeVec':
+ params = ["{" + str(i) + "}" for i in reversed(range(result['width']))]
+ arg_string = f"({','.join(params)})"
+ elif intrinsic_id == 'makeVecBool':
+ params = [f"(({{{i}}} ? -1.0 : 0.0)" for i in reversed(range(result['width']))]
+ arg_string = f"({','.join(params)})"
+ elif intrinsic_id == 'makeVecConstBool':
+ params = ["(({0}) ? -1.0 : 0.0)" for _ in range(result['width'])]
+ arg_string = f"({','.join(params)})"
else:
args = function_shortcut[function_shortcut.index('[') + 1: -1]
arg_string = "("
@@ -111,6 +140,11 @@ def get_vector_instruction_set(data_type='double', instruction_set='avx'):
result['rsqrt'] = "_mm512_rsqrt14_%s({0})" % (suf,)
result['bool'] = "__mmask%d" % (size,)
+ params = " | ".join(["({{{i}}} ? {power} : 0)".format(i=i, power=2 ** i) for i in range(8)])
+ result['makeVecBool'] = f"__mmask8(({params}) )"
+ params = " | ".join(["({{0}} ? {power} : 0)".format(power=2 ** i) for i in range(8)])
+ result['makeVecConstBool'] = f"__mmask8(({params}) )"
+
if instruction_set == 'avx' and data_type == 'float':
result['rsqrt'] = "_mm256_rsqrt_ps({0})"
diff --git a/pystencils/boundaries/__init__.py b/pystencils/boundaries/__init__.py
index cf94f330fbf384d075886aca1abd8aaf05dc29f0..890ea208333197804ae8b44ee147b68113ed4d99 100644
--- a/pystencils/boundaries/__init__.py
+++ b/pystencils/boundaries/__init__.py
@@ -1,5 +1,5 @@
+from pystencils.boundaries.boundaryconditions import Dirichlet, Neumann
from pystencils.boundaries.boundaryhandling import BoundaryHandling
-from pystencils.boundaries.boundaryconditions import Neumann, Dirichlet
from pystencils.boundaries.inkernel import add_neumann_boundary
__all__ = ['BoundaryHandling', 'Neumann', 'Dirichlet', 'add_neumann_boundary']
diff --git a/pystencils/boundaries/boundaryconditions.py b/pystencils/boundaries/boundaryconditions.py
index 10870c4cd5cd999b05fbc3dd72cb9de6710c25a6..dc01224d02a04fd466c4dda6000acb87326a7706 100644
--- a/pystencils/boundaries/boundaryconditions.py
+++ b/pystencils/boundaries/boundaryconditions.py
@@ -1,4 +1,5 @@
-from typing import List, Tuple, Any
+from typing import Any, List, Tuple
+
from pystencils import Assignment
from pystencils.boundaries.boundaryhandling import BoundaryOffsetInfo
from pystencils.data_types import create_type
@@ -83,7 +84,7 @@ class Dirichlet(Boundary):
inner_or_boundary = False
single_link = True
- def __init__(self, value, name="Dirchlet"):
+ def __init__(self, value, name=None):
super().__init__(name)
self._value = value
@@ -102,7 +103,7 @@ class Dirichlet(Boundary):
def __call__(self, field, direction_symbol, index_field, **kwargs):
if field.index_dimensions == 0:
- return [Assignment(field, index_field("value") if self.additional_data else self._value)]
+ return [Assignment(field.center, index_field("value") if self.additional_data else self._value)]
elif field.index_dimensions == 1:
assert not self.additional_data
if not field.has_fixed_index_shape:
diff --git a/pystencils/boundaries/boundaryhandling.py b/pystencils/boundaries/boundaryhandling.py
index 384c10d4ff30b0ad983fac2dabd28a72df54a979..a1d23a372d1a623d8b78a5972cc7a8457fb84063 100644
--- a/pystencils/boundaries/boundaryhandling.py
+++ b/pystencils/boundaries/boundaryhandling.py
@@ -1,13 +1,27 @@
import numpy as np
import sympy as sp
+
+from pystencils import create_indexed_kernel
from pystencils.assignment import Assignment
-from pystencils import Field, TypedSymbol, create_indexed_kernel
from pystencils.backends.cbackend import CustomCodeNode
-from pystencils.boundaries.createindexlist import numpy_data_type_for_boundary_object, create_boundary_index_array
+from pystencils.boundaries.createindexlist import (
+ create_boundary_index_array, numpy_data_type_for_boundary_object)
from pystencils.cache import memorycache
-from pystencils.data_types import create_type
+from pystencils.data_types import TypedSymbol, create_type
+from pystencils.datahandling.pycuda import PyCudaArrayHandler
+from pystencils.field import Field
from pystencils.kernelparameters import FieldPointerSymbol
+try:
+ # noinspection PyPep8Naming
+ import waLBerla as wlb
+ if wlb.cpp_available:
+ from pystencils.datahandling.parallel_datahandling import ParallelDataHandling
+ else:
+ ParallelDataHandling = None
+except ImportError:
+ ParallelDataHandling = None
+
DEFAULT_FLAG_TYPE = np.uint32
@@ -52,13 +66,13 @@ class FlagInterface:
self._used_flags.add(flag)
assert self._is_power_of_2(flag)
return flag
- raise ValueError("All available {} flags are reserved".format(self.max_bits))
+ raise ValueError(f"All available {self.max_bits} flags are reserved")
def reserve_flag(self, flag):
assert self._is_power_of_2(flag)
flag = self.dtype(flag)
if flag in self._used_flags:
- raise ValueError("The flag {flag} is already reserved".format(flag=flag))
+ raise ValueError(f"The flag {flag} is already reserved")
self._used_flags.add(flag)
return flag
@@ -84,8 +98,32 @@ class BoundaryHandling:
fi = flag_interface
self.flag_interface = fi if fi is not None else FlagInterface(data_handling, name + "Flags")
- gpu = self._target == 'gpu'
- data_handling.add_custom_class(self._index_array_name, self.IndexFieldBlockData, cpu=True, gpu=gpu)
+ if ParallelDataHandling and isinstance(self.data_handling, ParallelDataHandling):
+ array_handler = PyCudaArrayHandler()
+ else:
+ array_handler = self.data_handling.array_handler
+
+ def to_cpu(gpu_version, cpu_version):
+ gpu_version = gpu_version.boundary_object_to_index_list
+ cpu_version = cpu_version.boundary_object_to_index_list
+ for obj, cpu_arr in cpu_version.items():
+ array_handler.download(gpu_version[obj], cpu_arr)
+
+ def to_gpu(gpu_version, cpu_version):
+ gpu_version = gpu_version.boundary_object_to_index_list
+ cpu_version = cpu_version.boundary_object_to_index_list
+
+ for obj, cpu_arr in cpu_version.items():
+ if obj not in gpu_version or gpu_version[obj].shape != cpu_arr.shape:
+ gpu_version[obj] = array_handler.to_gpu(cpu_arr)
+ else:
+ array_handler.upload(gpu_version[obj], cpu_arr)
+
+ class_ = self.IndexFieldBlockData
+ class_.to_cpu = to_cpu
+ class_.to_gpu = to_gpu
+ gpu = self._target in data_handling._GPU_LIKE_TARGETS
+ data_handling.add_custom_class(self._index_array_name, class_, cpu=True, gpu=gpu)
@property
def data_handling(self):
@@ -201,7 +239,7 @@ class BoundaryHandling:
if self._dirty:
self.prepare()
- for b in self._data_handling.iterate(gpu=self._target == 'gpu'):
+ for b in self._data_handling.iterate(gpu=self._target in self._data_handling._GPU_LIKE_TARGETS):
for b_obj, idx_arr in b[self._index_array_name].boundary_object_to_index_list.items():
kwargs[self._field_name] = b[self._field_name]
kwargs['indexField'] = idx_arr
@@ -216,7 +254,7 @@ class BoundaryHandling:
if self._dirty:
self.prepare()
- for b in self._data_handling.iterate(gpu=self._target == 'gpu'):
+ for b in self._data_handling.iterate(gpu=self._target in self._data_handling._GPU_LIKE_TARGETS):
for b_obj, idx_arr in b[self._index_array_name].boundary_object_to_index_list.items():
arguments = kwargs.copy()
arguments[self._field_name] = b[self._field_name]
@@ -233,11 +271,13 @@ class BoundaryHandling:
"""
Writes a VTK field where each cell with the given boundary is marked with 1, other cells are 0
This can be used to display the simulation geometry in Paraview
- :param file_name: vtk filename
- :param boundaries: boundary object, or special string 'domain' for domain cells or special string 'all' for all
- boundary conditions.
- can also be a sequence, to write multiple boundaries to VTK file
- :param ghost_layers: number of ghost layers to write, or True for all, False for none
+
+ Params:
+ file_name: vtk filename
+ boundaries: boundary object, or special string 'domain' for domain cells or special string 'all' for all
+ boundary conditions.
+ can also be a sequence, to write multiple boundaries to VTK file
+ ghost_layers: number of ghost layers to write, or True for all, False for none
"""
if boundaries == 'all':
boundaries = list(self._boundary_object_to_boundary_info.keys()) + ['domain']
@@ -272,7 +312,7 @@ class BoundaryHandling:
def _create_boundary_kernel(self, symbolic_field, symbolic_index_field, boundary_obj):
return create_boundary_kernel(symbolic_field, symbolic_index_field, self.stencil, boundary_obj,
- target=self._target, openmp=self._openmp)
+ target=self._target, cpu_openmp=self._openmp)
def _create_index_fields(self):
dh = self._data_handling
@@ -299,7 +339,7 @@ class BoundaryHandling:
def _boundary_data_initialization(self, boundary_obj, boundary_data_setter, **kwargs):
if boundary_obj.additional_data_init_callback:
boundary_obj.additional_data_init_callback(boundary_data_setter, **kwargs)
- if self._target == 'gpu':
+ if self._target in self._data_handling._GPU_LIKE_TARGETS:
self._data_handling.to_gpu(self._index_array_name)
class BoundaryInfo(object):
@@ -309,7 +349,7 @@ class BoundaryHandling:
self.kernel = kernel
class IndexFieldBlockData:
- def __init__(self, *_1, **_2):
+ def __init__(self, *args, **kwargs):
self.boundary_object_to_index_list = {}
self.boundary_object_to_data_setter = {}
@@ -317,24 +357,6 @@ class BoundaryHandling:
self.boundary_object_to_index_list.clear()
self.boundary_object_to_data_setter.clear()
- @staticmethod
- def to_cpu(gpu_version, cpu_version):
- gpu_version = gpu_version.boundary_object_to_index_list
- cpu_version = cpu_version.boundary_object_to_index_list
- for obj, cpu_arr in cpu_version.items():
- gpu_version[obj].get(cpu_arr)
-
- @staticmethod
- def to_gpu(gpu_version, cpu_version):
- from pycuda import gpuarray
- gpu_version = gpu_version.boundary_object_to_index_list
- cpu_version = cpu_version.boundary_object_to_index_list
- for obj, cpu_arr in cpu_version.items():
- if obj not in gpu_version or gpu_version[obj].shape != cpu_arr.shape:
- gpu_version[obj] = gpuarray.to_gpu(cpu_arr)
- else:
- gpu_version[obj].set(cpu_arr)
-
class BoundaryDataSetter:
@@ -370,12 +392,12 @@ class BoundaryDataSetter:
def __setitem__(self, key, value):
if key not in self.boundary_data_names:
- raise KeyError("Invalid boundary data name %s. Allowed are %s" % (key, self.boundary_data_names))
+ raise KeyError(f"Invalid boundary data name {key}. Allowed are {self.boundary_data_names}")
self.index_array[key] = value
def __getitem__(self, item):
if item not in self.boundary_data_names:
- raise KeyError("Invalid boundary data name %s. Allowed are %s" % (item, self.boundary_data_names))
+ raise KeyError(f"Invalid boundary data name {item}. Allowed are {self.boundary_data_names}")
return self.index_array[item]
@@ -415,15 +437,15 @@ class BoundaryOffsetInfo(CustomCodeNode):
@staticmethod
def _offset_symbols(dim):
- return [TypedSymbol("c%s" % (d,), create_type(np.int64)) for d in ['x', 'y', 'z'][:dim]]
+ return [TypedSymbol(f"c{d}", create_type(np.int64)) for d in ['x', 'y', 'z'][:dim]]
INV_DIR_SYMBOL = TypedSymbol("invdir", "int")
-def create_boundary_kernel(field, index_field, stencil, boundary_functor, target='cpu', openmp=True):
+def create_boundary_kernel(field, index_field, stencil, boundary_functor, target='cpu', **kernel_creation_args):
elements = [BoundaryOffsetInfo(stencil)]
index_arr_dtype = index_field.dtype.numpy_dtype
dir_symbol = TypedSymbol("dir", index_arr_dtype.fields['dir'][0])
elements += [Assignment(dir_symbol, index_field[0]('dir'))]
elements += boundary_functor(field, direction_symbol=dir_symbol, index_field=index_field)
- return create_indexed_kernel(elements, [index_field], target=target, cpu_openmp=openmp)
+ return create_indexed_kernel(elements, [index_field], target=target, **kernel_creation_args)
diff --git a/pystencils/boundaries/createindexlist.py b/pystencils/boundaries/createindexlist.py
index d039e16cba92c8d01f539ff56de74fcb0644d774..51bd5464f89b80c1ed272f1b4b0a932e46095863 100644
--- a/pystencils/boundaries/createindexlist.py
+++ b/pystencils/boundaries/createindexlist.py
@@ -1,19 +1,28 @@
-import numpy as np
import itertools
import warnings
-try:
- import pyximport
+import numpy as np
- pyximport.install(language_level=3)
+try:
+ # Try to import right away - assume compiled code is available
+ # compile with: python setup.py build_ext --inplace --use-cython
from pystencils.boundaries.createindexlistcython import create_boundary_neighbor_index_list_2d, \
create_boundary_neighbor_index_list_3d, create_boundary_cell_index_list_2d, create_boundary_cell_index_list_3d
cython_funcs_available = True
-except Exception:
- cython_funcs_available = False
- create_boundary_index_list_2d = None
- create_boundary_index_list_3d = None
+except ImportError:
+ try:
+ # If not, try development mode and import via pyximport
+ import pyximport
+
+ pyximport.install(language_level=3)
+ cython_funcs_available = True
+ except ImportError:
+ cython_funcs_available = False
+ if cython_funcs_available:
+ from pystencils.boundaries.createindexlistcython import create_boundary_neighbor_index_list_2d, \
+ create_boundary_neighbor_index_list_3d, create_boundary_cell_index_list_2d, \
+ create_boundary_cell_index_list_3d
boundary_index_array_coordinate_names = ["x", "y", "z"]
direction_member_name = "dir"
@@ -42,7 +51,7 @@ def _create_boundary_neighbor_index_list_python(flag_field_arr, nr_of_ghost_laye
if flag_field_arr[neighbor_cell] & boundary_mask:
result.append(cell + (dir_idx,))
if single_link:
- continue
+ break
return np.array(result, dtype=index_arr_dtype)
diff --git a/pystencils/boundaries/createindexlistcython.pyx b/pystencils/boundaries/createindexlistcython.pyx
index b196f26f269c755a5bc77615f428b8eb397e0c54..0931fdc7fe1038a7445f4e97a65ea24074e684fe 100644
--- a/pystencils/boundaries/createindexlistcython.pyx
+++ b/pystencils/boundaries/createindexlistcython.pyx
@@ -1,3 +1,4 @@
+# distutils: language=c
# Workaround for cython bug
# see https://stackoverflow.com/questions/8024805/cython-compiled-c-extension-importerror-dynamic-module-does-not-define-init-fu
WORKAROUND = "Something"
diff --git a/pystencils/boundaries/inkernel.py b/pystencils/boundaries/inkernel.py
index 73da40beefc81826430fdcf67fec5c0b5beb98c8..1d78814db6fadcc8a161353638f4dc61be36c0e4 100644
--- a/pystencils/boundaries/inkernel.py
+++ b/pystencils/boundaries/inkernel.py
@@ -1,21 +1,26 @@
import sympy as sp
-from pystencils import Field, TypedSymbol
-from pystencils.integer_functions import bitwise_and
+
from pystencils.boundaries.boundaryhandling import DEFAULT_FLAG_TYPE
-from pystencils.data_types import create_type
+from pystencils.data_types import TypedSymbol, create_type
+from pystencils.field import Field
+from pystencils.integer_functions import bitwise_and
def add_neumann_boundary(eqs, fields, flag_field, boundary_flag="neumann_flag", inverse_flag=False):
"""
Replaces all neighbor accesses by flag field guarded accesses.
If flag in neighboring cell is set, the center value is used instead
- :param eqs: list of equations containing field accesses to direct neighbors
- :param fields: fields for which the Neumann boundary should be applied
- :param flag_field: integer field marking boundary cells
- :param boundary_flag: if flag field has value 'boundary_flag' (no bit operations yet)
- the cell is assumed to be boundary
- :param inverse_flag: if true, boundary cells are where flag field has not the value of boundary_flag
- :return: list of equations with guarded field accesses
+
+ Args:
+ eqs: list of equations containing field accesses to direct neighbors
+ fields: fields for which the Neumann boundary should be applied
+ flag_field: integer field marking boundary cells
+ boundary_flag: if flag field has value 'boundary_flag' (no bit operations yet)
+ the cell is assumed to be boundary
+ inverse_flag: if true, boundary cells are where flag field has not the value of boundary_flag
+
+ Returns:
+ list of equations with guarded field accesses
"""
if not hasattr(fields, "__len__"):
fields = [fields]
diff --git a/pystencils/cache.py b/pystencils/cache.py
index 77526d4d660c52db7e7f5cd0140570e407b1cb9e..41810a583f479232670300022af40751663e0769 100644
--- a/pystencils/cache.py
+++ b/pystencils/cache.py
@@ -1,10 +1,14 @@
import os
+from collections.abc import Hashable
+from functools import partial
+from itertools import chain
try:
from functools import lru_cache as memorycache
except ImportError:
from backports.functools_lru_cache import lru_cache as memorycache
+
try:
from joblib import Memory
from appdirs import user_cache_dir
@@ -12,7 +16,7 @@ try:
cache_dir = os.environ['PYSTENCILS_CACHE_DIR']
else:
cache_dir = user_cache_dir('pystencils')
- disk_cache = Memory(cachedir=cache_dir, verbose=False).cache
+ disk_cache = Memory(cache_dir, verbose=False).cache
disk_cache_no_fallback = disk_cache
except ImportError:
# fallback to in-memory caching if joblib is not available
@@ -22,6 +26,20 @@ except ImportError:
return o
+def _wrapper(wrapped_func, cached_func, *args, **kwargs):
+ if all(isinstance(a, Hashable) for a in chain(args, kwargs.values())):
+ return cached_func(*args, **kwargs)
+ else:
+ return wrapped_func(*args, **kwargs)
+
+
+def memorycache_if_hashable(maxsize=128, typed=False):
+
+ def wrapper(func):
+ return partial(_wrapper, func, memorycache(maxsize, typed)(func))
+
+ return wrapper
+
# Disable memory cache:
# disk_cache = lambda o: o
# disk_cache_no_fallback = lambda o: o
diff --git a/pystencils/cpu/__init__.py b/pystencils/cpu/__init__.py
index 900a32eab83e3fc1ae5fe88553d98d75d802b679..e15bc8cf0b2a33eaa486c8e95e3cb50404cfa5e6 100644
--- a/pystencils/cpu/__init__.py
+++ b/pystencils/cpu/__init__.py
@@ -1,4 +1,4 @@
-from pystencils.cpu.kernelcreation import create_kernel, create_indexed_kernel, add_openmp
from pystencils.cpu.cpujit import make_python_function
+from pystencils.cpu.kernelcreation import add_openmp, create_indexed_kernel, create_kernel
__all__ = ['create_kernel', 'create_indexed_kernel', 'add_openmp', 'make_python_function']
diff --git a/pystencils/cpu/cpujit.py b/pystencils/cpu/cpujit.py
index 09128360d5c00bd97747a3039ce03572c169486a..5b011535826fbb364595f75ea25f2922980ad6c0 100644
--- a/pystencils/cpu/cpujit.py
+++ b/pystencils/cpu/cpujit.py
@@ -43,28 +43,28 @@ Then 'cl.exe' is used to compile.
For Windows compilers the qualifier should be ``__restrict``
"""
-import os
import hashlib
import json
+import os
import platform
import shutil
+import subprocess
import textwrap
+from collections import OrderedDict
+from sysconfig import get_paths
from tempfile import TemporaryDirectory
import numpy as np
-import subprocess
-from appdirs import user_config_dir, user_cache_dir
-from collections import OrderedDict
+from appdirs import user_cache_dir, user_config_dir
-from pystencils.utils import recursive_dict_update
-from sysconfig import get_paths
from pystencils import FieldType
from pystencils.backends.cbackend import generate_c, get_headers
-from pystencils.utils import file_handle_for_atomic_write, atomic_file_write
from pystencils.include import get_pystencils_include_path
+from pystencils.kernel_wrapper import KernelWrapper
+from pystencils.utils import atomic_file_write, file_handle_for_atomic_write, recursive_dict_update
-def make_python_function(kernel_function_node):
+def make_python_function(kernel_function_node, custom_backend=None):
"""
Creates C code from the abstract syntax tree, compiles it and makes it accessible as Python function
@@ -75,7 +75,7 @@ def make_python_function(kernel_function_node):
:param kernel_function_node: the abstract syntax tree
:return: kernel functor
"""
- result = compile_and_load(kernel_function_node)
+ result = compile_and_load(kernel_function_node, custom_backend)
return result
@@ -135,11 +135,22 @@ def create_folder(path, is_file):
pass
+def get_llc_command():
+ """Try to get executable for llvm's IR compiler llc
+
+ We try if one of the following is in PATH: llc, llc-10, llc-9, llc-8, llc-7, llc-6
+ """
+ candidates = ['llc', 'llc-10', 'llc-9', 'llc-8', 'llc-7', 'llc-6']
+ found_executables = (e for e in candidates if shutil.which(e))
+ return next(found_executables, None)
+
+
def read_config():
if platform.system().lower() == 'linux':
default_compiler_config = OrderedDict([
('os', 'linux'),
('command', 'g++'),
+ ('llc_command', get_llc_command() or 'llc'),
('flags', '-Ofast -DNDEBUG -fPIC -march=native -fopenmp -std=c++11'),
('restrict_qualifier', '__restrict__')
])
@@ -147,6 +158,7 @@ def read_config():
default_compiler_config = OrderedDict([
('os', 'windows'),
('msvc_version', 'latest'),
+ ('llc_command', get_llc_command() or 'llc'),
('arch', 'x64'),
('flags', '/Ox /fp:fast /openmp /arch:avx'),
('restrict_qualifier', '__restrict')
@@ -155,7 +167,8 @@ def read_config():
default_compiler_config = OrderedDict([
('os', 'darwin'),
('command', 'clang++'),
- ('flags', '-Ofast -DNDEBUG -fPIC -march=native -fopenmp -std=c++11'),
+ ('llc_command', get_llc_command() or 'llc'),
+ ('flags', '-Ofast -DNDEBUG -fPIC -march=native -Xclang -fopenmp -std=c++11'),
('restrict_qualifier', '__restrict__')
])
default_cache_config = OrderedDict([
@@ -174,7 +187,8 @@ def read_config():
config = recursive_dict_update(config, loaded_config)
else:
create_folder(config_path, True)
- json.dump(config, open(config_path, 'w'), indent=4)
+ with open(config_path, 'w') as f:
+ json.dump(config, f, indent=4)
if config['cache']['object_cache'] is not False:
config['cache']['object_cache'] = os.path.expanduser(config['cache']['object_cache']).format(pid=os.getpid())
@@ -241,6 +255,8 @@ type_mapping = {
np.uint16: ('PyLong_AsUnsignedLong', 'uint16_t'),
np.uint32: ('PyLong_AsUnsignedLong', 'uint32_t'),
np.uint64: ('PyLong_AsUnsignedLong', 'uint64_t'),
+ np.complex64: (('PyComplex_RealAsDouble', 'PyComplex_ImagAsDouble'), 'ComplexFloat'),
+ np.complex128: (('PyComplex_RealAsDouble', 'PyComplex_ImagAsDouble'), 'ComplexDouble'),
}
@@ -251,6 +267,14 @@ if( obj_{name} == NULL) {{ PyErr_SetString(PyExc_TypeError, "Keyword argument '
if( PyErr_Occurred() ) {{ return NULL; }}
"""
+template_extract_complex = """
+PyObject * obj_{name} = PyDict_GetItemString(kwargs, "{name}");
+if( obj_{name} == NULL) {{ PyErr_SetString(PyExc_TypeError, "Keyword argument '{name}' missing"); return NULL; }};
+{target_type} {name}{{ ({real_type}) {extract_function_real}( obj_{name} ),
+ ({real_type}) {extract_function_imag}( obj_{name} ) }};
+if( PyErr_Occurred() ) {{ return NULL; }}
+"""
+
template_extract_array = """
PyObject * obj_{name} = PyDict_GetItemString(kwargs, "{name}");
if( obj_{name} == NULL) {{ PyErr_SetString(PyExc_TypeError, "Keyword argument '{name}' missing"); return NULL; }};
@@ -338,24 +362,25 @@ def create_function_boilerplate_code(parameter_info, name, insert_checks=True):
field = param.fields[0]
pre_call_code += template_extract_array.format(name=field.name)
post_call_code += template_release_buffer.format(name=field.name)
- parameters.append("({dtype} *)buffer_{name}.buf".format(dtype=str(field.dtype), name=field.name))
+ parameters.append(f"({str(field.dtype)} *)buffer_{field.name}.buf")
if insert_checks:
np_dtype = field.dtype.numpy_dtype
item_size = np_dtype.itemsize
- if np_dtype.isbuiltin and FieldType.is_generic(field):
+ if (np_dtype.isbuiltin and FieldType.is_generic(field)
+ and not np.issubdtype(field.dtype.numpy_dtype, np.complexfloating)):
dtype_cond = "buffer_{name}.format[0] == '{format}'".format(name=field.name,
format=field.dtype.numpy_dtype.char)
pre_call_code += template_check_array.format(cond=dtype_cond, what="data type", name=field.name,
expected=str(field.dtype.numpy_dtype))
- item_size_cond = "buffer_{name}.itemsize == {size}".format(name=field.name, size=item_size)
+ item_size_cond = f"buffer_{field.name}.itemsize == {item_size}"
pre_call_code += template_check_array.format(cond=item_size_cond, what="itemsize", name=field.name,
expected=item_size)
if field.has_fixed_shape:
- shape_cond = ["buffer_{name}.shape[{i}] == {s}".format(s=s, name=field.name, i=i)
+ shape_cond = [f"buffer_{field.name}.shape[{i}] == {s}"
for i, s in enumerate(field.spatial_shape)]
shape_cond = " && ".join(shape_cond)
pre_call_code += template_check_array.format(cond=shape_cond, what="shape", name=field.name,
@@ -378,11 +403,21 @@ def create_function_boilerplate_code(parameter_info, name, insert_checks=True):
parameters.append("buffer_{name}.strides[{i}] / {bytes}".format(bytes=item_size, i=param.symbol.coordinate,
name=field.name))
elif param.is_field_shape:
- parameters.append("buffer_{name}.shape[{i}]".format(i=param.symbol.coordinate, name=param.field_name))
+ parameters.append(f"buffer_{param.field_name}.shape[{param.symbol.coordinate}]")
else:
extract_function, target_type = type_mapping[param.symbol.dtype.numpy_dtype.type]
- pre_call_code += template_extract_scalar.format(extract_function=extract_function, target_type=target_type,
- name=param.symbol.name)
+ if np.issubdtype(param.symbol.dtype.numpy_dtype, np.complexfloating):
+ pre_call_code += template_extract_complex.format(extract_function_real=extract_function[0],
+ extract_function_imag=extract_function[1],
+ target_type=target_type,
+ real_type="float" if target_type == "ComplexFloat"
+ else "double",
+ name=param.symbol.name)
+ else:
+ pre_call_code += template_extract_scalar.format(extract_function=extract_function,
+ target_type=target_type,
+ name=param.symbol.name)
+
parameters.append(param.symbol.name)
pre_call_code += equal_size_check(variable_sized_normal_fields)
@@ -402,9 +437,19 @@ def create_module_boilerplate_code(module_name, names):
def load_kernel_from_file(module_name, function_name, path):
from importlib.util import spec_from_file_location, module_from_spec
- spec = spec_from_file_location(name=module_name, location=path)
- mod = module_from_spec(spec)
- spec.loader.exec_module(mod)
+ try:
+ spec = spec_from_file_location(name=module_name, location=path)
+ mod = module_from_spec(spec)
+ spec.loader.exec_module(mod)
+ except ImportError:
+ import time
+ import warnings
+ warnings.warn("Could not load " + path + ", trying on more time...")
+ time.sleep(1)
+ spec = spec_from_file_location(name=module_name, location=path)
+ mod = module_from_spec(spec)
+ spec.loader.exec_module(mod)
+
return getattr(mod, function_name)
@@ -413,7 +458,6 @@ def run_compile_step(command):
config_env = compiler_config['env'] if 'env' in compiler_config else {}
compile_environment = os.environ.copy()
compile_environment.update(config_env)
-
try:
shell = True if compiler_config['os'].lower() == 'windows' else False
subprocess.check_output(command, env=compile_environment, stderr=subprocess.STDOUT, shell=shell)
@@ -424,11 +468,12 @@ def run_compile_step(command):
class ExtensionModuleCode:
- def __init__(self, module_name='generated'):
+ def __init__(self, module_name='generated', custom_backend=None):
self.module_name = module_name
self._ast_nodes = []
self._function_names = []
+ self._custom_backend = custom_backend
def add_function(self, ast, name=None):
self._ast_nodes.append(ast)
@@ -445,29 +490,19 @@ class ExtensionModuleCode:
includes = "\n".join(["#include %s" % (include_file,) for include_file in header_list])
print(includes, file=file)
print("\n", file=file)
- print("#define RESTRICT %s" % (restrict_qualifier,), file=file)
- print("#define FUNC_PREFIX %s" % (function_prefix,), file=file)
+ print(f"#define RESTRICT {restrict_qualifier}", file=file)
+ print(f"#define FUNC_PREFIX {function_prefix}", file=file)
print("\n", file=file)
for ast, name in zip(self._ast_nodes, self._function_names):
old_name = ast.function_name
ast.function_name = "kernel_" + name
- print(generate_c(ast), file=file)
+ print(generate_c(ast, custom_backend=self._custom_backend), file=file)
print(create_function_boilerplate_code(ast.get_parameters(), name), file=file)
ast.function_name = old_name
print(create_module_boilerplate_code(self.module_name, self._function_names), file=file)
-class KernelWrapper:
- def __init__(self, kernel, parameters, ast_node):
- self.kernel = kernel
- self.parameters = parameters
- self.ast = ast_node
-
- def __call__(self, **kwargs):
- return self.kernel(**kwargs)
-
-
def compile_module(code, code_hash, base_dir):
compiler_config = get_compiler_config()
extra_flags = ['-I' + get_paths()['include'], '-I' + get_pystencils_include_path()]
@@ -506,8 +541,13 @@ def compile_module(code, code_hash, base_dir):
import sysconfig
config_vars = sysconfig.get_config_vars()
py_lib = os.path.join(config_vars["installed_base"], "libs",
- "python{}.lib".format(config_vars["py_version_nodot"]))
+ f"python{config_vars['py_version_nodot']}.lib")
run_compile_step(['link.exe', py_lib, '/DLL', '/out:' + lib_file, object_file])
+ elif platform.system().lower() == 'darwin':
+ with atomic_file_write(lib_file) as file_name:
+ run_compile_step([compiler_config['command'], '-shared', object_file, '-o', file_name, '-undefined',
+ 'dynamic_lookup']
+ + compiler_config['flags'].split())
else:
with atomic_file_write(lib_file) as file_name:
run_compile_step([compiler_config['command'], '-shared', object_file, '-o', file_name]
@@ -515,10 +555,11 @@ def compile_module(code, code_hash, base_dir):
return lib_file
-def compile_and_load(ast):
+def compile_and_load(ast, custom_backend=None):
cache_config = get_cache_config()
- code_hash_str = "mod_" + hashlib.sha256(generate_c(ast, dialect='c').encode()).hexdigest()
- code = ExtensionModuleCode(module_name=code_hash_str)
+ code_hash_str = "mod_" + hashlib.sha256(generate_c(ast, dialect='c',
+ custom_backend=custom_backend).encode()).hexdigest()
+ code = ExtensionModuleCode(module_name=code_hash_str, custom_backend=custom_backend)
code.add_function(ast, ast.function_name)
if cache_config['object_cache'] is False:
diff --git a/pystencils/cpu/kernelcreation.py b/pystencils/cpu/kernelcreation.py
index 6b94b6de32eb61d77f77f4e8afd2e873d7c63b41..457944db6d5a6a4d18a6e0be48f78ef42876c757 100644
--- a/pystencils/cpu/kernelcreation.py
+++ b/pystencils/cpu/kernelcreation.py
@@ -1,15 +1,17 @@
+from typing import List, Union
+
import sympy as sp
-from functools import partial
-from pystencils.astnodes import SympyAssignment, Block, LoopOverCoordinate, KernelFunction
-from pystencils.transformations import resolve_buffer_accesses, resolve_field_accesses, make_loop_over_domain, \
- add_types, get_optimal_loop_ordering, parse_base_pointer_info, move_constants_before_loop, \
- split_inner_loop, get_base_buffer_index, filtered_tree_iteration
-from pystencils.data_types import TypedSymbol, BasicType, StructType, create_type
-from pystencils.field import Field, FieldType
+
import pystencils.astnodes as ast
-from pystencils.cpu.cpujit import make_python_function
from pystencils.assignment import Assignment
-from typing import List, Union
+from pystencils.astnodes import Block, KernelFunction, LoopOverCoordinate, SympyAssignment
+from pystencils.cpu.cpujit import make_python_function
+from pystencils.data_types import BasicType, StructType, TypedSymbol, create_type
+from pystencils.field import Field, FieldType
+from pystencils.transformations import (
+ add_types, filtered_tree_iteration, get_base_buffer_index, get_optimal_loop_ordering,
+ implement_interpolations, make_loop_over_domain, move_constants_before_loop,
+ parse_base_pointer_info, resolve_buffer_accesses, resolve_field_accesses, split_inner_loop)
AssignmentOrAstNodeList = List[Union[Assignment, ast.Node]]
@@ -32,6 +34,7 @@ def create_kernel(assignments: AssignmentOrAstNodeList, function_name: str = "ke
transformation :func:`pystencils.transformation.split_inner_loop`
iteration_slice: if not None, iteration is done only over this slice of the field
ghost_layers: a sequence of pairs for each coordinate with lower and upper nr of ghost layers
+ that should be excluded from the iteration.
if None, the number of ghost layers is determined automatically and assumed to be equal for a
all dimensions
skip_independence_check: don't check that loop iterations are independent. This is needed e.g. for
@@ -40,12 +43,11 @@ def create_kernel(assignments: AssignmentOrAstNodeList, function_name: str = "ke
Returns:
AST node representing a function, that can be printed as C or CUDA code
"""
-
def type_symbol(term):
if isinstance(term, Field.Access) or isinstance(term, TypedSymbol):
return term
elif isinstance(term, sp.Symbol):
- if not hasattr(type_info, '__getitem__'):
+ if isinstance(type_info, str) or not hasattr(type_info, '__getitem__'):
return TypedSymbol(term.name, create_type(type_info))
else:
return TypedSymbol(term.name, type_info[term.name])
@@ -61,9 +63,11 @@ def create_kernel(assignments: AssignmentOrAstNodeList, function_name: str = "ke
body = ast.Block(assignments)
loop_order = get_optimal_loop_ordering(fields_without_buffers)
- ast_node = make_loop_over_domain(body, function_name, iteration_slice=iteration_slice,
- ghost_layers=ghost_layers, loop_order=loop_order)
- ast_node.target = 'cpu'
+ loop_node, ghost_layer_info = make_loop_over_domain(body, iteration_slice=iteration_slice,
+ ghost_layers=ghost_layers, loop_order=loop_order)
+ ast_node = KernelFunction(loop_node, 'cpu', 'c', compile_function=make_python_function,
+ ghost_layers=ghost_layer_info, function_name=function_name, assignments=assignments)
+ implement_interpolations(body)
if split_groups:
typed_split_groups = [[type_symbol(s) for s in split_group] for split_group in split_groups]
@@ -83,7 +87,6 @@ def create_kernel(assignments: AssignmentOrAstNodeList, function_name: str = "ke
resolve_buffer_accesses(ast_node, get_base_buffer_index(ast_node), read_only_fields)
resolve_field_accesses(ast_node, read_only_fields, field_to_base_pointer_info=base_pointer_info)
move_constants_before_loop(ast_node)
- ast_node.compile = partial(make_python_function, ast_node)
return ast_node
@@ -126,7 +129,7 @@ def create_indexed_kernel(assignments: AssignmentOrAstNodeList, index_fields, fu
rhs = idx_field[0](name)
lhs = TypedSymbol(name, BasicType(data_type.get_element_type(name)))
return SympyAssignment(lhs, rhs)
- raise ValueError("Index %s not found in any of the passed index fields" % (name,))
+ raise ValueError(f"Index {name} not found in any of the passed index fields")
coordinate_symbol_assignments = [get_coordinate_symbol_assignment(n)
for n in coordinate_names[:spatial_coordinates]]
@@ -137,18 +140,20 @@ def create_indexed_kernel(assignments: AssignmentOrAstNodeList, index_fields, fu
loop_body = Block([])
loop_node = LoopOverCoordinate(loop_body, coordinate_to_loop_over=0, start=0, stop=index_fields[0].shape[0])
+ implement_interpolations(loop_node)
+
for assignment in assignments:
loop_body.append(assignment)
function_body = Block([loop_node])
- ast_node = KernelFunction(function_body, backend="cpu", function_name=function_name)
+ ast_node = KernelFunction(function_body, "cpu", "c", make_python_function,
+ ghost_layers=None, function_name=function_name, assignments=assignments)
fixed_coordinate_mapping = {f.name: coordinate_typed_symbols for f in non_index_fields}
read_only_fields = set([f.name for f in fields_read - fields_written])
resolve_field_accesses(ast_node, read_only_fields, field_to_fixed_coordinates=fixed_coordinate_mapping)
move_constants_before_loop(ast_node)
- ast_node.compile = partial(make_python_function, ast_node)
return ast_node
@@ -168,7 +173,7 @@ def add_openmp(ast_node, schedule="static", num_threads=True, collapse=None, ass
assert type(ast_node) is ast.KernelFunction
body = ast_node.body
- threads_clause = "" if num_threads and isinstance(num_threads, bool) else " num_threads(%s)" % (num_threads,)
+ threads_clause = "" if num_threads and isinstance(num_threads, bool) else f" num_threads({num_threads})"
wrapper_block = ast.PragmaBlock('#pragma omp parallel' + threads_clause, body.take_child_nodes())
body.append(wrapper_block)
@@ -199,7 +204,7 @@ def add_openmp(ast_node, schedule="static", num_threads=True, collapse=None, ass
except TypeError:
pass
- prefix = "#pragma omp for schedule(%s)" % (schedule,)
+ prefix = f"#pragma omp for schedule({schedule})"
if collapse:
prefix += " collapse(%d)" % (collapse, )
loop_to_parallelize.prefix_lines.append(prefix)
diff --git a/pystencils/cpu/msvc_detection.py b/pystencils/cpu/msvc_detection.py
index be0fb9189ae3d4516472ec1f76da6b15284847a3..9cc1fc5ad64a9e50d24788f6e4eea8135cbf7a2c 100644
--- a/pystencils/cpu/msvc_detection.py
+++ b/pystencils/cpu/msvc_detection.py
@@ -1,5 +1,5 @@
-import subprocess
import os
+import subprocess
def get_environment(version_specifier, arch='x64'):
@@ -71,7 +71,7 @@ def normalize_msvc_version(version):
def get_environment_from_vc_vars_file(vc_vars_file, arch):
out = subprocess.check_output(
- 'cmd /u /c "{}" {} && set'.format(vc_vars_file, arch),
+ f'cmd /u /c "{vc_vars_file}" {arch} && set',
stderr=subprocess.STDOUT,
).decode('utf-16le', errors='replace')
diff --git a/pystencils/cpu/vectorization.py b/pystencils/cpu/vectorization.py
index 619a55ad0edac4fbdac7c6cecfb1afd0125f5ac8..0ee5200a069bdc00e1bb751ba5fb914b0707a62b 100644
--- a/pystencils/cpu/vectorization.py
+++ b/pystencils/cpu/vectorization.py
@@ -1,25 +1,28 @@
-import sympy as sp
import warnings
-from typing import Union, Container
+from typing import Container, Union
+
+import sympy as sp
+from sympy.logic.boolalg import BooleanFunction
+
+import pystencils.astnodes as ast
from pystencils.backends.simd_instruction_sets import get_vector_instruction_set
-from pystencils.fast_approximation import fast_division, fast_sqrt, fast_inv_sqrt
-from pystencils.integer_functions import modulo_floor, modulo_ceil
+from pystencils.data_types import (
+ PointerType, TypedSymbol, VectorType, cast_func, collate_types, get_type_of_expression, vector_memory_access)
+from pystencils.fast_approximation import fast_division, fast_inv_sqrt, fast_sqrt
+from pystencils.field import Field
+from pystencils.integer_functions import modulo_ceil, modulo_floor
from pystencils.sympyextensions import fast_subs
-from pystencils.data_types import TypedSymbol, VectorType, get_type_of_expression, vector_memory_access, cast_func, \
- collate_types, PointerType
-import pystencils.astnodes as ast
from pystencils.transformations import cut_loop, filtered_tree_iteration, replace_inner_stride_with_one
-from pystencils.field import Field
# noinspection PyPep8Naming
class vec_any(sp.Function):
- nargs = (1, )
+ nargs = (1,)
# noinspection PyPep8Naming
class vec_all(sp.Function):
- nargs = (1, )
+ nargs = (1,)
def vectorize(kernel_ast: ast.KernelFunction, instruction_set: str = 'avx',
@@ -49,7 +52,7 @@ def vectorize(kernel_ast: ast.KernelFunction, instruction_set: str = 'avx',
"""
if instruction_set is None:
return
-
+
all_fields = kernel_ast.fields_accessed
if nontemporal is None or nontemporal is False:
nontemporal = {}
@@ -97,7 +100,7 @@ def vectorize_inner_loops_and_adapt_load_stores(ast_node, vector_width, assume_a
if len(loop_nodes) == 0:
continue
loop_node = loop_nodes[0]
-
+
# Find all array accesses (indexed) that depend on the loop counter as offset
loop_counter_symbol = ast.LoopOverCoordinate.get_loop_counter_symbol(loop_node.coordinate_to_loop_over)
substitutions = {}
@@ -112,20 +115,54 @@ def vectorize_inner_loops_and_adapt_load_stores(ast_node, vector_width, assume_a
break
typed_symbol = base.label
assert type(typed_symbol.dtype) is PointerType, \
- "Type of access is {}, {}".format(typed_symbol.dtype, indexed)
+ f"Type of access is {typed_symbol.dtype}, {indexed}"
vec_type = VectorType(typed_symbol.dtype.base_type, vector_width)
use_aligned_access = aligned_access and assume_aligned
nontemporal = False
if hasattr(indexed, 'field'):
nontemporal = (indexed.field in nontemporal_fields) or (indexed.field.name in nontemporal_fields)
- substitutions[indexed] = vector_memory_access(indexed, vec_type, use_aligned_access, nontemporal)
+ substitutions[indexed] = vector_memory_access(indexed, vec_type, use_aligned_access, nontemporal, True)
if not successful:
warnings.warn("Could not vectorize loop because of non-consecutive memory access")
continue
loop_node.step = vector_width
loop_node.subs(substitutions)
+ vector_loop_counter = cast_func(tuple(loop_counter_symbol + i for i in range(vector_width)),
+ VectorType(loop_counter_symbol.dtype, vector_width))
+
+ fast_subs(loop_node, {loop_counter_symbol: vector_loop_counter},
+ skip=lambda e: isinstance(e, ast.ResolvedFieldAccess) or isinstance(e, vector_memory_access))
+
+ mask_conditionals(loop_node)
+
+
+def mask_conditionals(loop_body):
+
+ def visit_node(node, mask):
+ if isinstance(node, ast.Conditional):
+ cond = node.condition_expr
+ skip = (loop_body.loop_counter_symbol not in cond.atoms(sp.Symbol)) or cond.func in (vec_all, vec_any)
+ cond = True if skip else cond
+
+ true_mask = sp.And(cond, mask)
+ visit_node(node.true_block, true_mask)
+ if node.false_block:
+ false_mask = sp.And(sp.Not(node.condition_expr), mask)
+ visit_node(node, false_mask)
+ if not skip:
+ node.condition_expr = vec_any(node.condition_expr)
+ elif isinstance(node, ast.SympyAssignment):
+ if mask is not True:
+ s = {ma: vector_memory_access(ma.args[0], ma.args[1], ma.args[2], ma.args[3], sp.And(mask, ma.args[4]))
+ for ma in node.atoms(vector_memory_access)}
+ node.subs(s)
+ else:
+ for arg in node.args:
+ visit_node(arg, mask)
+
+ visit_node(loop_body, mask=True)
def insert_vector_casts(ast_node):
@@ -134,10 +171,16 @@ def insert_vector_casts(ast_node):
handled_functions = (sp.Add, sp.Mul, fast_division, fast_sqrt, fast_inv_sqrt, vec_any, vec_all)
def visit_expr(expr):
-
- if isinstance(expr, cast_func) or isinstance(expr, vector_memory_access):
+ if isinstance(expr, vector_memory_access):
+ return vector_memory_access(expr.args[0], expr.args[1], expr.args[2], expr.args[3],
+ visit_expr(expr.args[4]))
+ elif isinstance(expr, cast_func):
return expr
- elif expr.func in handled_functions or isinstance(expr, sp.Rel) or isinstance(expr, sp.boolalg.BooleanFunction):
+ elif expr.func is sp.Abs:
+ new_arg = visit_expr(expr.args[0])
+ pw = sp.Piecewise((-1 * new_arg, new_arg < 0), (new_arg, True))
+ return visit_expr(pw)
+ elif expr.func in handled_functions or isinstance(expr, sp.Rel) or isinstance(expr, BooleanFunction):
new_args = [visit_expr(a) for a in expr.args]
arg_types = [get_type_of_expression(a) for a in new_args]
if not any(type(t) is VectorType for t in arg_types):
@@ -190,10 +233,8 @@ def insert_vector_casts(ast_node):
new_lhs = TypedSymbol(assignment.lhs.name, new_lhs_type)
substitution_dict[assignment.lhs] = new_lhs
assignment.lhs = new_lhs
- elif isinstance(assignment.lhs.func, cast_func):
- lhs_type = assignment.lhs.args[1]
- if type(lhs_type) is VectorType and type(rhs_type) is not VectorType:
- assignment.rhs = cast_func(assignment.rhs, lhs_type)
+ elif isinstance(assignment.lhs, vector_memory_access):
+ assignment.lhs = visit_expr(assignment.lhs)
elif isinstance(arg, ast.Conditional):
arg.condition_expr = fast_subs(arg.condition_expr, substitution_dict,
skip=lambda e: isinstance(e, ast.ResolvedFieldAccess))
diff --git a/pystencils/data_types.py b/pystencils/data_types.py
index 7bdc9d340664fa20178ec941cc9e5305d99fd02c..365ef8aa787733d61b4e8b5367eda1fe6daac51d 100644
--- a/pystencils/data_types.py
+++ b/pystencils/data_types.py
@@ -1,17 +1,104 @@
import ctypes
-import sympy as sp
+from collections import defaultdict
+from functools import partial
+from typing import Tuple
+
import numpy as np
+import sympy as sp
+import sympy.codegen.ast
+from sympy.core.cache import cacheit
+from sympy.logic.boolalg import Boolean, BooleanFunction
+
+import pystencils
+from pystencils.cache import memorycache, memorycache_if_hashable
+from pystencils.utils import all_equal
try:
import llvmlite.ir as ir
except ImportError as e:
ir = None
_ir_importerror = e
-from sympy.core.cache import cacheit
-from pystencils.cache import memorycache
-from pystencils.utils import all_equal
-from sympy.logic.boolalg import Boolean
+
+def typed_symbols(names, dtype, *args):
+ symbols = sp.symbols(names, *args)
+ if isinstance(symbols, Tuple):
+ return tuple(TypedSymbol(str(s), dtype) for s in symbols)
+ else:
+ return TypedSymbol(str(symbols), dtype)
+
+
+def type_all_numbers(expr, dtype):
+ substitutions = {a: cast_func(a, dtype) for a in expr.atoms(sp.Number)}
+ return expr.subs(substitutions)
+
+
+def matrix_symbols(names, dtype, rows, cols):
+ if isinstance(names, str):
+ names = names.replace(' ', '').split(',')
+
+ matrices = []
+ for n in names:
+ symbols = typed_symbols("%s:%i" % (n, rows * cols), dtype)
+ matrices.append(sp.Matrix(rows, cols, lambda i, j: symbols[i * cols + j]))
+
+ return tuple(matrices)
+
+
+def assumptions_from_dtype(dtype):
+ """Derives SymPy assumptions from :class:`BasicType` or a Numpy dtype
+
+ Args:
+ dtype (BasicType, np.dtype): a Numpy data type
+ Returns:
+ A dict of SymPy assumptions
+ """
+ if hasattr(dtype, 'numpy_dtype'):
+ dtype = dtype.numpy_dtype
+
+ assumptions = dict()
+
+ try:
+ if np.issubdtype(dtype, np.integer):
+ assumptions.update({'integer': True})
+
+ if np.issubdtype(dtype, np.unsignedinteger):
+ assumptions.update({'negative': False})
+
+ if np.issubdtype(dtype, np.integer) or \
+ np.issubdtype(dtype, np.floating):
+ assumptions.update({'real': True})
+ except Exception:
+ pass
+
+ return assumptions
+
+
+# noinspection PyPep8Naming
+class address_of(sp.Function):
+ is_Atom = True
+
+ def __new__(cls, arg):
+ obj = sp.Function.__new__(cls, arg)
+ return obj
+
+ @property
+ def canonical(self):
+ if hasattr(self.args[0], 'canonical'):
+ return self.args[0].canonical
+ else:
+ raise NotImplementedError()
+
+ @property
+ def is_commutative(self):
+ return self.args[0].is_commutative
+
+ @property
+ def dtype(self):
+ if hasattr(self.args[0], 'dtype'):
+ return PointerType(self.args[0].dtype, restrict=True)
+ else:
+ return PointerType('void', restrict=True)
# noinspection PyPep8Naming
@@ -19,6 +106,11 @@ class cast_func(sp.Function):
is_Atom = True
def __new__(cls, *args, **kwargs):
+ if len(args) != 2:
+ pass
+ expr, dtype, *other_args = args
+ if not isinstance(dtype, Type):
+ dtype = create_type(dtype)
# to work in conditions of sp.Piecewise cast_func has to be of type Boolean as well
# however, a cast_function should only be a boolean if its argument is a boolean, otherwise this leads
# to problems when for example comparing cast_func's for equality
@@ -27,9 +119,10 @@ class cast_func(sp.Function):
# rhs = cast_func(0, 'int')
# print( sp.Ne(lhs, rhs) ) # would give true if all cast_funcs are booleans
# -> thus a separate class boolean_cast_func is introduced
- if isinstance(args[0], Boolean):
+ if isinstance(expr, Boolean):
cls = boolean_cast_func
- return sp.Function.__new__(cls, *args, **kwargs)
+
+ return sp.Function.__new__(cls, expr, dtype, *other_args, **kwargs)
@property
def canonical(self):
@@ -42,10 +135,58 @@ class cast_func(sp.Function):
def is_commutative(self):
return self.args[0].is_commutative
+ def _eval_evalf(self, *args, **kwargs):
+ return self.args[0].evalf()
+
@property
def dtype(self):
return self.args[1]
+ @property
+ def is_integer(self):
+ """
+ Uses Numpy type hierarchy to determine :func:`sympy.Expr.is_integer` predicate
+
+ For reference: Numpy type hierarchy https://docs.scipy.org/doc/numpy-1.13.0/reference/arrays.scalars.html
+ """
+ if hasattr(self.dtype, 'numpy_dtype'):
+ return np.issubdtype(self.dtype.numpy_dtype, np.integer) or super().is_integer
+ else:
+ return super().is_integer
+
+ @property
+ def is_negative(self):
+ """
+ See :func:`.TypedSymbol.is_integer`
+ """
+ if hasattr(self.dtype, 'numpy_dtype'):
+ if np.issubdtype(self.dtype.numpy_dtype, np.unsignedinteger):
+ return False
+
+ return super().is_negative
+
+ @property
+ def is_nonnegative(self):
+ """
+ See :func:`.TypedSymbol.is_integer`
+ """
+ if self.is_negative is False:
+ return True
+ else:
+ return super().is_nonnegative
+
+ @property
+ def is_real(self):
+ """
+ See :func:`.TypedSymbol.is_integer`
+ """
+ if hasattr(self.dtype, 'numpy_dtype'):
+ return np.issubdtype(self.dtype.numpy_dtype, np.integer) or \
+ np.issubdtype(self.dtype.numpy_dtype, np.floating) or \
+ super().is_real
+ else:
+ return super().is_real
+
# noinspection PyPep8Naming
class boolean_cast_func(cast_func, Boolean):
@@ -54,7 +195,8 @@ class boolean_cast_func(cast_func, Boolean):
# noinspection PyPep8Naming
class vector_memory_access(cast_func):
- nargs = (4,)
+ # Arguments are: read/write expression, type, aligned, nontemporal, mask (or none)
+ nargs = (5,)
# noinspection PyPep8Naming
@@ -77,11 +219,12 @@ class TypedSymbol(sp.Symbol):
obj = TypedSymbol.__xnew_cached_(cls, *args, **kwds)
return obj
- def __new_stage2__(cls, name, dtype):
- obj = super(TypedSymbol, cls).__xnew__(cls, name)
+ def __new_stage2__(cls, name, dtype, *args, **kwargs):
+ assumptions = assumptions_from_dtype(dtype)
+ obj = super(TypedSymbol, cls).__xnew__(cls, name, *args, **assumptions, **kwargs)
try:
obj._dtype = create_type(dtype)
- except TypeError:
+ except (TypeError, ValueError):
# on error keep the string
obj._dtype = dtype
return obj
@@ -99,6 +242,30 @@ class TypedSymbol(sp.Symbol):
def __getnewargs__(self):
return self.name, self.dtype
+ @property
+ def canonical(self):
+ return self
+
+ @property
+ def reversed(self):
+ return self
+
+ @property
+ def headers(self):
+ headers = []
+ try:
+ if np.issubdtype(self.dtype.numpy_dtype, np.complexfloating):
+ headers.append('"cuda_complex.hpp"')
+ except Exception:
+ pass
+ try:
+ if np.issubdtype(self.dtype.base_type.numpy_dtype, np.complexfloating):
+ headers.append('"cuda_complex.hpp"')
+ except Exception:
+ pass
+
+ return headers
+
def create_type(specification):
"""Creates a subclass of Type according to a string or an object of subclass Type.
@@ -229,10 +396,10 @@ def ctypes_from_llvm(data_type):
elif isinstance(data_type, ir.VoidType):
return None # Void type is not supported by ctypes
else:
- raise NotImplementedError('Data type %s of %s is not supported yet' % (type(data_type), data_type))
+ raise NotImplementedError(f'Data type {type(data_type)} of {data_type} is not supported yet')
-def to_llvm_type(data_type):
+def to_llvm_type(data_type, nvvm_target=False):
"""
Transforms a given type into ctypes
:param data_type: Subclass of Type
@@ -241,7 +408,7 @@ def to_llvm_type(data_type):
if not ir:
raise _ir_importerror
if isinstance(data_type, PointerType):
- return to_llvm_type(data_type.base_type).as_pointer()
+ return to_llvm_type(data_type.base_type).as_pointer(1 if nvvm_target else 0)
else:
return to_llvm_type.map[data_type.numpy_dtype]
@@ -269,11 +436,29 @@ def peel_off_type(dtype, type_to_peel_off):
return dtype
-def collate_types(types):
+def collate_types(types,
+ forbid_collation_to_complex=False,
+ forbid_collation_to_float=False,
+ default_float_type='float64',
+ default_int_type='int64'):
"""
Takes a sequence of types and returns their "common type" e.g. (float, double, float) -> double
Uses the collation rules from numpy.
"""
+ if forbid_collation_to_complex:
+ types = [
+ t for t in types
+ if not np.issubdtype(t.numpy_dtype, np.complexfloating)
+ ]
+ if not types:
+ return create_type(default_float_type)
+
+ if forbid_collation_to_float:
+ types = [
+ t for t in types if not np.issubdtype(t.numpy_dtype, np.floating)
+ ]
+ if not types:
+ return create_type(default_int_type)
# Pointer arithmetic case i.e. pointer + integer is allowed
if any(type(t) is PointerType for t in types):
@@ -309,54 +494,88 @@ def collate_types(types):
return result
-@memorycache(maxsize=2048)
-def get_type_of_expression(expr):
+@memorycache_if_hashable(maxsize=2048)
+def get_type_of_expression(expr,
+ default_float_type='double',
+ default_int_type='int',
+ symbol_type_dict=None):
from pystencils.astnodes import ResolvedFieldAccess
from pystencils.cpu.vectorization import vec_all, vec_any
+ if not symbol_type_dict:
+ symbol_type_dict = defaultdict(lambda: create_type('double'))
+
+ get_type = partial(get_type_of_expression,
+ default_float_type=default_float_type,
+ default_int_type=default_int_type,
+ symbol_type_dict=symbol_type_dict)
+
expr = sp.sympify(expr)
if isinstance(expr, sp.Integer):
- return create_type("int")
+ return create_type(default_int_type)
+ elif expr.is_real is False:
+ return create_type((np.zeros((1,), default_float_type) * 1j).dtype)
elif isinstance(expr, sp.Rational) or isinstance(expr, sp.Float):
- return create_type("double")
+ return create_type(default_float_type)
elif isinstance(expr, ResolvedFieldAccess):
return expr.field.dtype
+ elif isinstance(expr, pystencils.field.Field.AbstractAccess):
+ return expr.field.dtype
elif isinstance(expr, TypedSymbol):
return expr.dtype
elif isinstance(expr, sp.Symbol):
- raise ValueError("All symbols inside this expression have to be typed! ", str(expr))
+ if symbol_type_dict:
+ return symbol_type_dict[expr.name]
+ else:
+ raise ValueError("All symbols inside this expression have to be typed! ", str(expr))
elif isinstance(expr, cast_func):
return expr.args[1]
- elif isinstance(expr, vec_any) or isinstance(expr, vec_all):
+ elif isinstance(expr, (vec_any, vec_all)):
return create_type("bool")
elif hasattr(expr, 'func') and expr.func == sp.Piecewise:
- collated_result_type = collate_types(tuple(get_type_of_expression(a[0]) for a in expr.args))
- collated_condition_type = collate_types(tuple(get_type_of_expression(a[1]) for a in expr.args))
+ collated_result_type = collate_types(tuple(get_type(a[0]) for a in expr.args))
+ collated_condition_type = collate_types(tuple(get_type(a[1]) for a in expr.args))
if type(collated_condition_type) is VectorType and type(collated_result_type) is not VectorType:
collated_result_type = VectorType(collated_result_type, width=collated_condition_type.width)
return collated_result_type
elif isinstance(expr, sp.Indexed):
typed_symbol = expr.base.label
return typed_symbol.dtype.base_type
- elif isinstance(expr, sp.boolalg.Boolean) or isinstance(expr, sp.boolalg.BooleanFunction):
+ elif isinstance(expr, (Boolean, BooleanFunction)):
# if any arg is of vector type return a vector boolean, else return a normal scalar boolean
result = create_type("bool")
- vec_args = [get_type_of_expression(a) for a in expr.args if isinstance(get_type_of_expression(a), VectorType)]
+ vec_args = [get_type(a) for a in expr.args if isinstance(get_type(a), VectorType)]
if vec_args:
result = VectorType(result, width=vec_args[0].width)
return result
elif isinstance(expr, sp.Pow):
- return get_type_of_expression(expr.args[0])
+ base_type = get_type(expr.args[0])
+ if expr.exp.is_integer:
+ return base_type
+ else:
+ return collate_types([create_type(default_float_type), base_type])
+ elif isinstance(expr, (sp.Sum, sp.Product)):
+ return get_type(expr.args[0])
elif isinstance(expr, sp.Expr):
- types = tuple(get_type_of_expression(a) for a in expr.args)
- return collate_types(types)
+ expr: sp.Expr
+ if expr.args:
+ types = tuple(get_type(a) for a in expr.args)
+ return collate_types(
+ types,
+ forbid_collation_to_complex=expr.is_real is True,
+ forbid_collation_to_float=expr.is_integer is True,
+ default_float_type=default_float_type,
+ default_int_type=default_int_type)
+ else:
+ if expr.is_integer:
+ return create_type(default_int_type)
+ else:
+ return create_type(default_float_type)
raise NotImplementedError("Could not determine type for", expr, type(expr))
-class Type(sp.Basic):
- is_Atom = True
-
+class Type(sp.Atom):
def __new__(cls, *args, **kwargs):
return sp.Basic.__new__(cls)
@@ -371,6 +590,10 @@ class BasicType(Type):
return 'double'
elif name == 'float32':
return 'float'
+ elif name == 'complex64':
+ return 'ComplexFloat'
+ elif name == 'complex128':
+ return 'ComplexDouble'
elif name.startswith('int'):
width = int(name[len("int"):])
return "int%d_t" % (width,)
@@ -380,7 +603,7 @@ class BasicType(Type):
elif name == 'bool':
return 'bool'
else:
- raise NotImplementedError("Can map numpy to C name for %s" % (name,))
+ raise NotImplementedError(f"Can map numpy to C name for {name}")
def __init__(self, dtype, const=False):
self.const = const
@@ -403,12 +626,16 @@ class BasicType(Type):
def numpy_dtype(self):
return self._dtype
+ @property
+ def sympy_dtype(self):
+ return getattr(sympy.codegen.ast, str(self.numpy_dtype))
+
@property
def item_size(self):
return 1
def is_int(self):
- return self.numpy_dtype in np.sctypes['int']
+ return self.numpy_dtype in np.sctypes['int'] or self.numpy_dtype in np.sctypes['uint']
def is_float(self):
return self.numpy_dtype in np.sctypes['float']
@@ -578,3 +805,26 @@ class StructType:
def __hash__(self):
return hash((self.numpy_dtype, self.const))
+
+
+class TypedImaginaryUnit(TypedSymbol):
+ def __new__(cls, *args, **kwds):
+ obj = TypedImaginaryUnit.__xnew_cached_(cls, *args, **kwds)
+ return obj
+
+ def __new_stage2__(cls, dtype, *args, **kwargs):
+ obj = super(TypedImaginaryUnit, cls).__xnew__(cls,
+ "_i",
+ dtype,
+ imaginary=True,
+ *args,
+ **kwargs)
+ return obj
+
+ headers = ['"cuda_complex.hpp"']
+
+ __xnew__ = staticmethod(__new_stage2__)
+ __xnew_cached_ = staticmethod(cacheit(__new_stage2__))
+
+ def __getnewargs__(self):
+ return (self.dtype,)
diff --git a/pystencils/datahandling/__init__.py b/pystencils/datahandling/__init__.py
index 5b617bf4972835e4c25ed11d92d47e5a8de83da5..a4fa55bdc7a52e1b9c2015e2210fcbb48aaeb2e1 100644
--- a/pystencils/datahandling/__init__.py
+++ b/pystencils/datahandling/__init__.py
@@ -1,6 +1,7 @@
from typing import Tuple, Union
-from .serial_datahandling import SerialDataHandling
+
from .datahandling_interface import DataHandling
+from .serial_datahandling import SerialDataHandling
try:
# noinspection PyPep8Naming
@@ -19,7 +20,8 @@ def create_data_handling(domain_size: Tuple[int, ...],
default_layout: str = 'SoA',
default_target: str = 'cpu',
parallel: bool = False,
- default_ghost_layers: int = 1) -> DataHandling:
+ default_ghost_layers: int = 1,
+ opencl_queue=None) -> DataHandling:
"""Creates a data handling instance.
Args:
@@ -32,6 +34,7 @@ def create_data_handling(domain_size: Tuple[int, ...],
default_ghost_layers: default number of ghost layers if not overwritten in 'add_array'
"""
if parallel:
+ assert not opencl_queue, "OpenCL is only supported for SerialDataHandling"
if wlb is None:
raise ValueError("Cannot create parallel data handling because walberla module is not available")
@@ -55,8 +58,12 @@ def create_data_handling(domain_size: Tuple[int, ...],
return ParallelDataHandling(blocks=block_storage, dim=dim, default_target=default_target,
default_layout=default_layout, default_ghost_layers=default_ghost_layers)
else:
- return SerialDataHandling(domain_size, periodicity=periodicity, default_target=default_target,
- default_layout=default_layout, default_ghost_layers=default_ghost_layers)
+ return SerialDataHandling(domain_size,
+ periodicity=periodicity,
+ default_target=default_target,
+ default_layout=default_layout,
+ default_ghost_layers=default_ghost_layers,
+ opencl_queue=opencl_queue)
__all__ = ['create_data_handling']
diff --git a/pystencils/datahandling/blockiteration.py b/pystencils/datahandling/blockiteration.py
index 04297087bf6147dc885a060a2c25ecbc6013e8bc..bd981dc318cd855c496b70eef5e6bb847c24f2b5 100644
--- a/pystencils/datahandling/blockiteration.py
+++ b/pystencils/datahandling/blockiteration.py
@@ -7,6 +7,7 @@ import numpy as np
from pystencils.datahandling.datahandling_interface import Block
from pystencils.slicing import normalize_slice
+
try:
# noinspection PyPep8Naming
import waLBerla as wlb
@@ -110,15 +111,15 @@ class ParallelBlock(Block):
def __getitem__(self, data_name):
result = self._block[self._name_prefix + data_name]
type_name = type(result).__name__
- if type_name == 'GhostLayerField':
- result = wlb.field.toArray(result, withGhostLayers=self._gls)
+ if 'GhostLayerField' in type_name:
+ result = wlb.field.toArray(result, with_ghost_layers=self._gls)
result = self._normalize_array_shape(result)
- elif type_name == 'GpuField':
- result = wlb.cuda.toGpuArray(result, withGhostLayers=self._gls)
+ elif 'GpuField' in type_name:
+ result = wlb.cuda.toGpuArray(result, with_ghost_layers=self._gls)
result = self._normalize_array_shape(result)
return result
def _normalize_array_shape(self, arr):
- if arr.shape[-1] == 1:
+ if arr.shape[-1] == 1 and len(arr.shape) == 4:
arr = arr[..., 0]
return arr[self._localSlice]
diff --git a/pystencils/datahandling/datahandling_interface.py b/pystencils/datahandling/datahandling_interface.py
index da2108bfbdbdc3d09abfc4b6a55cda1c1850b63c..0eb101815ec39788cb2b1b9e720f2628bf087edf 100644
--- a/pystencils/datahandling/datahandling_interface.py
+++ b/pystencils/datahandling/datahandling_interface.py
@@ -1,7 +1,9 @@
-import numpy as np
from abc import ABC, abstractmethod
-from typing import Optional, Callable, Sequence, Iterable, Tuple, Dict, Union
-from pystencils.field import Field
+from typing import Callable, Dict, Iterable, Optional, Sequence, Tuple, Union
+
+import numpy as np
+
+from pystencils.field import Field, FieldType
class DataHandling(ABC):
@@ -14,6 +16,9 @@ class DataHandling(ABC):
'gather' function that has collects (parts of the) distributed data on a single process.
"""
+ _GPU_LIKE_TARGETS = ['gpu', 'opencl']
+ _GPU_LIKE_BACKENDS = ['gpucuda', 'opencl']
+
# ---------------------------- Adding and accessing data -----------------------------------------------------------
@property
@@ -34,7 +39,7 @@ class DataHandling(ABC):
@abstractmethod
def add_array(self, name: str, values_per_cell, dtype=np.float64,
latex_name: Optional[str] = None, ghost_layers: Optional[int] = None, layout: Optional[str] = None,
- cpu: bool = True, gpu: Optional[bool] = None, alignment=False) -> Field:
+ cpu: bool = True, gpu: Optional[bool] = None, alignment=False, field_type=FieldType.GENERIC) -> Field:
"""Adds a (possibly distributed) array to the handling that can be accessed using the given name.
For each array a symbolic field is available via the 'fields' dictionary
@@ -57,6 +62,57 @@ class DataHandling(ABC):
pystencils field, that can be used to formulate symbolic kernels
"""
+ def add_arrays(self,
+ description: str,
+ dtype=np.float64,
+ ghost_layers: Optional[int] = None,
+ layout: Optional[str] = None,
+ cpu: bool = True,
+ gpu: Optional[bool] = None,
+ alignment=False,
+ field_type=FieldType.GENERIC) -> Tuple[Field]:
+ """Adds multiple arrays using a string description similar to :func:`pystencils.fields`
+
+
+ >>> from pystencils.datahandling import create_data_handling
+ >>> dh = create_data_handling((20, 30))
+ >>> x, y =dh.add_arrays('x, y(9)')
+ >>> print(dh.fields)
+ {'x': x: double[22,32], 'y': y(9): double[22,32]}
+ >>> assert x == dh.fields['x']
+ >>> assert dh.fields['x'].shape == (22, 32)
+ >>> assert dh.fields['y'].index_shape == (9,)
+
+ Args:
+ description (str): String description of the fields to add
+ dtype: data type of the array as numpy data type
+ ghost_layers: number of ghost layers - if not specified a default value specified in the constructor
+ is used
+ layout: memory layout of array, either structure of arrays 'SoA' or array of structures 'AoS'.
+ this is only important if values_per_cell > 1
+ cpu: allocate field on the CPU
+ gpu: allocate field on the GPU, if None, a GPU field is allocated if default_target is 'gpu'
+ alignment: either False for no alignment, or the number of bytes to align to
+ Returns:
+ Fields representing the just created arrays
+ """
+ from pystencils.field import _parse_part1
+
+ names = []
+ for name, indices in _parse_part1(description):
+ names.append(name)
+ self.add_array(name,
+ values_per_cell=indices,
+ dtype=dtype,
+ ghost_layers=ghost_layers,
+ layout=layout,
+ cpu=cpu,
+ gpu=gpu,
+ alignment=alignment,
+ field_type=field_type)
+
+ return (self.fields[n] for n in names)
+
@abstractmethod
def has_data(self, name):
"""Returns true if a field or custom data element with this name was added."""
@@ -151,6 +207,10 @@ class DataHandling(ABC):
directly passed to the kernel function and override possible parameters from the DataHandling
"""
+ @abstractmethod
+ def get_kernel_kwargs(self, kernel_function, **kwargs):
+ """Returns the input arguments of a kernel"""
+
@abstractmethod
def swap(self, name1, name2, gpu=False):
"""Swaps data of two arrays"""
diff --git a/pystencils/datahandling/parallel_datahandling.py b/pystencils/datahandling/parallel_datahandling.py
index 31ca00e2cde997490a8010010e70b96ca2ec9963..82d5b4cb61bca1f2c4d89469f82aea0db9835888 100644
--- a/pystencils/datahandling/parallel_datahandling.py
+++ b/pystencils/datahandling/parallel_datahandling.py
@@ -1,13 +1,15 @@
import os
-import numpy as np
import warnings
-from pystencils import Field
+
+import numpy as np
+# noinspection PyPep8Naming
+import waLBerla as wlb
+
+from pystencils.datahandling.blockiteration import block_iteration, sliced_block_iteration
from pystencils.datahandling.datahandling_interface import DataHandling
-from pystencils.datahandling.blockiteration import sliced_block_iteration, block_iteration
+from pystencils.field import Field, FieldType
from pystencils.kernelparameters import FieldPointerSymbol
from pystencils.utils import DotDict
-# noinspection PyPep8Naming
-import waLBerla as wlb
class ParallelDataHandling(DataHandling):
@@ -88,7 +90,7 @@ class ParallelDataHandling(DataHandling):
self._custom_data_names.append(name)
def add_array(self, name, values_per_cell=1, dtype=np.float64, latex_name=None, ghost_layers=None,
- layout=None, cpu=True, gpu=None, alignment=False):
+ layout=None, cpu=True, gpu=None, alignment=False, field_type=FieldType.GENERIC):
if ghost_layers is None:
ghost_layers = self.default_ghost_layers
if gpu is None:
@@ -99,7 +101,7 @@ class ParallelDataHandling(DataHandling):
raise ValueError("Data handling expects that each process has at least one block")
if hasattr(dtype, 'type'):
dtype = dtype.type
- if name in self.blocks[0] or self.GPU_DATA_PREFIX + name in self.blocks[0]:
+ if name in self.blocks[0].fieldNames or self.GPU_DATA_PREFIX + name in self.blocks[0].fieldNames:
raise ValueError("Data with this name has already been added")
if alignment is False or alignment is None:
@@ -107,11 +109,14 @@ class ParallelDataHandling(DataHandling):
if hasattr(values_per_cell, '__len__'):
raise NotImplementedError("Parallel data handling does not support multiple index dimensions")
- self._fieldInformation[name] = {'ghost_layers': ghost_layers,
- 'values_per_cell': values_per_cell,
- 'layout': layout,
- 'dtype': dtype,
- 'alignment': alignment}
+ self._fieldInformation[name] = {
+ 'ghost_layers': ghost_layers,
+ 'values_per_cell': values_per_cell,
+ 'layout': layout,
+ 'dtype': dtype,
+ 'alignment': alignment,
+ 'field_type': field_type,
+ }
layout_map = {'fzyx': wlb.field.Layout.fzyx, 'zyxf': wlb.field.Layout.zyxf,
'f': wlb.field.Layout.fzyx,
@@ -138,7 +143,8 @@ class ParallelDataHandling(DataHandling):
assert all(f.name != name for f in self.fields.values()), "Symbolic field with this name already exists"
self.fields[name] = Field.create_generic(name, self.dim, dtype, index_dimensions, layout,
- index_shape=(values_per_cell,) if index_dimensions > 0 else None)
+ index_shape=(values_per_cell,) if index_dimensions > 0 else None,
+ field_type=field_type)
self.fields[name].latex_name = latex_name
self._field_name_to_cpu_data_name[name] = name
if gpu:
@@ -209,15 +215,13 @@ class ParallelDataHandling(DataHandling):
array = array[:, :, 0]
if last_element and self.fields[name].index_dimensions > 0:
array = array[..., last_element[0]]
- if self.fields[name].index_dimensions == 0:
- array = array[..., 0]
return array
def _normalize_arr_shape(self, arr, index_dimensions):
- if index_dimensions == 0:
+ if index_dimensions == 0 and len(arr.shape) > 3:
arr = arr[..., 0]
- if self.dim == 2:
+ if self.dim == 2 and len(arr.shape) > 2:
arr = arr[:, :, 0]
return arr
@@ -240,7 +244,7 @@ class ParallelDataHandling(DataHandling):
for block in self.blocks:
field_args = {}
for data_name, f in data_used_in_kernel:
- arr = to_array(block[data_name], withGhostLayers=[True, True, self.dim == 3])
+ arr = to_array(block[data_name], with_ghost_layers=[True, True, self.dim == 3])
arr = self._normalize_arr_shape(arr, f.index_dimensions)
field_args[f.name] = arr
field_args.update(kwargs)
@@ -377,7 +381,7 @@ class ParallelDataHandling(DataHandling):
if not os.path.exists(directory):
os.mkdir(directory)
if os.path.isfile(directory):
- raise RuntimeError("Trying to save to {}, but file exists already".format(directory))
+ raise RuntimeError(f"Trying to save to {directory}, but file exists already")
for field_name, data_name in self._field_name_to_cpu_data_name.items():
self.blocks.writeBlockData(data_name, os.path.join(directory, field_name + ".dat"))
diff --git a/pystencils/datahandling/pycuda.py b/pystencils/datahandling/pycuda.py
new file mode 100644
index 0000000000000000000000000000000000000000..1c65a1e9b51ea561be573a0d271b719a01dab66d
--- /dev/null
+++ b/pystencils/datahandling/pycuda.py
@@ -0,0 +1,52 @@
+try:
+ import pycuda.gpuarray as gpuarray
+except ImportError:
+ gpuarray = None
+import numpy as np
+
+import pystencils
+
+
+class PyCudaArrayHandler:
+
+ def __init__(self):
+ import pycuda.autoinit # NOQA
+
+ def zeros(self, shape, dtype=np.float64, order='C'):
+ cpu_array = np.zeros(shape=shape, dtype=dtype, order=order)
+ return self.to_gpu(cpu_array)
+
+ def ones(self, shape, dtype=np.float64, order='C'):
+ cpu_array = np.ones(shape=shape, dtype=dtype, order=order)
+ return self.to_gpu(cpu_array)
+
+ def empty(self, shape, dtype=np.float64, layout=None):
+ if layout:
+ cpu_array = pystencils.field.create_numpy_array_with_layout(shape=shape, dtype=dtype, layout=layout)
+ return self.to_gpu(cpu_array)
+ else:
+ return gpuarray.empty(shape, dtype)
+
+ @staticmethod
+ def to_gpu(array):
+ return gpuarray.to_gpu(array)
+
+ @staticmethod
+ def upload(array, numpy_array):
+ array.set(numpy_array)
+
+ @staticmethod
+ def download(array, numpy_array):
+ array.get(numpy_array)
+
+ def randn(self, shape, dtype=np.float64):
+ cpu_array = np.random.randn(*shape).astype(dtype)
+ return self.to_gpu(cpu_array)
+
+ from_numpy = to_gpu
+
+
+class PyCudaNotAvailableHandler:
+ def __getattribute__(self, name):
+ raise NotImplementedError("Unable to initiaize PyCuda! "
+ "Try to run `import pycuda.autoinit` to check whether PyCuda is working correctly!")
diff --git a/pystencils/datahandling/pyopencl.py b/pystencils/datahandling/pyopencl.py
new file mode 100644
index 0000000000000000000000000000000000000000..2466c80cdae1ce6cd143c941e1b5df6983d669af
--- /dev/null
+++ b/pystencils/datahandling/pyopencl.py
@@ -0,0 +1,49 @@
+try:
+ import pyopencl.array as gpuarray
+except ImportError:
+ gpuarray = None
+
+import numpy as np
+
+import pystencils
+
+
+class PyOpenClArrayHandler:
+
+ def __init__(self, queue):
+ if not queue:
+ from pystencils.opencl.opencljit import get_global_cl_queue
+ queue = get_global_cl_queue()
+ assert queue, "OpenCL queue missing!\n" \
+ "Use `import pystencils.opencl.autoinit` if you want it to be automatically created"
+ self.queue = queue
+
+ def zeros(self, shape, dtype=np.float64, order='C'):
+ cpu_array = np.zeros(shape=shape, dtype=dtype, order=order)
+ return self.to_gpu(cpu_array)
+
+ def ones(self, shape, dtype=np.float64, order='C'):
+ cpu_array = np.ones(shape=shape, dtype=dtype, order=order)
+ return self.to_gpu(cpu_array)
+
+ def empty(self, shape, dtype=np.float64, layout=None):
+ if layout:
+ cpu_array = pystencils.field.create_numpy_array_with_layout(shape=shape, dtype=dtype, layout=layout)
+ return self.to_gpu(cpu_array)
+ else:
+ return gpuarray.empty(self.queue, shape, dtype)
+
+ def to_gpu(self, array):
+ return gpuarray.to_device(self.queue, array)
+
+ def upload(self, gpuarray, numpy_array):
+ gpuarray.set(numpy_array, self.queue)
+
+ def download(self, gpuarray, numpy_array):
+ gpuarray.get(self.queue, numpy_array)
+
+ def randn(self, shape, dtype=np.float64):
+ cpu_array = np.random.randn(*shape).astype(dtype)
+ return self.from_numpy(cpu_array)
+
+ from_numpy = to_gpu
diff --git a/pystencils/datahandling/serial_datahandling.py b/pystencils/datahandling/serial_datahandling.py
index 7e4d19cd8e24aa485a48893d4c992d34078a0f13..9e18acf4a240932bcdb0aad80a899cbe6d411a3f 100644
--- a/pystencils/datahandling/serial_datahandling.py
+++ b/pystencils/datahandling/serial_datahandling.py
@@ -1,25 +1,31 @@
import itertools
+import time
from typing import Sequence, Union
+
import numpy as np
-import time
-from pystencils import Field
-from pystencils.datahandling.datahandling_interface import DataHandling
-from pystencils.field import layout_string_to_tuple, spatial_layout_string_to_tuple, create_numpy_array_with_layout
+
from pystencils.datahandling.blockiteration import SerialBlock
+from pystencils.datahandling.datahandling_interface import DataHandling
+from pystencils.datahandling.pycuda import PyCudaArrayHandler, PyCudaNotAvailableHandler
+from pystencils.datahandling.pyopencl import PyOpenClArrayHandler
+from pystencils.field import (
+ Field, FieldType, create_numpy_array_with_layout, layout_string_to_tuple,
+ spatial_layout_string_to_tuple)
from pystencils.slicing import normalize_slice, remove_ghost_layers
from pystencils.utils import DotDict
-try:
- import pycuda.gpuarray as gpuarray
- import pycuda.autoinit # NOQA
-except ImportError:
- gpuarray = None
-
class SerialDataHandling(DataHandling):
- def __init__(self, domain_size: Sequence[int], default_ghost_layers: int = 1, default_layout: str = 'SoA',
- periodicity: Union[bool, Sequence[bool]] = False, default_target: str = 'cpu') -> None:
+ def __init__(self,
+ domain_size: Sequence[int],
+ default_ghost_layers: int = 1,
+ default_layout: str = 'SoA',
+ periodicity: Union[bool, Sequence[bool]] = False,
+ default_target: str = 'cpu',
+ opencl_queue=None,
+ opencl_ctx=None,
+ array_handler=None) -> None:
"""
Creates a data handling for single node simulations.
@@ -40,6 +46,19 @@ class SerialDataHandling(DataHandling):
self.custom_data_cpu = DotDict()
self.custom_data_gpu = DotDict()
self._custom_data_transfer_functions = {}
+ self._opencl_queue = opencl_queue
+ self._opencl_ctx = opencl_ctx
+
+ if not array_handler:
+ try:
+ self.array_handler = PyCudaArrayHandler()
+ except Exception:
+ self.array_handler = PyCudaNotAvailableHandler()
+
+ if default_target == 'opencl' or opencl_queue:
+ self.array_handler = PyOpenClArrayHandler(opencl_queue)
+ else:
+ self.array_handler = array_handler
if periodicity is None or periodicity is False:
periodicity = [False] * self.dim
@@ -74,13 +93,13 @@ class SerialDataHandling(DataHandling):
return self._field_information[name]['values_per_cell']
def add_array(self, name, values_per_cell=1, dtype=np.float64, latex_name=None, ghost_layers=None, layout=None,
- cpu=True, gpu=None, alignment=False):
+ cpu=True, gpu=None, alignment=False, field_type=FieldType.GENERIC):
if ghost_layers is None:
ghost_layers = self.default_ghost_layers
if layout is None:
layout = self.default_layout
if gpu is None:
- gpu = self.default_target == 'gpu'
+ gpu = self.default_target in self._GPU_LIKE_TARGETS
kwargs = {
'shape': tuple(s + 2 * ghost_layers for s in self._domainSize),
@@ -98,6 +117,7 @@ class SerialDataHandling(DataHandling):
'layout': layout,
'dtype': dtype,
'alignment': alignment,
+ 'field_type': field_type,
}
index_dimensions = len(values_per_cell)
@@ -123,10 +143,11 @@ class SerialDataHandling(DataHandling):
if gpu:
if name in self.gpu_arrays:
raise ValueError("GPU Field with this name already exists")
- self.gpu_arrays[name] = gpuarray.to_gpu(cpu_arr)
+ self.gpu_arrays[name] = self.array_handler.to_gpu(cpu_arr)
assert all(f.name != name for f in self.fields.values()), "Symbolic field with this name already exists"
- self.fields[name] = Field.create_from_numpy_array(name, cpu_arr, index_dimensions=index_dimensions)
+ self.fields[name] = Field.create_from_numpy_array(name, cpu_arr, index_dimensions=index_dimensions,
+ field_type=field_type)
self.fields[name].latex_name = latex_name
return self.fields[name]
@@ -205,7 +226,7 @@ class SerialDataHandling(DataHandling):
def swap(self, name1, name2, gpu=None):
if gpu is None:
- gpu = self.default_target == "gpu"
+ gpu = self.default_target in self._GPU_LIKE_TARGETS
arr = self.gpu_arrays if gpu else self.cpu_arrays
arr[name1], arr[name2] = arr[name2], arr[name1]
@@ -218,12 +239,12 @@ class SerialDataHandling(DataHandling):
self.to_gpu(name)
def run_kernel(self, kernel_function, **kwargs):
- arrays = self.gpu_arrays if kernel_function.ast.backend == 'gpucuda' else self.cpu_arrays
- kernel_function(**arrays, **kwargs)
+ arrays = self.gpu_arrays if kernel_function.ast.backend in self._GPU_LIKE_BACKENDS else self.cpu_arrays
+ kernel_function(**{**arrays, **kwargs})
def get_kernel_kwargs(self, kernel_function, **kwargs):
result = {}
- result.update(self.gpu_arrays if kernel_function.ast.backend == 'gpucuda' else self.cpu_arrays)
+ result.update(self.gpu_arrays if kernel_function.ast.backend in self._GPU_LIKE_BACKENDS else self.cpu_arrays)
result.update(kwargs)
return [result]
@@ -232,27 +253,29 @@ class SerialDataHandling(DataHandling):
transfer_func = self._custom_data_transfer_functions[name][1]
transfer_func(self.custom_data_gpu[name], self.custom_data_cpu[name])
else:
- self.gpu_arrays[name].get(self.cpu_arrays[name])
+ self.array_handler.download(self.gpu_arrays[name], self.cpu_arrays[name])
def to_gpu(self, name):
if name in self._custom_data_transfer_functions:
transfer_func = self._custom_data_transfer_functions[name][0]
transfer_func(self.custom_data_gpu[name], self.custom_data_cpu[name])
else:
- self.gpu_arrays[name].set(self.cpu_arrays[name])
+ self.array_handler.upload(self.gpu_arrays[name], self.cpu_arrays[name])
def is_on_gpu(self, name):
return name in self.gpu_arrays
def synchronization_function_cpu(self, names, stencil_name=None, **_):
- return self.synchronization_function(names, stencil_name, 'cpu')
+ return self.synchronization_function(names, stencil_name, target='cpu')
def synchronization_function_gpu(self, names, stencil_name=None, **_):
- return self.synchronization_function(names, stencil_name, 'gpu')
+ return self.synchronization_function(names, stencil_name, target='gpu')
- def synchronization_function(self, names, stencil=None, target=None, **_):
+ def synchronization_function(self, names, stencil=None, target=None, functor=None, **_):
if target is None:
target = self.default_target
+ if target == 'opencl':
+ target = 'gpu'
assert target in ('cpu', 'gpu')
if not hasattr(names, '__len__') or type(names) is str:
names = [names]
@@ -285,20 +308,25 @@ class SerialDataHandling(DataHandling):
values_per_cell = (1, )
if len(values_per_cell) == 1:
values_per_cell = values_per_cell[0]
- else:
- raise NotImplementedError("Synchronization of this field is not supported: " + name)
if len(filtered_stencil) > 0:
if target == 'cpu':
- from pystencils.slicing import get_periodic_boundary_functor
- result.append(get_periodic_boundary_functor(filtered_stencil, ghost_layers=gls))
+ if functor is None:
+ from pystencils.slicing import get_periodic_boundary_functor
+ functor = get_periodic_boundary_functor
+ result.append(functor(filtered_stencil, ghost_layers=gls))
else:
- from pystencils.gpucuda.periodicity import get_periodic_boundary_functor as boundary_func
- result.append(boundary_func(filtered_stencil, self._domainSize,
- index_dimensions=self.fields[name].index_dimensions,
- index_dim_shape=values_per_cell,
- dtype=self.fields[name].dtype.numpy_dtype,
- ghost_layers=gls))
+ if functor is None:
+ from pystencils.gpucuda.periodicity import get_periodic_boundary_functor as functor
+ target = 'gpu' if not isinstance(self.array_handler, PyOpenClArrayHandler) else 'opencl'
+ result.append(functor(filtered_stencil, self._domainSize,
+ index_dimensions=self.fields[name].index_dimensions,
+ index_dim_shape=values_per_cell,
+ dtype=self.fields[name].dtype.numpy_dtype,
+ ghost_layers=gls,
+ target=target,
+ opencl_queue=self._opencl_queue,
+ opencl_ctx=self._opencl_ctx))
if target == 'cpu':
def result_functor():
@@ -382,7 +410,7 @@ class SerialDataHandling(DataHandling):
time_running = time.perf_counter() - self._start_time
spacing = 7 - len(str(int(time_running)))
- message = "[{: <8}]{}({:.3f} sec) {} ".format(level, spacing * '-', time_running, message)
+ message = f"[{level: <8}]{spacing * '-'}({time_running:.3f} sec) {message} "
print(message, flush=True)
def log_on_root(self, *args, level='INFO'):
@@ -400,14 +428,15 @@ class SerialDataHandling(DataHandling):
np.savez_compressed(file, **self.cpu_arrays)
def load_all(self, file):
+ if '.npz' not in file:
+ file += '.npz'
file_contents = np.load(file)
for arr_name, arr_contents in self.cpu_arrays.items():
if arr_name not in file_contents:
- print("Skipping read data {} because there is no data with this name in data handling".format(arr_name))
+ print(f"Skipping read data {arr_name} because there is no data with this name in data handling")
continue
if file_contents[arr_name].shape != arr_contents.shape:
- print("Skipping read data {} because shapes don't match. "
- "Read array shape {}, existing array shape {}".format(arr_name, file_contents[arr_name].shape,
- arr_contents.shape))
+ print(f"Skipping read data {arr_name} because shapes don't match. "
+ f"Read array shape {file_contents[arr_name].shape}, existing array shape {arr_contents.shape}")
continue
np.copyto(arr_contents, file_contents[arr_name])
diff --git a/pystencils/datahandling/vtk.py b/pystencils/datahandling/vtk.py
index dcdf2d2d07f9a54c2fd519a5fcbcedf43e33218f..9c5f27fa88961673b1707fcb354b7771d091bb91 100644
--- a/pystencils/datahandling/vtk.py
+++ b/pystencils/datahandling/vtk.py
@@ -1,5 +1,5 @@
-from pyevtk.vtk import VtkFile, VtkImageData
from pyevtk.hl import _addDataToFile, _appendDataToFile
+from pyevtk.vtk import VtkFile, VtkImageData
def image_to_vtk(path, cell_data, origin=(0.0, 0.0, 0.0), spacing=(1.0, 1.0, 1.0)):
diff --git a/pystencils/display_utils.py b/pystencils/display_utils.py
index 55a4720c194e250cd549279ae76607c48968c676..32531cdc5e2bba37b46e5708859ed60e8150dea5 100644
--- a/pystencils/display_utils.py
+++ b/pystencils/display_utils.py
@@ -1,6 +1,9 @@
+from typing import Any, Dict, Optional, Union
+
import sympy as sp
-from typing import Any, Dict, Optional
+
from pystencils.astnodes import KernelFunction
+from pystencils.kernel_wrapper import KernelWrapper
def to_dot(expr: sp.Expr, graph_style: Optional[Dict[str, Any]] = None, short=True):
@@ -27,29 +30,72 @@ def highlight_cpp(code: str):
from pygments.lexers import CppLexer
css = HtmlFormatter().get_style_defs('.highlight')
- css_tag = "<style>{css}</style>".format(css=css)
+ css_tag = f"<style>{css}</style>"
display(HTML(css_tag))
return HTML(highlight(code, CppLexer(), HtmlFormatter()))
-def show_code(ast: KernelFunction):
+def get_code_obj(ast: Union[KernelFunction, KernelWrapper], custom_backend=None):
"""Returns an object to display generated code (C/C++ or CUDA)
- Can either be displayed as HTML in Jupyter notebooks or printed as normal string.
+ Can either be displayed as HTML in Jupyter notebooks or printed as normal string.
"""
from pystencils.backends.cbackend import generate_c
- dialect = 'cuda' if ast.backend == 'gpucuda' else 'c'
+
+ if isinstance(ast, KernelWrapper):
+ ast = ast.ast
+
+ if ast.backend == 'gpucuda':
+ dialect = 'cuda'
+ elif ast.backend == 'opencl':
+ dialect = 'opencl'
+ else:
+ dialect = 'c'
class CodeDisplay:
def __init__(self, ast_input):
self.ast = ast_input
def _repr_html_(self):
- return highlight_cpp(generate_c(self.ast, dialect=dialect)).__html__()
+ return highlight_cpp(generate_c(self.ast, dialect=dialect, custom_backend=custom_backend)).__html__()
def __str__(self):
- return generate_c(self.ast, dialect=dialect)
+ return generate_c(self.ast, dialect=dialect, custom_backend=custom_backend)
def __repr__(self):
- return generate_c(self.ast, dialect=dialect)
+ return generate_c(self.ast, dialect=dialect, custom_backend=custom_backend)
return CodeDisplay(ast)
+
+
+def get_code_str(ast, custom_backend=None):
+ return str(get_code_obj(ast, custom_backend))
+
+
+def _isnotebook():
+ try:
+ shell = get_ipython().__class__.__name__
+ if shell == 'ZMQInteractiveShell':
+ return True # Jupyter notebook or qtconsole
+ elif shell == 'TerminalInteractiveShell':
+ return False # Terminal running IPython
+ else:
+ return False # Other type (?)
+ except NameError:
+ return False
+
+
+def show_code(ast: Union[KernelFunction, KernelWrapper], custom_backend=None):
+ code = get_code_obj(ast, custom_backend)
+
+ if _isnotebook():
+ from IPython.display import display
+ display(code)
+ else:
+ try:
+ import rich.syntax
+ import rich.console
+ syntax = rich.syntax.Syntax(str(code), "c++", theme="monokai", line_numbers=True)
+ console = rich.console.Console()
+ console.print(syntax)
+ except ImportError:
+ print(code)
diff --git a/pystencils/fast_approximation.py b/pystencils/fast_approximation.py
index 0dbdab241151a5e211efa0c9a4847fcbd9211fae..f33009600c9dd57a89ca63695063237792b6d8d1 100644
--- a/pystencils/fast_approximation.py
+++ b/pystencils/fast_approximation.py
@@ -1,6 +1,7 @@
-import sympy as sp
from typing import List, Union
+import sympy as sp
+
from pystencils.astnodes import Node
from pystencils.simp import AssignmentCollection
diff --git a/pystencils/fd/__init__.py b/pystencils/fd/__init__.py
index 62b11e4e79f6abe60d0352fb7e3888b02774a0f9..5644c576d772969dee990598438b2858e68807d3 100644
--- a/pystencils/fd/__init__.py
+++ b/pystencils/fd/__init__.py
@@ -1,12 +1,13 @@
-from .derivative import Diff, DiffOperator, \
- diff_terms, collect_diffs, zero_diffs, evaluate_diffs, normalize_diff_order, \
- expand_diff_full, expand_diff_linear, expand_diff_products, combine_diff_products, \
- functional_derivative, diff
-from .finitedifferences import advection, diffusion, transient, Discretization2ndOrder
+from .derivative import (
+ Diff, DiffOperator, collect_diffs, combine_diff_products, diff, diff_terms, evaluate_diffs,
+ expand_diff_full, expand_diff_linear, expand_diff_products, functional_derivative,
+ normalize_diff_order, zero_diffs)
+from .finitedifferences import Discretization2ndOrder, advection, diffusion, transient
+from .finitevolumes import FVM1stOrder, VOF
from .spatial import discretize_spatial, discretize_spatial_staggered
__all__ = ['Diff', 'diff', 'DiffOperator', 'diff_terms', 'collect_diffs',
'zero_diffs', 'evaluate_diffs', 'normalize_diff_order', 'expand_diff_full', 'expand_diff_linear',
'expand_diff_products', 'combine_diff_products', 'functional_derivative',
'advection', 'diffusion', 'transient', 'Discretization2ndOrder', 'discretize_spatial',
- 'discretize_spatial_staggered']
+ 'discretize_spatial_staggered', 'FVM1stOrder', 'VOF']
diff --git a/pystencils/fd/derivation.py b/pystencils/fd/derivation.py
index e3c4712d384d88987526550d87e2547a6fd63c68..868a6872eb586f8bf8d928f0150c19fb20d44f67 100644
--- a/pystencils/fd/derivation.py
+++ b/pystencils/fd/derivation.py
@@ -1,8 +1,13 @@
-import sympy as sp
+import itertools
from collections import defaultdict
+
+import numpy as np
+import sympy as sp
+
from pystencils.field import Field
-from pystencils.sympyextensions import prod, multidimensional_sum
-from pystencils.utils import fully_contains, LinearEquationSystem
+from pystencils.stencil import direction_string_to_offset
+from pystencils.sympyextensions import multidimensional_sum, prod
+from pystencils.utils import LinearEquationSystem, fully_contains
class FiniteDifferenceStencilDerivation:
@@ -102,7 +107,7 @@ class FiniteDifferenceStencilDerivation:
@staticmethod
def symbolic_weight(*args):
str_args = [str(e) for e in args]
- return sp.Symbol("w_({})".format(",".join(str_args)))
+ return sp.Symbol(f"w_({','.join(str_args)})")
def error_term_dict(self, order):
error_terms = defaultdict(lambda: 0)
@@ -121,7 +126,6 @@ class FiniteDifferenceStencilDerivation:
def isotropy_equations(self, order):
def cycle_int_sequence(sequence, modulus):
- import numpy as np
result = []
arr = np.array(sequence, dtype=int)
while True:
@@ -159,22 +163,171 @@ class FiniteDifferenceStencilDerivation:
self.is_isotropic = is_isotropic
def visualize(self):
- from pystencils.stencils import visualize_stencil
- visualize_stencil(self.stencil, data=self.weights)
+ from pystencils.stencil import plot
+ plot(self.stencil, data=self.weights)
def apply(self, field_access: Field.Access):
f = field_access
return sum(f.get_shifted(*offset) * weight for offset, weight in zip(self.stencil, self.weights))
- def as_matrix(self):
+ def __array__(self):
+ return np.array(self.as_array().tolist())
+
+ def as_array(self):
dim = len(self.stencil[0])
- assert dim == 2
+ assert (dim == 2 or dim == 3), "Only 2D or 3D matrix representations are available"
max_offset = max(max(abs(e) for e in direction) for direction in self.stencil)
- result = sp.Matrix(2 * max_offset + 1, 2 * max_offset + 1, lambda i, j: 0)
- for direction, weight in zip(self.stencil, self.weights):
- result[max_offset - direction[1], max_offset + direction[0]] = weight
+ shape_list = []
+ for i in range(dim):
+ shape_list.append(2 * max_offset + 1)
+
+ number_of_elements = np.prod(shape_list)
+ shape = tuple(shape_list)
+ result = sp.MutableDenseNDimArray([0] * number_of_elements, shape)
+
+ if dim == 2:
+ for direction, weight in zip(self.stencil, self.weights):
+ result[max_offset - direction[1], max_offset + direction[0]] = weight
+ if dim == 3:
+ for direction, weight in zip(self.stencil, self.weights):
+ result[max_offset - direction[1], max_offset + direction[0], max_offset + direction[2]] = weight
+
return result
+ def rotate_weights_and_apply(self, field_access: Field.Access, axes):
+ """derive gradient weights of other direction with already calculated weights of one direction
+ via rotation and apply them to a field."""
+ dim = len(self.stencil[0])
+ assert (dim == 2 or dim == 3), "This function is only for 2D or 3D stencils available"
+ rotated_weights = np.rot90(np.array(self.__array__()), 1, axes)
+
+ result = []
+ max_offset = max(max(abs(e) for e in direction) for direction in self.stencil)
+ if dim == 2:
+ for direction in self.stencil:
+ result.append(rotated_weights[max_offset - direction[1],
+ max_offset + direction[0]])
+ if dim == 3:
+ for direction in self.stencil:
+ result.append(rotated_weights[max_offset - direction[1],
+ max_offset + direction[0],
+ max_offset + direction[2]])
+
+ f = field_access
+ return sum(f.get_shifted(*offset) * weight for offset, weight in zip(self.stencil, result))
+
def __repr__(self):
return "Finite difference stencil of accuracy {}, isotropic error: {}".format(self.accuracy,
self.is_isotropic)
+
+
+class FiniteDifferenceStaggeredStencilDerivation:
+ """Derives a finite difference stencil for application at a staggered position
+
+ Args:
+ neighbor: the neighbor direction string or vector at whose staggered position to calculate the derivative
+ dim: how many dimensions (2 or 3)
+ derivative: a tuple of directions over which to perform derivatives
+ """
+
+ def __init__(self, neighbor, dim, derivative=tuple()):
+ if type(neighbor) is str:
+ neighbor = direction_string_to_offset(neighbor)
+ if dim == 2:
+ assert neighbor[dim:] == 0
+ assert derivative is tuple() or max(derivative) < dim
+ neighbor = sp.Matrix(neighbor[:dim])
+ pos = neighbor / 2
+
+ def unitvec(i):
+ """return the `i`-th unit vector in three dimensions"""
+ a = np.zeros(dim, dtype=int)
+ a[i] = 1
+ return a
+
+ def flipped(a, i):
+ """return `a` with its `i`-th element's sign flipped"""
+ a = a.copy()
+ a[i] *= -1
+ return a
+
+ # determine the points to use, coordinates are relative to position
+ points = []
+ if np.linalg.norm(neighbor, 1) == 1:
+ main_points = [neighbor / 2, neighbor / -2]
+ elif np.linalg.norm(neighbor, 1) == 2:
+ nonzero_indices = [i for i, v in enumerate(neighbor) if v != 0 and i < dim]
+ main_points = [neighbor / 2, neighbor / -2, flipped(neighbor / 2, nonzero_indices[0]),
+ flipped(neighbor / -2, nonzero_indices[0])]
+ else:
+ main_points = [neighbor.multiply_elementwise(sp.Matrix(c) / 2)
+ for c in itertools.product([-1, 1], repeat=3)]
+ points += main_points
+ zero_indices = [i for i, v in enumerate(neighbor) if v == 0 and i < dim]
+ for i in zero_indices:
+ points += [point + sp.Matrix(unitvec(i)) for point in main_points]
+ points += [point - sp.Matrix(unitvec(i)) for point in main_points]
+ points_tuple = tuple([tuple(p) for p in points])
+ self._stencil = points_tuple
+
+ # determine the stencil weights
+ if len(derivative) == 0:
+ weights = None
+ else:
+ derivation = FiniteDifferenceStencilDerivation(derivative, points_tuple).get_stencil()
+ if not derivation.accuracy:
+ raise Exception('the requested derivative cannot be performed with the available neighbors')
+ weights = derivation.weights
+
+ # if the weights are underdefined, we can choose the free symbols to find the sparsest stencil
+ free_weights = set(itertools.chain(*[w.free_symbols for w in weights]))
+ if len(free_weights) > 0:
+ zero_counts = defaultdict(list)
+ for values in itertools.product([-1, -sp.Rational(1, 2), 0, 1, sp.Rational(1, 2)],
+ repeat=len(free_weights)):
+ subs = {free_weight: value for free_weight, value in zip(free_weights, values)}
+ weights = [w.subs(subs) for w in derivation.weights]
+ if not all(a == 0 for a in weights):
+ zero_count = sum([1 for w in weights if w == 0])
+ zero_counts[zero_count].append(weights)
+ best = zero_counts[max(zero_counts.keys())]
+ if len(best) > 1: # if there are multiple, pick the one that contains a nonzero center weight
+ center = [tuple(p + pos) for p in points].index((0, 0, 0)[:dim])
+ best = [b for b in best if b[center] != 0]
+ if len(best) > 1: # if there are still multiple, they are equivalent, so we average
+ weights = [sum([b[i] for b in best]) / len(best) for i in range(len(weights))]
+ else:
+ weights = best[0]
+ assert weights
+
+ points_tuple = tuple([tuple(p + pos) for p in points])
+ self._points = points_tuple
+ self._weights = weights
+
+ @property
+ def points(self):
+ """return the points of the stencil"""
+ return self._points
+
+ @property
+ def stencil(self):
+ """return the points of the stencil relative to the staggered position specified by neighbor"""
+ return self._stencil
+
+ @property
+ def weights(self):
+ """return the weights of the stencil"""
+ assert self._weights is not None
+ return self._weights
+
+ def visualize(self):
+ if self._weights is None:
+ ws = None
+ else:
+ ws = np.array([w for w in self.weights if w != 0], dtype=float)
+ pts = np.array([p for i, p in enumerate(self.points) if self.weights[i] != 0], dtype=int)
+ from pystencils.stencil import plot
+ plot(pts, data=ws)
+
+ def apply(self, access: Field.Access):
+ return sum([access.get_shifted(*point) * weight for point, weight in zip(self.points, self.weights)])
diff --git a/pystencils/fd/derivative.py b/pystencils/fd/derivative.py
index 0557a2d503699fc9a336c1b42594e0638676df55..c119d1e2ec34c32c67f18f7837c43dee05cfc65b 100644
--- a/pystencils/fd/derivative.py
+++ b/pystencils/fd/derivative.py
@@ -1,6 +1,8 @@
+from collections import defaultdict, namedtuple
+
import sympy as sp
-from collections import namedtuple, defaultdict
-from pystencils import Field
+
+from pystencils.field import Field
from pystencils.sympyextensions import normalize_product, prod
@@ -107,7 +109,17 @@ class Diff(sp.Expr):
return result
def __str__(self):
- return "D(%s)" % self.arg
+ return f"D({self.arg})"
+
+ def interpolated_access(self, offset, **kwargs):
+ """Represents an interpolated access on a spatially differentiated field
+
+ Args:
+ offset (Tuple[sympy.Expr]): Absolute position to determine the value of the spatial derivative
+ """
+ from pystencils.interpolation_astnodes import DiffInterpolatorAccess
+ assert isinstance(self.arg.field, Field), "Must be field to enable interpolated accesses"
+ return DiffInterpolatorAccess(self.arg.field.interpolated_access(offset, **kwargs).symbol, self.target, *offset)
class DiffOperator(sp.Expr):
@@ -216,7 +228,9 @@ def diff_terms(expr):
Example:
>>> x, y = sp.symbols("x, y")
- >>> diff_terms( diff(x, 0, 0) )
+ >>> diff_terms( diff(x, 0, 0) )
+ {Diff(Diff(x, 0, -1), 0, -1)}
+ >>> diff_terms( diff(x, 0, 0) + y )
{Diff(Diff(x, 0, -1), 0, -1)}
"""
result = set()
@@ -304,7 +318,8 @@ def expand_diff_full(expr, functions=None, constants=None):
functions.difference_update(constants)
def visit(e):
- e = e.expand()
+ if not isinstance(e, sp.Tuple):
+ e = e.expand()
if e.func == Diff:
result = 0
@@ -329,6 +344,9 @@ def expand_diff_full(expr, functions=None, constants=None):
return result
elif isinstance(e, sp.Piecewise):
return sp.Piecewise(*((expand_diff_full(a, functions, constants), b) for a, b in e.args))
+ elif isinstance(expr, sp.Tuple):
+ new_args = [visit(arg) for arg in e.args]
+ return sp.Tuple(*new_args)
else:
new_args = [visit(arg) for arg in e.args]
return e.func(*new_args) if new_args else e
@@ -368,6 +386,9 @@ def expand_diff_linear(expr, functions=None, constants=None):
return diff.split_linear(functions)
elif isinstance(expr, sp.Piecewise):
return sp.Piecewise(*((expand_diff_linear(a, functions, constants), b) for a, b in expr.args))
+ elif isinstance(expr, sp.Tuple):
+ new_args = [expand_diff_linear(e, functions) for e in expr.args]
+ return sp.Tuple(*new_args)
else:
new_args = [expand_diff_linear(e, functions) for e in expr.args]
result = sp.expand(expr.func(*new_args) if new_args else expr)
diff --git a/pystencils/fd/finitedifferences.py b/pystencils/fd/finitedifferences.py
index 3cb7e6db7054953c348ff163300f2d6d6d07ff21..20d071793dfe2963a6b8740f3d3771250fc0116e 100644
--- a/pystencils/fd/finitedifferences.py
+++ b/pystencils/fd/finitedifferences.py
@@ -1,14 +1,15 @@
+from typing import Optional, Union
+
import numpy as np
import sympy as sp
-from typing import Union, Optional
-from pystencils import Field, AssignmentCollection
from pystencils.fd import Diff
from pystencils.fd.derivative import diff_args
from pystencils.fd.spatial import fd_stencils_standard
+from pystencils.field import Field
+from pystencils.simp.assignment_collection import AssignmentCollection
from pystencils.sympyextensions import fast_subs
-
FieldOrFieldAccess = Union[Field, Field.Access]
@@ -20,10 +21,13 @@ def diffusion(scalar, diffusion_coeff, idx=None):
Examples:
>>> f = Field.create_generic('f', spatial_dimensions=2)
- >>> diffusion_term = diffusion(scalar=f, diffusion_coeff=sp.Symbol("d"))
+ >>> d = sp.Symbol("d")
+ >>> dx = sp.Symbol("dx")
+ >>> diffusion_term = diffusion(scalar=f, diffusion_coeff=d)
>>> discretization = Discretization2ndOrder()
- >>> discretization(diffusion_term)
- (f_W*d + f_S*d - 4*f_C*d + f_N*d + f_E*d)/dx**2
+ >>> expected_output = ((f[-1, 0] + f[0, -1] - 4 * f[0, 0] + f[0, 1] + f[1, 0]) * d) / dx**2
+ >>> sp.simplify(discretization(diffusion_term) - expected_output)
+ 0
"""
if isinstance(scalar, Field):
first_arg = scalar.center
@@ -75,13 +79,6 @@ class Discretization2ndOrder:
self.dt = dt
self.spatial_stencil = discretization_stencil_func
- @staticmethod
- def _diff_order(e):
- if not isinstance(e, Diff):
- return 0
- else:
- return 1 + Discretization2ndOrder._diff_order(e.args[0])
-
def _discretize_diffusion(self, e):
result = 0
for c in range(e.dim):
@@ -108,36 +105,15 @@ class Discretization2ndOrder:
return self._discretize_advection(e)
elif isinstance(e, Diff):
arg, *indices = diff_args(e)
- if not isinstance(arg, Field.Access):
+ from pystencils.interpolation_astnodes import InterpolatorAccess
+
+ if not isinstance(arg, (Field.Access, InterpolatorAccess)):
raise ValueError("Only derivatives with field or field accesses as arguments can be discretized")
return self.spatial_stencil(indices, self.dx, arg)
else:
new_args = [self._discretize_spatial(a) for a in e.args]
return e.func(*new_args) if new_args else e
- def _discretize_diff(self, e):
- order = self._diff_order(e)
- if order == 1:
- fa = e.args[0]
- index = e.target
- return (fa.neighbor(index, 1) - fa.neighbor(index, -1)) / (2 * self.dx)
- elif order == 2:
- indices = sorted([e.target, e.args[0].target])
- fa = e.args[0].args[0]
- if indices[0] == indices[1] and all(i >= 0 for i in indices):
- result = (-2 * fa + fa.neighbor(indices[0], -1) + fa.neighbor(indices[0], +1))
- elif indices[0] == indices[1]:
- result = 0
- for d in range(fa.field.spatial_dimensions):
- result += (-2 * fa + fa.neighbor(d, -1) + fa.neighbor(d, +1))
- else:
- assert all(i >= 0 for i in indices)
- offsets = [(1, 1), [-1, 1], [1, -1], [-1, -1]]
- result = sum(o1 * o2 * fa.neighbor(indices[0], o1).neighbor(indices[1], o2) for o1, o2 in offsets) / 4
- return result / (self.dx ** 2)
- else:
- raise NotImplementedError("Term contains derivatives of order > 2")
-
def __call__(self, expr):
if isinstance(expr, list):
return [self(e) for e in expr]
@@ -187,7 +163,7 @@ class Advection(sp.Function):
return self.scalar.spatial_dimensions
def _latex(self, printer):
- name_suffix = "_%s" % self.scalar_index if self.scalar_index is not None else ""
+ name_suffix = f"_{self.scalar_index}" if self.scalar_index is not None else ""
if isinstance(self.vector, Field):
return r"\nabla \cdot(%s %s)" % (printer.doprint(sp.Symbol(self.vector.name)),
printer.doprint(sp.Symbol(self.scalar.name + name_suffix)))
@@ -234,7 +210,7 @@ class Diffusion(sp.Function):
return self.scalar.spatial_dimensions
def _latex(self, printer):
- name_suffix = "_%s" % self.scalar_index if self.scalar_index is not None else ""
+ name_suffix = f"_{self.scalar_index}" if self.scalar_index is not None else ""
coeff = self.diffusion_coeff
diff_coeff = sp.Symbol(coeff.name) if isinstance(coeff, Field) else coeff
return r"div(%s \nabla %s)" % (printer.doprint(diff_coeff),
@@ -267,7 +243,7 @@ class Transient(sp.Function):
return None if len(self.args) <= 1 else int(self.args[1])
def _latex(self, printer):
- name_suffix = "_%s" % self.scalar_index if self.scalar_index is not None else ""
+ name_suffix = f"_{self.scalar_index}" if self.scalar_index is not None else ""
return r"\partial_t %s" % (printer.doprint(sp.Symbol(self.scalar.name + name_suffix)),)
@@ -310,8 +286,9 @@ def discretize_center(term, symbols_to_field_dict, dx, dim=3):
>>> term
x*x^Delta^0
>>> f = Field.create_generic('f', spatial_dimensions=3)
- >>> discretize_center(term, { x: f }, dx=1, dim=3)
- f_C*(-f_W/2 + f_E/2)
+ >>> expected_output = f[0, 0, 0] * (-f[-1, 0, 0]/2 + f[1, 0, 0]/2)
+ >>> sp.simplify(discretize_center(term, { x: f }, dx=1, dim=3) - expected_output)
+ 0
"""
substitutions = {}
for symbols, field in symbols_to_field_dict.items():
@@ -393,8 +370,10 @@ def discretize_divergence(vector_term, symbols_to_field_dict, dx):
>>> x, dx = sp.symbols("x dx")
>>> grad_x = grad(x, dim=3)
>>> f = Field.create_generic('f', spatial_dimensions=3)
- >>> sp.simplify(discretize_divergence(grad_x, {x : f}, dx))
- (f_W + f_S + f_B - 6*f_C + f_T + f_N + f_E)/dx**2
+ >>> expected_output = (f[-1, 0, 0] + f[0, -1, 0] + f[0, 0, -1] -
+ ... 6*f[0, 0, 0] + f[0, 0, 1] + f[0, 1, 0] + f[1, 0, 0])/dx**2
+ >>> sp.simplify(discretize_divergence(grad_x, {x : f}, dx) - expected_output)
+ 0
"""
dim = len(vector_term)
result = 0
diff --git a/pystencils/fd/finitevolumes.py b/pystencils/fd/finitevolumes.py
new file mode 100644
index 0000000000000000000000000000000000000000..d8f46f3943900e8b9714b33cded5309917a4914c
--- /dev/null
+++ b/pystencils/fd/finitevolumes.py
@@ -0,0 +1,232 @@
+import pystencils as ps
+import sympy as sp
+from pystencils.fd.derivation import FiniteDifferenceStaggeredStencilDerivation as FDS, \
+ FiniteDifferenceStencilDerivation as FD
+import itertools
+from collections import defaultdict
+from collections.abc import Iterable
+
+
+def get_access_and_direction(term):
+ direction1 = term.args[1]
+ if isinstance(term.args[0], ps.Field.Access): # first derivative
+ access = term.args[0]
+ direction = (direction1,)
+ elif isinstance(term.args[0], ps.fd.Diff): # nested derivative
+ if isinstance(term.args[0].args[0], ps.fd.Diff): # third or higher derivative
+ raise ValueError("can only handle first and second derivatives")
+ elif not isinstance(term.args[0].args[0], ps.Field.Access):
+ raise ValueError("can only handle derivatives of field accesses")
+
+ access, direction2 = term.args[0].args[:2]
+ direction = (direction1, direction2)
+ else:
+ raise NotImplementedError(f"can only deal with derivatives of field accesses, "
+ f"but not {type(term.args[0])}; expansion of derivatives probably failed")
+ return access, direction
+
+
+class FVM1stOrder:
+ """Finite-volume discretization
+
+ Args:
+ field: the field with the quantity to calculate, e.g. a concentration
+ flux: a list of sympy expressions that specify the flux, one for each cartesian direction
+ source: a list of sympy expressions that specify the source
+ """
+ def __init__(self, field: ps.field.Field, flux=0, source=0):
+ def normalize(f, shape):
+ shape = tuple(s for s in shape if s != 1)
+ if not shape:
+ shape = None
+
+ if isinstance(f, sp.Array) or isinstance(f, Iterable) or isinstance(f, sp.Matrix):
+ return sp.Array(f, shape)
+ else:
+ return sp.Array([f] * (sp.Mul(*shape) if shape else 1))
+
+ self.c = field
+ self.dim = self.c.spatial_dimensions
+ self.j = normalize(flux, (self.dim, ) + self.c.index_shape)
+ self.q = normalize(source, self.c.index_shape)
+
+ def discrete_flux(self, flux_field: ps.field.Field):
+ """Return a list of assignments for the discrete fluxes
+
+ Args:
+ flux_field: a staggered field to which the fluxes should be assigned
+ """
+
+ assert ps.FieldType.is_staggered(flux_field)
+
+ def discretize(term, neighbor):
+ if isinstance(term, sp.Matrix):
+ nw = term.applyfunc(lambda t: discretize(t, neighbor))
+ return nw
+ elif isinstance(term, ps.field.Field.Access):
+ avg = (term.get_shifted(*neighbor) + term) * sp.Rational(1, 2)
+ return avg
+ elif isinstance(term, ps.fd.Diff):
+ access, direction = get_access_and_direction(term)
+
+ fds = FDS(neighbor, access.field.spatial_dimensions, direction)
+ return fds.apply(access)
+
+ if term.args:
+ new_args = [discretize(a, neighbor) for a in term.args]
+ return term.func(*new_args)
+ else:
+ return term
+
+ fluxes = self.j.applyfunc(ps.fd.derivative.expand_diff_full)
+ fluxes = [sp.Matrix(fluxes.tolist()[i]) if flux_field.index_dimensions > 1 else fluxes.tolist()[i]
+ for i in range(self.dim)]
+
+ A0 = sum([sp.Matrix(ps.stencil.direction_string_to_offset(d)).norm()
+ for d in flux_field.staggered_stencil]) / self.dim
+
+ discrete_fluxes = []
+ for neighbor in flux_field.staggered_stencil:
+ neighbor = ps.stencil.direction_string_to_offset(neighbor)
+ directional_flux = fluxes[0] * int(neighbor[0])
+ for i in range(1, self.dim):
+ directional_flux += fluxes[i] * int(neighbor[i])
+ discrete_flux = discretize(directional_flux, neighbor)
+ discrete_fluxes.append(discrete_flux / sp.Matrix(neighbor).norm())
+
+ if flux_field.index_dimensions > 1:
+ return [ps.Assignment(lhs, rhs / A0)
+ for i, d in enumerate(flux_field.staggered_stencil) if discrete_fluxes[i]
+ for lhs, rhs in zip(flux_field.staggered_vector_access(d), sp.simplify(discrete_fluxes[i]))]
+ else:
+ return [ps.Assignment(flux_field.staggered_access(d), sp.simplify(discrete_fluxes[i]) / A0)
+ for i, d in enumerate(flux_field.staggered_stencil)]
+
+ def discrete_source(self):
+ """Return a list of assignments for the discrete source term"""
+
+ def discretize(term):
+ if isinstance(term, ps.fd.Diff):
+ access, direction = get_access_and_direction(term)
+
+ if self.dim == 2:
+ stencil = ["".join(a).replace(" ", "") for a in itertools.product("NS ", "EW ")
+ if "".join(a).strip()]
+ else:
+ stencil = ["".join(a).replace(" ", "") for a in itertools.product("NS ", "EW ", "TB ")
+ if "".join(a).strip()]
+ weights = None
+ for stencil in [["N", "S", "E", "W", "T", "B"][:2 * self.dim], stencil]:
+ stencil = [tuple(ps.stencil.direction_string_to_offset(d, self.dim)) for d in stencil]
+
+ derivation = FD(direction, stencil).get_stencil()
+ if not derivation.accuracy:
+ continue
+ weights = derivation.weights
+
+ # if the weights are underdefined, we can choose the free symbols to find the sparsest stencil
+ free_weights = set(itertools.chain(*[w.free_symbols for w in weights]))
+ if len(free_weights) > 0:
+ zero_counts = defaultdict(list)
+ for values in itertools.product([-1, -sp.Rational(1, 2), 0, 1, sp.Rational(1, 2)],
+ repeat=len(free_weights)):
+ subs = {free_weight: value for free_weight, value in zip(free_weights, values)}
+ weights = [w.subs(subs) for w in derivation.weights]
+ if not all(a == 0 for a in weights):
+ zero_count = sum([1 for w in weights if w == 0])
+ zero_counts[zero_count].append(weights)
+ best = zero_counts[max(zero_counts.keys())]
+ if len(best) > 1:
+ raise NotImplementedError("more than one suitable set of weights found, "
+ "don't know how to proceed")
+ weights = best[0]
+ break
+ if not weights:
+ raise Exception('the requested derivative cannot be performed with the available neighbors')
+ assert weights
+
+ if access._field.index_dimensions == 0:
+ return sum([access._field.__getitem__(point) * weight for point, weight in zip(stencil, weights)])
+ else:
+ total = access.get_shifted(*stencil[0]).at_index(*access.index) * weights[0]
+ for point, weight in zip(stencil[1:], weights[1:]):
+ addl = access.get_shifted(*point).at_index(*access.index) * weight
+ total += addl
+ return total
+
+ if term.args:
+ new_args = [discretize(a) for a in term.args]
+ return term.func(*new_args)
+ else:
+ return term
+
+ source = self.q.applyfunc(ps.fd.derivative.expand_diff_full)
+ source = source.applyfunc(discretize)
+
+ return [ps.Assignment(lhs, rhs) for lhs, rhs in zip(self.c.center_vector, sp.flatten(source)) if rhs]
+
+ def discrete_continuity(self, flux_field: ps.field.Field):
+ """Return a list of assignments for the continuity equation, which includes the source term
+
+ Args:
+ flux_field: a staggered field from which the fluxes are taken
+ """
+
+ assert ps.FieldType.is_staggered(flux_field)
+
+ neighbors = flux_field.staggered_stencil + [ps.stencil.inverse_direction_string(d)
+ for d in flux_field.staggered_stencil]
+ divergence = flux_field.staggered_vector_access(neighbors[0])
+ for d in neighbors[1:]:
+ divergence += flux_field.staggered_vector_access(d)
+
+ source = self.discrete_source()
+ source = {s.lhs: s.rhs for s in source}
+
+ return [ps.Assignment(lhs, (lhs - rhs + source[lhs]) if lhs in source else (lhs - rhs))
+ for lhs, rhs in zip(self.c.center_vector, divergence)]
+
+
+def VOF(j: ps.field.Field, v: ps.field.Field, ρ: ps.field.Field):
+ """Volume-of-fluid discretization of advection
+
+ Args:
+ j: the staggered field to write the fluxes to. Should have a D2Q9/D3Q27 stencil. Other stencils work too, but
+ incur a small error (D2Q5/D3Q7: v^2, D3Q19: v^3).
+ v: the flow velocity field
+ ρ: the quantity to advect
+ """
+ assert ps.FieldType.is_staggered(j)
+
+ fluxes = [[] for i in range(j.index_shape[0])]
+
+ v0 = v.center_vector
+ for d, neighbor in enumerate(j.staggered_stencil):
+ c = ps.stencil.direction_string_to_offset(neighbor)
+ v1 = v.neighbor_vector(c)
+
+ # going out
+ cond = sp.And(*[sp.Or(c[i] * v0[i] > 0, c[i] == 0) for i in range(len(v0))])
+ overlap1 = [1 - sp.Abs(v0[i]) for i in range(len(v0))]
+ overlap2 = [c[i] * v0[i] for i in range(len(v0))]
+ overlap = sp.Mul(*[(overlap1[i] if c[i] == 0 else overlap2[i]) for i in range(len(v0))])
+ fluxes[d].append(ρ.center_vector * overlap * sp.Piecewise((1, cond), (0, True)))
+
+ # coming in
+ cond = sp.And(*[sp.Or(c[i] * v1[i] < 0, c[i] == 0) for i in range(len(v1))])
+ overlap1 = [1 - sp.Abs(v1[i]) for i in range(len(v1))]
+ overlap2 = [v1[i] for i in range(len(v1))]
+ overlap = sp.Mul(*[(overlap1[i] if c[i] == 0 else overlap2[i]) for i in range(len(v1))])
+ sign = (c == 1).sum() % 2 * 2 - 1
+ fluxes[d].append(sign * ρ.neighbor_vector(c) * overlap * sp.Piecewise((1, cond), (0, True)))
+
+ for i, ff in enumerate(fluxes):
+ fluxes[i] = ff[0]
+ for f in ff[1:]:
+ fluxes[i] += f
+
+ assignments = []
+ for i, d in enumerate(j.staggered_stencil):
+ for lhs, rhs in zip(j.staggered_vector_access(d).values(), fluxes[i].values()):
+ assignments.append(ps.Assignment(lhs, rhs))
+ return assignments
diff --git a/pystencils/fd/spatial.py b/pystencils/fd/spatial.py
index 0f9ba7571c2c7b1a9d4b9965490e02151d91a55e..fda6773ce48314416c14bf2381614b95cf413d03 100644
--- a/pystencils/fd/spatial.py
+++ b/pystencils/fd/spatial.py
@@ -1,12 +1,15 @@
from typing import Tuple
+
import sympy as sp
+
from pystencils.astnodes import LoopOverCoordinate
from pystencils.cache import memorycache
-from pystencils import Field
from pystencils.fd import Diff
+from pystencils.field import Field
from pystencils.transformations import generic_visit
-from .derivative import diff_args
+
from .derivation import FiniteDifferenceStencilDerivation
+from .derivative import diff_args
def fd_stencils_standard(indices, dx, fa):
diff --git a/pystencils/field.py b/pystencils/field.py
index 17570f6411b15192cde35301f38764852db49096..bdff323432c27fa953c8e123c8fefa47dc517bbe 100644
--- a/pystencils/field.py
+++ b/pystencils/field.py
@@ -1,22 +1,75 @@
+import functools
+import hashlib
+import operator
+import pickle
+import re
from enum import Enum
from itertools import chain
-from typing import Tuple, Sequence, Optional, List, Set
+from typing import List, Optional, Sequence, Set, Tuple
+
import numpy as np
import sympy as sp
-import re
from sympy.core.cache import cacheit
+
+import pystencils
from pystencils.alignedarray import aligned_empty
-from pystencils.data_types import create_type, StructType
+from pystencils.data_types import StructType, TypedSymbol, create_type
from pystencils.kernelparameters import FieldShapeSymbol, FieldStrideSymbol
-from pystencils.stencils import offset_to_direction_string, direction_string_to_offset
+from pystencils.stencil import (
+ direction_string_to_offset, inverse_direction, offset_to_direction_string)
from pystencils.sympyextensions import is_integer_sequence
-import pickle
-import hashlib
__all__ = ['Field', 'fields', 'FieldType', 'AbstractField']
-def fields(description=None, index_dimensions=0, layout=None, **kwargs):
+class FieldType(Enum):
+ # generic fields
+ GENERIC = 0
+ # index fields are currently only used for boundary handling
+ # the coordinates are not the loop counters in that case, but are read from this index field
+ INDEXED = 1
+ # communication buffer, used for (un)packing data in communication.
+ BUFFER = 2
+ # unsafe fields may be accessed in an absolute fashion - the index depends on the data
+ # and thus may lead to out-of-bounds accesses
+ CUSTOM = 3
+ # staggered field
+ STAGGERED = 4
+ # staggered field that reverses sign when accessed via opposite direction
+ STAGGERED_FLUX = 5
+
+ @staticmethod
+ def is_generic(field):
+ assert isinstance(field, Field)
+ return field.field_type == FieldType.GENERIC
+
+ @staticmethod
+ def is_indexed(field):
+ assert isinstance(field, Field)
+ return field.field_type == FieldType.INDEXED
+
+ @staticmethod
+ def is_buffer(field):
+ assert isinstance(field, Field)
+ return field.field_type == FieldType.BUFFER
+
+ @staticmethod
+ def is_custom(field):
+ assert isinstance(field, Field)
+ return field.field_type == FieldType.CUSTOM
+
+ @staticmethod
+ def is_staggered(field):
+ assert isinstance(field, Field)
+ return field.field_type == FieldType.STAGGERED or field.field_type == FieldType.STAGGERED_FLUX
+
+ @staticmethod
+ def is_staggered_flux(field):
+ assert isinstance(field, Field)
+ return field.field_type == FieldType.STAGGERED_FLUX
+
+
+def fields(description=None, index_dimensions=0, layout=None, field_type=FieldType.GENERIC, **kwargs):
"""Creates pystencils fields from a string description.
Examples:
@@ -36,10 +89,9 @@ def fields(description=None, index_dimensions=0, layout=None, **kwargs):
>>> assert s.index_dimensions == 0 and s.dtype.numpy_dtype == arr_s.dtype
>>> assert v.index_shape == (2,)
-
Format string can be left out, field names are taken from keyword arguments.
>>> fields(f1=arr_s, f2=arr_s)
- [f1, f2]
+ [f1: double[20,20], f2: double[20,20]]
The keyword names ``index_dimension`` and ``layout`` have special meaning, don't use them for field names
>>> f = fields(f=arr_v, index_dimensions=1)
@@ -57,23 +109,25 @@ def fields(description=None, index_dimensions=0, layout=None, **kwargs):
arr = kwargs[field_name]
idx_shape_of_arr = () if not len(idx_shape) else arr.shape[-len(idx_shape):]
assert idx_shape_of_arr == idx_shape
- f = Field.create_from_numpy_array(field_name, kwargs[field_name], index_dimensions=len(idx_shape))
+ f = Field.create_from_numpy_array(field_name, kwargs[field_name], index_dimensions=len(idx_shape),
+ field_type=field_type)
elif isinstance(shape, tuple):
f = Field.create_fixed_size(field_name, shape + idx_shape, dtype=dtype,
- index_dimensions=len(idx_shape), layout=layout)
+ index_dimensions=len(idx_shape), layout=layout, field_type=field_type)
elif isinstance(shape, int):
f = Field.create_generic(field_name, spatial_dimensions=shape, dtype=dtype,
- index_shape=idx_shape, layout=layout)
+ index_shape=idx_shape, layout=layout, field_type=field_type)
elif shape is None:
f = Field.create_generic(field_name, spatial_dimensions=2, dtype=dtype,
- index_shape=idx_shape, layout=layout)
+ index_shape=idx_shape, layout=layout, field_type=field_type)
else:
assert False
result.append(f)
else:
assert layout is None, "Layout can not be specified when creating Field from numpy array"
for field_name, arr in kwargs.items():
- result.append(Field.create_from_numpy_array(field_name, arr, index_dimensions=index_dimensions))
+ result.append(Field.create_from_numpy_array(field_name, arr, index_dimensions=index_dimensions,
+ field_type=field_type))
if len(result) == 0:
return None
@@ -83,39 +137,6 @@ def fields(description=None, index_dimensions=0, layout=None, **kwargs):
return result
-class FieldType(Enum):
- # generic fields
- GENERIC = 0
- # index fields are currently only used for boundary handling
- # the coordinates are not the loop counters in that case, but are read from this index field
- INDEXED = 1
- # communication buffer, used for (un)packing data in communication.
- BUFFER = 2
- # unsafe fields may be accessed in an absolute fashion - the index depends on the data
- # and thus may lead to out-of-bounds accesses
- CUSTOM = 3
-
- @staticmethod
- def is_generic(field):
- assert isinstance(field, Field)
- return field.field_type == FieldType.GENERIC
-
- @staticmethod
- def is_indexed(field):
- assert isinstance(field, Field)
- return field.field_type == FieldType.INDEXED
-
- @staticmethod
- def is_buffer(field):
- assert isinstance(field, Field)
- return field.field_type == FieldType.BUFFER
-
- @staticmethod
- def is_custom(field):
- assert isinstance(field, Field)
- return field.field_type == FieldType.CUSTOM
-
-
class AbstractField:
class AbstractAccess:
@@ -154,6 +175,14 @@ class Field(AbstractField):
First specify the spatial offsets in [], then in case index_dimension>0 the indices in ()
e.g. ``f[-1,0,0](7)``
+ Staggered Fields:
+ Staggered fields are used to store a value on a second grid shifted by half a cell with respect to the usual
+ grid.
+
+ The first index dimension is used to specify the position on the staggered grid (e.g. 0 means half-way to the
+ eastern neighbor, 1 is half-way to the northern neighbor, etc.), while additional indices can be used to store
+ multiple values at each position.
+
Example using no index dimensions:
>>> a = np.zeros([10, 10])
>>> f = Field.create_from_numpy_array("f", a, index_dimensions=0)
@@ -183,8 +212,9 @@ class Field(AbstractField):
index_shape: optional shape of the index dimensions i.e. maximum values allowed for each index dimension,
has to be a list or tuple
field_type: besides the normal GENERIC fields, there are INDEXED fields that store indices of the domain
- that should be iterated over, and BUFFER fields that are used to generate
- communication packing/unpacking kernels
+ that should be iterated over, BUFFER fields that are used to generate communication
+ packing/unpacking kernels, and STAGGERED fields, which store values half-way to the next
+ cell
"""
if index_shape is not None:
assert index_dimensions == 0 or index_dimensions == len(index_shape)
@@ -206,11 +236,14 @@ class Field(AbstractField):
raise ValueError("Structured arrays/fields are not allowed to have an index dimension")
shape += (1,)
strides += (1,)
+ if field_type == FieldType.STAGGERED and index_dimensions == 0:
+ raise ValueError("A staggered field needs at least one index dimension")
return Field(field_name, field_type, dtype, layout, shape, strides)
@staticmethod
- def create_from_numpy_array(field_name: str, array: np.ndarray, index_dimensions: int = 0) -> 'Field':
+ def create_from_numpy_array(field_name: str, array: np.ndarray, index_dimensions: int = 0,
+ field_type=FieldType.GENERIC) -> 'Field':
"""Creates a field based on the layout, data type, and shape of a given numpy array.
Kernels created for these kind of fields can only be called with arrays of the same layout, shape and type.
@@ -219,6 +252,7 @@ class Field(AbstractField):
field_name: symbolic name for the field
array: numpy array
index_dimensions: see documentation of Field
+ field_type: kind of field
"""
spatial_dimensions = len(array.shape) - index_dimensions
if spatial_dimensions < 1:
@@ -237,12 +271,15 @@ class Field(AbstractField):
raise ValueError("Structured arrays/fields are not allowed to have an index dimension")
shape += (1,)
strides += (1,)
+ if field_type == FieldType.STAGGERED and index_dimensions == 0:
+ raise ValueError("A staggered field needs at least one index dimension")
- return Field(field_name, FieldType.GENERIC, array.dtype, spatial_layout, shape, strides)
+ return Field(field_name, field_type, array.dtype, spatial_layout, shape, strides)
@staticmethod
def create_fixed_size(field_name: str, shape: Tuple[int, ...], index_dimensions: int = 0,
- dtype=np.float64, layout: str = 'numpy', strides: Optional[Sequence[int]] = None) -> 'Field':
+ dtype=np.float64, layout: str = 'numpy', strides: Optional[Sequence[int]] = None,
+ field_type=FieldType.GENERIC) -> 'Field':
"""
Creates a field with fixed sizes i.e. can be called only with arrays of the same size and layout
@@ -253,6 +290,7 @@ class Field(AbstractField):
dtype: numpy data type of the array the kernel is called with later
layout: full layout of array, not only spatial dimensions
strides: strides in bytes or None to automatically compute them from shape (assuming no padding)
+ field_type: kind of field
"""
spatial_dimensions = len(shape) - index_dimensions
assert spatial_dimensions >= 1
@@ -273,11 +311,13 @@ class Field(AbstractField):
raise ValueError("Structured arrays/fields are not allowed to have an index dimension")
shape += (1,)
strides += (1,)
+ if field_type == FieldType.STAGGERED and index_dimensions == 0:
+ raise ValueError("A staggered field needs at least one index dimension")
spatial_layout = list(layout)
for i in range(spatial_dimensions, len(layout)):
spatial_layout.remove(i)
- return Field(field_name, FieldType.GENERIC, dtype, tuple(spatial_layout), shape, strides)
+ return Field(field_name, field_type, dtype, tuple(spatial_layout), shape, strides)
def __init__(self, field_name, field_type, dtype, layout, shape, strides):
"""Do not use directly. Use static create* methods"""
@@ -289,10 +329,20 @@ class Field(AbstractField):
self._layout = normalize_layout(layout)
self.shape = shape
self.strides = strides
- self.latex_name = None # type: Optional[str]
+ self.latex_name: Optional[str] = None
+ self.coordinate_origin: tuple[float, sp.Symbol] = sp.Matrix(tuple(
+ 0 for _ in range(self.spatial_dimensions)
+ ))
+ self.coordinate_transform = sp.eye(self.spatial_dimensions)
+ if field_type == FieldType.STAGGERED:
+ assert self.staggered_stencil
def new_field_with_different_name(self, new_name):
- return Field(new_name, self.field_type, self._dtype, self._layout, self.shape, self.strides)
+ if self.has_fixed_shape:
+ return Field(new_name, self.field_type, self._dtype, self._layout, self.shape, self.strides)
+ else:
+ return Field.create_generic(new_name, self.spatial_dimensions, self.dtype.numpy_dtype,
+ self.index_dimensions, self._layout, self.index_shape, self.field_type)
@property
def spatial_dimensions(self) -> int:
@@ -302,6 +352,13 @@ class Field(AbstractField):
def index_dimensions(self) -> int:
return len(self.shape) - len(self._layout)
+ @property
+ def ndim(self) -> int:
+ return len(self.shape)
+
+ def values_per_cell(self) -> int:
+ return functools.reduce(operator.mul, self.index_shape, 1)
+
@property
def layout(self):
return self._layout
@@ -338,8 +395,24 @@ class Field(AbstractField):
def dtype(self):
return self._dtype
+ @property
+ def itemsize(self):
+ return self.dtype.numpy_dtype.itemsize
+
def __repr__(self):
- return self._field_name
+ if any(isinstance(s, sp.Symbol) for s in self.spatial_shape):
+ spatial_shape_str = f'{self.spatial_dimensions}d'
+ else:
+ spatial_shape_str = ','.join(str(i) for i in self.spatial_shape)
+ index_shape_str = ','.join(str(i) for i in self.index_shape)
+
+ if self.index_shape:
+ return f'{self._field_name}({index_shape_str}): {self.dtype}[{spatial_shape_str}]'
+ else:
+ return f'{self._field_name}: {self.dtype}[{spatial_shape_str}]'
+
+ def __str__(self):
+ return self.name
def neighbor(self, coord_id, offset):
offset_list = [0] * self.spatial_dimensions
@@ -354,19 +427,37 @@ class Field(AbstractField):
index_shape = self.index_shape
if len(index_shape) == 0:
return sp.Matrix([self.center])
- if len(index_shape) == 1:
+ elif len(index_shape) == 1:
return sp.Matrix([self(i) for i in range(index_shape[0])])
elif len(index_shape) == 2:
- def cb(*args):
- r = self.__call__(*args)
- return r
- return sp.Matrix(*index_shape, cb)
+ return sp.Matrix([[self(i, j) for j in range(index_shape[1])] for i in range(index_shape[0])])
+ elif len(index_shape) == 3:
+ return sp.Matrix([[[self(i, j, k) for k in range(index_shape[2])]
+ for j in range(index_shape[1])] for i in range(index_shape[0])])
+ else:
+ raise NotImplementedError("center_vector is not implemented for more than 3 index dimensions")
@property
def center(self):
center = tuple([0] * self.spatial_dimensions)
return Field.Access(self, center)
+ def neighbor_vector(self, offset):
+ """Like neighbor, but returns the entire vector/tensor stored at offset."""
+ if self.spatial_dimensions == 2 and len(offset) == 3:
+ assert offset[2] == 0
+ offset = offset[:2]
+
+ if self.index_dimensions == 0:
+ return sp.Matrix([self.__getitem__(offset)])
+ elif self.index_dimensions == 1:
+ return sp.Matrix([self.__getitem__(offset)(i) for i in range(self.index_shape[0])])
+ elif self.index_dimensions == 2:
+ return sp.Matrix([[self.__getitem__(offset)(i, k) for k in range(self.index_shape[1])]
+ for i in range(self.index_shape[0])])
+ else:
+ raise NotImplementedError("neighbor_vector is not implemented for more than 2 index dimensions")
+
def __getitem__(self, offset):
if type(offset) is np.ndarray:
offset = tuple(offset)
@@ -383,13 +474,135 @@ class Field(AbstractField):
assert FieldType.is_custom(self)
return Field.Access(self, offset, index, is_absolute_access=True)
+ def interpolated_access(self,
+ offset: Tuple,
+ interpolation_mode='linear',
+ address_mode='BORDER',
+ allow_textures=True):
+ """Provides access to field values at non-integer positions
+
+ ``interpolated_access`` is similar to :func:`Field.absolute_access` except that
+ it allows non-integer offsets and automatic handling of out-of-bound accesses.
+
+ :param offset: Tuple of spatial coordinates (can be floats)
+ :param interpolation_mode: One of :class:`pystencils.interpolation_astnodes.InterpolationMode`
+ :param address_mode: How boundaries are handled can be 'border', 'wrap', 'mirror', 'clamp'
+ :param allow_textures: Allow implementation by texture accesses on GPUs
+ """
+ from pystencils.interpolation_astnodes import Interpolator
+ return Interpolator(self,
+ interpolation_mode,
+ address_mode,
+ allow_textures=allow_textures).at(offset)
+
+ def staggered_access(self, offset, index=None):
+ """If this field is a staggered field, it can be accessed using half-integer offsets.
+ For example, an offset of ``(0, sp.Rational(1,2))`` or ``"E"`` corresponds to the staggered point to the east
+ of the cell center, i.e. half-way to the eastern-next cell.
+ If the field stores more than one value per staggered point (e.g. a vector or a tensor), the index (integer or
+ tuple of integers) refers to which of these values to access.
+ """
+ assert FieldType.is_staggered(self)
+
+ offset_orig = offset
+ if type(offset) is np.ndarray:
+ offset = tuple(offset)
+ if type(offset) is str:
+ offset = tuple(direction_string_to_offset(offset, self.spatial_dimensions))
+ offset = tuple([o * sp.Rational(1, 2) for o in offset])
+ if type(offset) is not tuple:
+ offset = (offset,)
+ if len(offset) != self.spatial_dimensions:
+ raise ValueError("Wrong number of spatial indices: "
+ "Got %d, expected %d" % (len(offset), self.spatial_dimensions))
+
+ prefactor = 1
+ neighbor_vec = [0] * len(offset)
+ for i in range(self.spatial_dimensions):
+ if (offset[i] + sp.Rational(1, 2)).is_Integer:
+ neighbor_vec[i] = sp.sign(offset[i])
+ neighbor = offset_to_direction_string(neighbor_vec)
+ if neighbor not in self.staggered_stencil:
+ neighbor_vec = inverse_direction(neighbor_vec)
+ neighbor = offset_to_direction_string(neighbor_vec)
+ if FieldType.is_staggered_flux(self):
+ prefactor = -1
+ if neighbor not in self.staggered_stencil:
+ raise ValueError("{} is not a valid neighbor for the {} stencil".format(offset_orig,
+ self.staggered_stencil_name))
+
+ offset = tuple(sp.Matrix(offset) - sp.Rational(1, 2) * sp.Matrix(neighbor_vec))
+
+ idx = self.staggered_stencil.index(neighbor)
+
+ if self.index_dimensions == 1: # this field stores a scalar value at each staggered position
+ if index is not None:
+ raise ValueError("Cannot specify an index for a scalar staggered field")
+ return prefactor * Field.Access(self, offset, (idx,))
+ else: # this field stores a vector or tensor at each staggered position
+ if index is None:
+ raise ValueError("Wrong number of indices: "
+ "Got %d, expected %d" % (0, self.index_dimensions - 1))
+ if type(index) is np.ndarray:
+ index = tuple(index)
+ if type(index) is not tuple:
+ index = (index,)
+ if self.index_dimensions != len(index) + 1:
+ raise ValueError("Wrong number of indices: "
+ "Got %d, expected %d" % (len(index), self.index_dimensions - 1))
+
+ return prefactor * Field.Access(self, offset, (idx, *index))
+
+ def staggered_vector_access(self, offset):
+ """Like staggered_access, but returns the entire vector/tensor stored at offset."""
+ assert FieldType.is_staggered(self)
+
+ if self.index_dimensions == 1:
+ return sp.Matrix([self.staggered_access(offset)])
+ elif self.index_dimensions == 2:
+ return sp.Matrix([self.staggered_access(offset, i) for i in range(self.index_shape[1])])
+ elif self.index_dimensions == 3:
+ return sp.Matrix([[self.staggered_access(offset, (i, k)) for k in range(self.index_shape[2])]
+ for i in range(self.index_shape[1])])
+ else:
+ raise NotImplementedError("staggered_vector_access is not implemented for more than 3 index dimensions")
+
+ @property
+ def staggered_stencil(self):
+ assert FieldType.is_staggered(self)
+ stencils = {
+ 2: {
+ 2: ["W", "S"], # D2Q5
+ 4: ["W", "S", "SW", "NW"] # D2Q9
+ },
+ 3: {
+ 3: ["W", "S", "B"], # D3Q7
+ 7: ["W", "S", "B", "BSW", "TSW", "BNW", "TNW"], # D3Q15
+ 9: ["W", "S", "B", "SW", "NW", "BW", "TW", "BS", "TS"], # D3Q19
+ 13: ["W", "S", "B", "SW", "NW", "BW", "TW", "BS", "TS", "BSW", "TSW", "BNW", "TNW"] # D3Q27
+ }
+ }
+ if not self.index_shape[0] in stencils[self.spatial_dimensions]:
+ raise ValueError(f"No known stencil has {self.index_shape[0]} staggered points")
+ return stencils[self.spatial_dimensions][self.index_shape[0]]
+
+ @property
+ def staggered_stencil_name(self):
+ assert FieldType.is_staggered(self)
+ return "D%dQ%d" % (self.spatial_dimensions, self.index_shape[0] * 2 + 1)
+
def __call__(self, *args, **kwargs):
center = tuple([0] * self.spatial_dimensions)
return Field.Access(self, center)(*args, **kwargs)
def hashable_contents(self):
- dth = hash(self._dtype)
- return self._layout, self.shape, self.strides, dth, self.field_type, self._field_name, self.latex_name
+ return (self._layout,
+ self.shape,
+ self.strides,
+ self.field_type,
+ self._field_name,
+ self.latex_name,
+ self._dtype)
def __hash__(self):
return hash(self.hashable_contents())
@@ -399,8 +612,52 @@ class Field(AbstractField):
return False
return self.hashable_contents() == other.hashable_contents()
+ @property
+ def physical_coordinates(self):
+ if hasattr(self.coordinate_transform, '__call__'):
+ return self.coordinate_transform(self.coordinate_origin + pystencils.x_vector(self.spatial_dimensions))
+ else:
+ return self.coordinate_transform @ (self.coordinate_origin + pystencils.x_vector(self.spatial_dimensions))
+
+ @property
+ def physical_coordinates_staggered(self):
+ return self.coordinate_transform @ \
+ (self.coordinate_origin + pystencils.x_staggered_vector(self.spatial_dimensions))
+
+ def index_to_physical(self, index_coordinates, staggered=False):
+ if staggered:
+ index_coordinates = sp.Matrix([i + 0.5 for i in index_coordinates])
+ if hasattr(self.coordinate_transform, '__call__'):
+ return self.coordinate_transform(self.coordinate_origin + index_coordinates)
+ else:
+ return self.coordinate_transform @ (self.coordinate_origin + index_coordinates)
+
+ def physical_to_index(self, physical_coordinates, staggered=False):
+ if hasattr(self.coordinate_transform, '__call__'):
+ if hasattr(self.coordinate_transform, 'inv'):
+ return self.coordinate_transform.inv()(physical_coordinates) - self.coordinate_origin
+ else:
+ idx = sp.Matrix(sp.symbols(f'index_coordinates:{self.ndim}', real=True))
+ rtn = sp.solve(self.index_to_physical(idx) - physical_coordinates, idx)
+ assert rtn, f'Could not find inverese of coordinate_transform: {self.index_to_physical(idx)}'
+ return rtn
+
+ else:
+ rtn = self.coordinate_transform.inv() @ physical_coordinates - self.coordinate_origin
+ if staggered:
+ rtn = sp.Matrix([i - 0.5 for i in rtn])
+
+ return rtn
+
+ def index_to_staggered_physical_coordinates(self, symbol_vector):
+ symbol_vector += sp.Matrix([0.5] * self.spatial_dimensions)
+ return self.create_physical_coordinates(symbol_vector)
+
+ def set_coordinate_origin_to_field_center(self):
+ self.coordinate_origin = -sp.Matrix([i / 2 for i in self.spatial_shape])
+
# noinspection PyAttributeOutsideInit,PyUnresolvedReferences
- class Access(sp.Symbol, AbstractField.AbstractAccess):
+ class Access(TypedSymbol, AbstractField.AbstractAccess):
"""Class representing a relative access into a `Field`.
This class behaves like a normal sympy Symbol, it is actually derived from it. One can built up
@@ -419,11 +676,13 @@ class Field(AbstractField):
>>> central_y_component.at_index(0) # change component
v_C^0
"""
+ _iterable = False # see https://i10git.cs.fau.de/pycodegen/pystencils/-/merge_requests/166#note_10680
+
def __new__(cls, name, *args, **kwargs):
obj = Field.Access.__xnew_cached_(cls, name, *args, **kwargs)
return obj
- def __new_stage2__(self, field, offsets=(0, 0, 0), idx=None, is_absolute_access=False):
+ def __new_stage2__(self, field, offsets=(0, 0, 0), idx=None, is_absolute_access=False, dtype=None):
field_name = field.name
offsets_and_index = (*offsets, *idx) if idx is not None else offsets
constant_offsets = not any([isinstance(o, sp.Basic) and not o.is_Integer for o in offsets_and_index])
@@ -448,11 +707,11 @@ class Field(AbstractField):
offset_name = hashlib.md5(pickle.dumps(offsets_and_index)).hexdigest()[:12]
superscript = None
- symbol_name = "%s_%s" % (field_name, offset_name)
+ symbol_name = f"{field_name}_{offset_name}"
if superscript is not None:
symbol_name += "^" + superscript
- obj = super(Field.Access, self).__xnew__(self, symbol_name)
+ obj = super(Field.Access, self).__xnew__(self, symbol_name, field.dtype)
obj._field = field
obj._offsets = []
for o in offsets:
@@ -460,7 +719,7 @@ class Field(AbstractField):
obj._offsets.append(o)
else:
obj._offsets.append(int(o))
- obj._offsets = tuple(obj._offsets)
+ obj._offsets = tuple(sp.sympify(obj._offsets))
obj._offsetName = offset_name
obj._superscript = superscript
obj._index = idx
@@ -474,7 +733,7 @@ class Field(AbstractField):
return obj
def __getnewargs__(self):
- return self.field, self.offsets, self.index, self.is_absolute_access
+ return self.field, self.offsets, self.index, self.is_absolute_access, self.dtype
# noinspection SpellCheckingInspection
__xnew__ = staticmethod(__new_stage2__)
@@ -493,16 +752,11 @@ class Field(AbstractField):
if len(idx) != self.field.index_dimensions:
raise ValueError("Wrong number of indices: "
"Got %d, expected %d" % (len(idx), self.field.index_dimensions))
- return Field.Access(self.field, self._offsets, idx)
+ return Field.Access(self.field, self._offsets, idx, dtype=self.dtype)
def __getitem__(self, *idx):
return self.__call__(*idx)
- def __iter__(self):
- """This is necessary to work with parts of sympy that test if an object is iterable (e.g. simplify).
- The __getitem__ would make it iterable"""
- raise TypeError("Field access is not iterable")
-
@property
def field(self) -> 'Field':
"""Field that the Access points to"""
@@ -552,7 +806,7 @@ class Field(AbstractField):
"""
offset_list = list(self.offsets)
offset_list[coord_id] += offset
- return Field.Access(self.field, tuple(offset_list), self.index)
+ return Field.Access(self.field, tuple(offset_list), self.index, dtype=self.dtype)
def get_shifted(self, *shift) -> 'Field.Access':
"""Returns a new Access with changed spatial coordinates
@@ -562,7 +816,10 @@ class Field(AbstractField):
>>> f[0,0].get_shifted(1, 1)
f_NE
"""
- return Field.Access(self.field, tuple(a + b for a, b in zip(shift, self.offsets)), self.index)
+ return Field.Access(self.field,
+ tuple(a + b for a, b in zip(shift, self.offsets)),
+ self.index,
+ dtype=self.dtype)
def at_index(self, *idx_tuple) -> 'Field.Access':
"""Returns new Access with changed index.
@@ -572,7 +829,13 @@ class Field(AbstractField):
>>> f(0).at_index(8)
f_C^8
"""
- return Field.Access(self.field, self.offsets, idx_tuple)
+ return Field.Access(self.field, self.offsets, idx_tuple, dtype=self.dtype)
+
+ def _eval_subs(self, old, new):
+ return Field.Access(self.field,
+ tuple(sp.sympify(a).subs(old, new) for a in self.offsets),
+ tuple(sp.sympify(a).subs(old, new) for a in self.index),
+ dtype=self.dtype)
@property
def is_absolute_access(self) -> bool:
@@ -591,28 +854,54 @@ class Field(AbstractField):
super_class_contents = super(Field.Access, self)._hashable_content()
return (super_class_contents, self._field.hashable_contents(), *self._index, *self._offsets)
+ def _staggered_offset(self, offsets, index):
+ assert FieldType.is_staggered(self._field)
+ neighbor = self._field.staggered_stencil[index]
+ neighbor = direction_string_to_offset(neighbor, self._field.spatial_dimensions)
+ return [(o + sp.Rational(int(neighbor[i]), 2)) for i, o in enumerate(offsets)]
+
def _latex(self, _):
n = self._field.latex_name if self._field.latex_name else self._field.name
offset_str = ",".join([sp.latex(o) for o in self.offsets])
+ if FieldType.is_staggered(self._field):
+ offset_str = ",".join([sp.latex(self._staggered_offset(self.offsets, self.index[0])[i])
+ for i in range(len(self.offsets))])
if self.is_absolute_access:
- offset_str = "\\mathbf{}".format(offset_str)
+ offset_str = f"\\mathbf{offset_str}"
elif self.field.spatial_dimensions > 1:
- offset_str = "({})".format(offset_str)
+ offset_str = f"({offset_str})"
- if self.index and self.index != (0,):
- return "{{%s}_{%s}^{%s}}" % (n, offset_str, self.index if len(self.index) > 1 else self.index[0])
+ if FieldType.is_staggered(self._field):
+ if self.index and self.field.index_dimensions > 1:
+ return "{{%s}_{%s}^{%s}}" % (n, offset_str, self.index[1:]
+ if len(self.index) > 2 else self.index[1])
+ else:
+ return "{{%s}_{%s}}" % (n, offset_str)
else:
- return "{{%s}_{%s}}" % (n, offset_str)
+ if self.index and self.field.index_dimensions > 0:
+ return "{{%s}_{%s}^{%s}}" % (n, offset_str, self.index if len(self.index) > 1 else self.index[0])
+ else:
+ return "{{%s}_{%s}}" % (n, offset_str)
def __str__(self):
n = self._field.latex_name if self._field.latex_name else self._field.name
offset_str = ",".join([sp.latex(o) for o in self.offsets])
+ if FieldType.is_staggered(self._field):
+ offset_str = ",".join([sp.latex(self._staggered_offset(self.offsets, self.index[0])[i])
+ for i in range(len(self.offsets))])
if self.is_absolute_access:
- offset_str = "[abs]{}".format(offset_str)
- if self.index and self.index != (0,):
- return "%s[%s](%s)" % (n, offset_str, self.index if len(self.index) > 1 else self.index[0])
+ offset_str = f"[abs]{offset_str}"
+
+ if FieldType.is_staggered(self._field):
+ if self.index and self.field.index_dimensions > 1:
+ return f"{n}[{offset_str}]({self.index[1:] if len(self.index) > 2 else self.index[1]})"
+ else:
+ return f"{n}[{offset_str}]"
else:
- return "%s[%s]" % (n, offset_str)
+ if self.index and self.field.index_dimensions > 0:
+ return f"{n}[{offset_str}]({self.index if len(self.index) > 1 else self.index[0]})"
+ else:
+ return f"{n}[{offset_str}]"
def get_layout_from_strides(strides: Sequence[int], index_dimension_ids: Optional[List[int]] = None):
@@ -765,15 +1054,17 @@ type_description_regex = re.compile(r"""
""", re.VERBOSE | re.IGNORECASE)
-def _parse_description(description):
- def parse_part1(d):
+def _parse_part1(d):
+ result = field_description_regex.match(d)
+ while result:
+ name, index_str = result.group(1), result.group(2)
+ index = tuple(int(e) for e in index_str.split(",")) if index_str else ()
+ yield name, index
+ d = d[result.end():]
result = field_description_regex.match(d)
- while result:
- name, index_str = result.group(1), result.group(2)
- index = tuple(int(e) for e in index_str.split(",")) if index_str else ()
- yield name, index
- d = d[result.end():]
- result = field_description_regex.match(d)
+
+
+def _parse_description(description):
def parse_part2(d):
result = type_description_regex.match(d)
@@ -798,7 +1089,7 @@ def _parse_description(description):
else:
field_description, field_info = description, 'float64[2D]'
- fields_info = [e for e in parse_part1(field_description)]
+ fields_info = [e for e in _parse_part1(field_description)]
if not field_info:
raise ValueError("Could not parse field description")
diff --git a/pystencils/gpucuda/__init__.py b/pystencils/gpucuda/__init__.py
index 9b178c47023963ee47110d49cf83e93ba6a94420..e7be5452768f059dffdadf5a375f1dfce036efc9 100644
--- a/pystencils/gpucuda/__init__.py
+++ b/pystencils/gpucuda/__init__.py
@@ -1,5 +1,7 @@
-from pystencils.gpucuda.kernelcreation import create_cuda_kernel, created_indexed_cuda_kernel
from pystencils.gpucuda.cudajit import make_python_function
+from pystencils.gpucuda.kernelcreation import create_cuda_kernel, created_indexed_cuda_kernel
+
from .indexing import AbstractIndexing, BlockIndexing, LineIndexing
+
__all__ = ['create_cuda_kernel', 'created_indexed_cuda_kernel', 'make_python_function',
'AbstractIndexing', 'BlockIndexing', 'LineIndexing']
diff --git a/pystencils/gpucuda/cudajit.py b/pystencils/gpucuda/cudajit.py
index 90c23b133eba1a5e60e8ecfa80a0a849e2b3ab19..03dfc824552607a57aabbb172f7d837f2abb5c1f 100644
--- a/pystencils/gpucuda/cudajit.py
+++ b/pystencils/gpucuda/cudajit.py
@@ -1,15 +1,26 @@
import numpy as np
-from pystencils.backends.cbackend import generate_c, get_headers
-from pystencils.kernelparameters import FieldPointerSymbol
+
+from pystencils.backends.cbackend import get_headers
+from pystencils.backends.cuda_backend import generate_cuda
from pystencils.data_types import StructType
from pystencils.field import FieldType
-from pystencils.include import get_pystencils_include_path
-
+from pystencils.gpucuda.texture_utils import ndarray_to_tex
+from pystencils.include import get_pycuda_include_path, get_pystencils_include_path
+from pystencils.interpolation_astnodes import InterpolatorAccess, TextureCachedField
+from pystencils.kernel_wrapper import KernelWrapper
+from pystencils.kernelparameters import FieldPointerSymbol
USE_FAST_MATH = True
-def make_python_function(kernel_function_node, argument_dict=None):
+def get_cubic_interpolation_include_paths():
+ from os.path import join, dirname
+
+ return [join(dirname(__file__), "CubicInterpolationCUDA", "code"),
+ join(dirname(__file__), "CubicInterpolationCUDA", "code", "internal")]
+
+
+def make_python_function(kernel_function_node, argument_dict=None, custom_backend=None):
"""
Creates a kernel function from an abstract syntax tree which
was created e.g. by :func:`pystencils.gpucuda.create_cuda_kernel`
@@ -29,17 +40,38 @@ def make_python_function(kernel_function_node, argument_dict=None):
if argument_dict is None:
argument_dict = {}
- header_list = ['<stdint.h>'] + list(get_headers(kernel_function_node))
+ header_list = ['<cstdint>'] + list(get_headers(kernel_function_node))
includes = "\n".join(["#include %s" % (include_file,) for include_file in header_list])
code = includes + "\n"
code += "#define FUNC_PREFIX __global__\n"
code += "#define RESTRICT __restrict__\n\n"
- code += str(generate_c(kernel_function_node, dialect='cuda'))
- options = ["-w", "-std=c++11", "-Wno-deprecated-gpu-targets"]
+ code += str(generate_cuda(kernel_function_node, custom_backend=custom_backend))
+ textures = set(d.interpolator for d in kernel_function_node.atoms(
+ InterpolatorAccess) if isinstance(d.interpolator, TextureCachedField))
+
+ nvcc_options = ["-w", "-std=c++11", "-Wno-deprecated-gpu-targets"]
if USE_FAST_MATH:
- options.append("-use_fast_math")
- mod = SourceModule(code, options=options, include_dirs=[get_pystencils_include_path()])
+ nvcc_options.append("-use_fast_math")
+
+ # Code for CubicInterpolationCUDA
+ from pystencils.interpolation_astnodes import InterpolationMode
+ from os.path import join, dirname, isdir
+
+ if any(t.interpolation_mode == InterpolationMode.CUBIC_SPLINE for t in textures):
+ assert isdir(join(dirname(__file__), ("CubicInterpolationCUDA", "code")),
+ "Submodule CubicInterpolationCUDA does not exist.\n"
+ + "Clone https://github.com/theHamsta/CubicInterpolationCUDA into pystencils.gpucuda")
+ nvcc_options += ["-I" + join(dirname(__file__), "CubicInterpolationCUDA", "code")]
+ nvcc_options += ["-I" + join(dirname(__file__), "CubicInterpolationCUDA", "code", "internal")]
+
+ needed_dims = set(t.field.spatial_dimensions for t in textures
+ if t.interpolation_mode == InterpolationMode.CUBIC_SPLINE)
+ for i in needed_dims:
+ code = 'extern "C++" {\n#include "cubicTex%iD.cu"\n}\n' % i + code
+
+ mod = SourceModule(code, options=nvcc_options, include_dirs=[
+ get_pystencils_include_path(), get_pycuda_include_path()])
func = mod.get_function(kernel_function_node.function_name)
parameters = kernel_function_node.get_parameters()
@@ -63,14 +95,21 @@ def make_python_function(kernel_function_node, argument_dict=None):
block_and_thread_numbers['block'] = tuple(int(i) for i in block_and_thread_numbers['block'])
block_and_thread_numbers['grid'] = tuple(int(i) for i in block_and_thread_numbers['grid'])
+ # TODO: use texture objects:
+ # https://devblogs.nvidia.com/cuda-pro-tip-kepler-texture-objects-improve-performance-and-flexibility/
+ for tex in textures:
+ tex_ref = mod.get_texref(str(tex))
+ ndarray_to_tex(tex_ref, full_arguments[tex.field.name], tex.address_mode,
+ tex.filter_mode, tex.use_normalized_coordinates, tex.read_as_integer)
args = _build_numpy_argument_list(parameters, full_arguments)
cache[key] = (args, block_and_thread_numbers)
cache_values.append(kwargs) # keep objects alive such that ids remain unique
func(*args, **block_and_thread_numbers)
# import pycuda.driver as cuda
# cuda.Context.synchronize() # useful for debugging, to get errors right after kernel was called
- wrapper.ast = kernel_function_node
- wrapper.parameters = kernel_function_node.get_parameters()
+ ast = kernel_function_node
+ parameters = kernel_function_node.get_parameters()
+ wrapper = KernelWrapper(wrapper, parameters, ast)
wrapper.num_regs = func.num_regs
return wrapper
diff --git a/pystencils/gpucuda/indexing.py b/pystencils/gpucuda/indexing.py
index 80301a5bf70c24a80db50dbcc27da306d9cb62f2..ae5db1b984d1ddc6f33ec0437b3f9fdc44ea48a4 100644
--- a/pystencils/gpucuda/indexing.py
+++ b/pystencils/gpucuda/indexing.py
@@ -1,20 +1,33 @@
import abc
-from typing import Tuple # noqa
+from functools import partial
+
import sympy as sp
-from pystencils.astnodes import Conditional, Block
+from sympy.core.cache import cacheit
+
+from pystencils.astnodes import Block, Conditional
+from pystencils.data_types import TypedSymbol, create_type
from pystencils.integer_functions import div_ceil, div_floor
from pystencils.slicing import normalize_slice
-from pystencils.data_types import TypedSymbol, create_type
-from functools import partial
+from pystencils.sympyextensions import is_integer_sequence, prod
+
+
+class ThreadIndexingSymbol(TypedSymbol):
+ def __new__(cls, *args, **kwds):
+ obj = ThreadIndexingSymbol.__xnew_cached_(cls, *args, **kwds)
+ return obj
+
+ def __new_stage2__(cls, name, dtype, *args, **kwargs):
+ obj = super(ThreadIndexingSymbol, cls).__xnew__(cls, name, dtype, *args, **kwargs)
+ return obj
-from pystencils.sympyextensions import prod
+ __xnew__ = staticmethod(__new_stage2__)
+ __xnew_cached_ = staticmethod(cacheit(__new_stage2__))
-AUTO_BLOCK_SIZE_LIMITING = False
-BLOCK_IDX = [TypedSymbol("blockIdx." + coord, create_type("int")) for coord in ('x', 'y', 'z')]
-THREAD_IDX = [TypedSymbol("threadIdx." + coord, create_type("int")) for coord in ('x', 'y', 'z')]
-BLOCK_DIM = [TypedSymbol("blockDim." + coord, create_type("int")) for coord in ('x', 'y', 'z')]
-GRID_DIM = [TypedSymbol("gridDim." + coord, create_type("int")) for coord in ('x', 'y', 'z')]
+BLOCK_IDX = [ThreadIndexingSymbol("blockIdx." + coord, create_type("int32")) for coord in ('x', 'y', 'z')]
+THREAD_IDX = [ThreadIndexingSymbol("threadIdx." + coord, create_type("int32")) for coord in ('x', 'y', 'z')]
+BLOCK_DIM = [ThreadIndexingSymbol("blockDim." + coord, create_type("int32")) for coord in ('x', 'y', 'z')]
+GRID_DIM = [ThreadIndexingSymbol("gridDim." + coord, create_type("int32")) for coord in ('x', 'y', 'z')]
class AbstractIndexing(abc.ABC):
@@ -66,6 +79,10 @@ class AbstractIndexing(abc.ABC):
"""Return maximal number of threads per block for launch bounds. If this cannot be determined without
knowing the array shape return None for unknown """
+ @abc.abstractmethod
+ def symbolic_parameters(self):
+ """Set of symbols required in call_parameters code"""
+
# -------------------------------------------- Implementations ---------------------------------------------------------
@@ -80,18 +97,28 @@ class BlockIndexing(AbstractIndexing):
gets the largest amount of threads
compile_time_block_size: compile in concrete block size, otherwise the cuda variable 'blockDim' is used
"""
+
def __init__(self, field, iteration_slice,
- block_size=(16, 16, 1), permute_block_size_dependent_on_layout=True, compile_time_block_size=False):
+ block_size=(16, 16, 1), permute_block_size_dependent_on_layout=True, compile_time_block_size=False,
+ maximum_block_size=(1024, 1024, 64)):
if field.spatial_dimensions > 3:
raise NotImplementedError("This indexing scheme supports at most 3 spatial dimensions")
if permute_block_size_dependent_on_layout:
block_size = self.permute_block_size_according_to_layout(block_size, field.layout)
- if AUTO_BLOCK_SIZE_LIMITING:
- block_size = self.limit_block_size_to_device_maximum(block_size)
-
self._block_size = block_size
+ if maximum_block_size == 'auto':
+ # Get device limits
+ import pycuda.driver as cuda
+ # noinspection PyUnresolvedReferences
+ import pycuda.autoinit # NOQA
+ da = cuda.device_attribute
+ device = cuda.Context.get_device()
+ maximum_block_size = tuple(device.get_attribute(a)
+ for a in (da.MAX_BLOCK_DIM_X, da.MAX_BLOCK_DIM_Y, da.MAX_BLOCK_DIM_Z))
+
+ self._maximum_block_size = maximum_block_size
self._iterationSlice = normalize_slice(iteration_slice, field.spatial_shape)
self._dim = field.spatial_dimensions
self._symbolic_shape = [e if isinstance(e, sp.Basic) else None for e in field.spatial_shape]
@@ -122,6 +149,7 @@ class BlockIndexing(AbstractIndexing):
adapted_block_size.append(sp.Min(block_size[i] * factor, widths[i]))
block_size = tuple(adapted_block_size) + extend_bs
+ block_size = tuple(sp.Min(bs, max_bs) for bs, max_bs in zip(block_size, self._maximum_block_size))
grid = tuple(div_ceil(length, block_size) for length, block_size in zip(widths, block_size))
extend_gr = (1,) * (3 - len(grid))
@@ -137,66 +165,6 @@ class BlockIndexing(AbstractIndexing):
condition = sp.And(condition, c)
return Block([Conditional(condition, kernel_content)])
- @staticmethod
- def limit_block_size_to_device_maximum(block_size):
- """Changes block size to match device limits.
-
- * if the total amount of threads is too big for the current device, the biggest coordinate is divided by 2.
- * next, if one component is still too big, the component which is too big is divided by 2 and the smallest
- component is multiplied by 2, such that the total amount of threads stays the same
-
- Returns:
- the altered block_size
- """
- # Get device limits
- import pycuda.driver as cuda
- # noinspection PyUnresolvedReferences
- import pycuda.autoinit # NOQA
-
- da = cuda.device_attribute
- device = cuda.Context.get_device()
-
- block_size = list(block_size)
- max_threads = device.get_attribute(da.MAX_THREADS_PER_BLOCK)
- max_block_size = [device.get_attribute(a)
- for a in (da.MAX_BLOCK_DIM_X, da.MAX_BLOCK_DIM_Y, da.MAX_BLOCK_DIM_Z)]
-
- def prod(seq):
- result = 1
- for e in seq:
- result *= e
- return result
-
- def get_index_of_too_big_element():
- for i, bs in enumerate(block_size):
- if bs > max_block_size[i]:
- return i
- return None
-
- def get_index_of_too_small_element():
- for i, bs in enumerate(block_size):
- if bs // 2 <= max_block_size[i]:
- return i
- return None
-
- # Reduce the total number of threads if necessary
- while prod(block_size) > max_threads:
- item_to_reduce = block_size.index(max(block_size))
- for j, block_size_entry in enumerate(block_size):
- if block_size_entry > max_block_size[j]:
- item_to_reduce = j
- block_size[item_to_reduce] //= 2
-
- # Cap individual elements
- too_big_element_index = get_index_of_too_big_element()
- while too_big_element_index is not None:
- too_small_element_index = get_index_of_too_small_element()
- block_size[too_small_element_index] *= 2
- block_size[too_big_element_index] //= 2
- too_big_element_index = get_index_of_too_big_element()
-
- return tuple(block_size)
-
@staticmethod
def limit_block_size_by_register_restriction(block_size, required_registers_per_thread, device=None):
"""Shrinks the block_size if there are too many registers used per multiprocessor.
@@ -230,6 +198,8 @@ class BlockIndexing(AbstractIndexing):
@staticmethod
def permute_block_size_according_to_layout(block_size, layout):
"""Returns modified block_size such that the fastest coordinate gets the biggest block dimension"""
+ if not is_integer_sequence(block_size):
+ return block_size
sorted_block_size = list(sorted(block_size, reverse=True))
while len(sorted_block_size) > len(layout):
sorted_block_size[0] *= sorted_block_size[-1]
@@ -241,7 +211,13 @@ class BlockIndexing(AbstractIndexing):
return tuple(result[:len(layout)])
def max_threads_per_block(self):
- return prod(self._block_size)
+ if is_integer_sequence(self._block_size):
+ return prod(self._block_size)
+ else:
+ return None
+
+ def symbolic_parameters(self):
+ return set(b for b in self._block_size if isinstance(b, sp.Symbol))
class LineIndexing(AbstractIndexing):
@@ -293,6 +269,9 @@ class LineIndexing(AbstractIndexing):
def max_threads_per_block(self):
return None
+ def symbolic_parameters(self):
+ return set()
+
# -------------------------------------- Helper functions --------------------------------------------------------------
@@ -326,7 +305,7 @@ def indexing_creator_from_params(gpu_indexing, gpu_indexing_params):
elif gpu_indexing == 'line':
indexing_creator = LineIndexing
else:
- raise ValueError("Unknown GPU indexing %s. Valid values are 'block' and 'line'" % (gpu_indexing,))
+ raise ValueError(f"Unknown GPU indexing {gpu_indexing}. Valid values are 'block' and 'line'")
if gpu_indexing_params:
indexing_creator = partial(indexing_creator, **gpu_indexing_params)
return indexing_creator
diff --git a/pystencils/gpucuda/kernelcreation.py b/pystencils/gpucuda/kernelcreation.py
index 2bc0327d644764402e22a481740979e17861f683..52a4dc8bd90e6caa8dd462b0ced27ce33e6c1ae2 100644
--- a/pystencils/gpucuda/kernelcreation.py
+++ b/pystencils/gpucuda/kernelcreation.py
@@ -1,27 +1,34 @@
-from functools import partial
-
-from pystencils.gpucuda.indexing import BlockIndexing
-from pystencils.transformations import resolve_field_accesses, add_types, parse_base_pointer_info, \
- get_common_shape, resolve_buffer_accesses, unify_shape_symbols, get_base_buffer_index
-from pystencils.astnodes import Block, KernelFunction, SympyAssignment, LoopOverCoordinate
-from pystencils.data_types import TypedSymbol, BasicType, StructType
-from pystencils import Field, FieldType
+from pystencils.astnodes import Block, KernelFunction, LoopOverCoordinate, SympyAssignment
+from pystencils.data_types import BasicType, StructType, TypedSymbol
+from pystencils.field import Field, FieldType
from pystencils.gpucuda.cudajit import make_python_function
-
-
-def create_cuda_kernel(assignments, function_name="kernel", type_info=None, indexing_creator=BlockIndexing,
- iteration_slice=None, ghost_layers=None, skip_independence_check=False):
+from pystencils.gpucuda.indexing import BlockIndexing
+from pystencils.transformations import (
+ add_types, get_base_buffer_index, get_common_shape, implement_interpolations,
+ parse_base_pointer_info, resolve_buffer_accesses, resolve_field_accesses, unify_shape_symbols)
+
+
+def create_cuda_kernel(assignments,
+ function_name="kernel",
+ type_info=None,
+ indexing_creator=BlockIndexing,
+ iteration_slice=None,
+ ghost_layers=None,
+ skip_independence_check=False,
+ use_textures_for_interpolation=True):
+ assert assignments, "Assignments must not be empty!"
fields_read, fields_written, assignments = add_types(assignments, type_info, not skip_independence_check)
all_fields = fields_read.union(fields_written)
read_only_fields = set([f.name for f in fields_read - fields_written])
- buffers = set([f for f in all_fields if FieldType.is_buffer(f)])
+ buffers = set([f for f in all_fields if FieldType.is_buffer(f) or FieldType.is_custom(f)])
fields_without_buffers = all_fields - buffers
field_accesses = set()
num_buffer_accesses = 0
for eq in assignments:
field_accesses.update(eq.atoms(Field.Access))
+ field_accesses = {e for e in field_accesses if not e.is_absolute_access}
num_buffer_accesses += sum(1 for access in eq.atoms(Field.Access) if FieldType.is_buffer(access.field))
common_shape = get_common_shape(fields_without_buffers)
@@ -55,9 +62,17 @@ def create_cuda_kernel(assignments, function_name="kernel", type_info=None, inde
block = indexing.guard(block, common_shape)
unify_shape_symbols(block, common_shape=common_shape, fields=fields_without_buffers)
- ast = KernelFunction(block, function_name=function_name, ghost_layers=ghost_layers, backend='gpucuda')
+ ast = KernelFunction(block,
+ 'gpu',
+ 'gpucuda',
+ make_python_function,
+ ghost_layers,
+ function_name,
+ assignments=assignments)
ast.global_variables.update(indexing.index_variables)
+ implement_interpolations(ast, implement_by_texture_accesses=use_textures_for_interpolation)
+
base_pointer_spec = [['spatialInner0']]
base_pointer_info = {f.name: parse_base_pointer_info(base_pointer_spec, [2, 1, 0],
f.spatial_dimensions, f.index_dimensions)
@@ -84,12 +99,16 @@ def create_cuda_kernel(assignments, function_name="kernel", type_info=None, inde
ast.body.insert_front(SympyAssignment(loop_counter, indexing.coordinates[i]))
ast.indexing = indexing
- ast.compile = partial(make_python_function, ast)
return ast
-def created_indexed_cuda_kernel(assignments, index_fields, function_name="kernel", type_info=None,
- coordinate_names=('x', 'y', 'z'), indexing_creator=BlockIndexing):
+def created_indexed_cuda_kernel(assignments,
+ index_fields,
+ function_name="kernel",
+ type_info=None,
+ coordinate_names=('x', 'y', 'z'),
+ indexing_creator=BlockIndexing,
+ use_textures_for_interpolation=True):
fields_read, fields_written, assignments = add_types(assignments, type_info, check_independence_condition=False)
all_fields = fields_read.union(fields_written)
read_only_fields = set([f.name for f in fields_read - fields_written])
@@ -112,7 +131,7 @@ def created_indexed_cuda_kernel(assignments, index_fields, function_name="kernel
rhs = ind_f[0](name)
lhs = TypedSymbol(name, BasicType(data_type.get_element_type(name)))
return SympyAssignment(lhs, rhs)
- raise ValueError("Index %s not found in any of the passed index fields" % (name,))
+ raise ValueError(f"Index {name} not found in any of the passed index fields")
coordinate_symbol_assignments = [get_coordinate_symbol_assignment(n)
for n in coordinate_names[:spatial_coordinates]]
@@ -124,9 +143,12 @@ def created_indexed_cuda_kernel(assignments, index_fields, function_name="kernel
function_body = Block(coordinate_symbol_assignments + assignments)
function_body = indexing.guard(function_body, get_common_shape(index_fields))
- ast = KernelFunction(function_body, function_name=function_name, backend='gpucuda')
+ ast = KernelFunction(function_body, 'gpu', 'gpucuda', make_python_function,
+ None, function_name, assignments=assignments)
ast.global_variables.update(indexing.index_variables)
+ implement_interpolations(ast, implement_by_texture_accesses=use_textures_for_interpolation)
+
coord_mapping = indexing.coordinates
base_pointer_spec = [['spatialInner0']]
base_pointer_info = {f.name: parse_base_pointer_info(base_pointer_spec, [2, 1, 0],
@@ -141,5 +163,4 @@ def created_indexed_cuda_kernel(assignments, index_fields, function_name="kernel
# add the function which determines #blocks and #threads as additional member to KernelFunction node
# this is used by the jit
ast.indexing = indexing
- ast.compile = partial(make_python_function, ast)
return ast
diff --git a/pystencils/gpucuda/periodicity.py b/pystencils/gpucuda/periodicity.py
index 5657d4618623b421c0d3ef25a60774085d85bb32..a947d94a1ac24c922a8e9d19211b69b6cbd83004 100644
--- a/pystencils/gpucuda/periodicity.py
+++ b/pystencils/gpucuda/periodicity.py
@@ -1,14 +1,15 @@
import numpy as np
-from pystencils import Field, Assignment
-from pystencils.slicing import normalize_slice, get_periodic_boundary_src_dst_slices
-from pystencils.gpucuda import make_python_function
+from itertools import product
+
+import pystencils.gpucuda
+import pystencils.opencl
+from pystencils import Assignment, Field
from pystencils.gpucuda.kernelcreation import create_cuda_kernel
+from pystencils.slicing import get_periodic_boundary_src_dst_slices, normalize_slice
def create_copy_kernel(domain_size, from_slice, to_slice, index_dimensions=0, index_dim_shape=1, dtype=np.float64):
"""Copies a rectangular part of an array to another non-overlapping part"""
- if index_dimensions not in (0, 1):
- raise NotImplementedError("Works only for one or zero index coordinates")
f = Field.create_generic("pdfs", len(domain_size), index_dimensions=index_dimensions, dtype=dtype)
normalized_from_slice = normalize_slice(from_slice, f.spatial_shape)
@@ -19,21 +20,30 @@ def create_copy_kernel(domain_size, from_slice, to_slice, index_dimensions=0, in
"Slices have to have same size"
update_eqs = []
- for i in range(index_dim_shape):
- eq = Assignment(f(i), f[tuple(offset)](i))
+ if index_dimensions < 2:
+ index_dim_shape = [index_dim_shape]
+ for i in product(*[range(d) for d in index_dim_shape]):
+ eq = Assignment(f(*i), f[tuple(offset)](*i))
update_eqs.append(eq)
ast = create_cuda_kernel(update_eqs, iteration_slice=to_slice, skip_independence_check=True)
- return make_python_function(ast)
+ return ast
def get_periodic_boundary_functor(stencil, domain_size, index_dimensions=0, index_dim_shape=1, ghost_layers=1,
- thickness=None, dtype=float):
+ thickness=None, dtype=float, target='gpu', opencl_queue=None, opencl_ctx=None):
+ assert target in ['gpu', 'opencl']
src_dst_slice_tuples = get_periodic_boundary_src_dst_slices(stencil, ghost_layers, thickness)
kernels = []
- index_dimensions = index_dimensions
+
for src_slice, dst_slice in src_dst_slice_tuples:
- kernels.append(create_copy_kernel(domain_size, src_slice, dst_slice, index_dimensions, index_dim_shape, dtype))
+ ast = create_copy_kernel(domain_size, src_slice, dst_slice, index_dimensions, index_dim_shape, dtype)
+ if target == 'gpu':
+ kernels.append(pystencils.gpucuda.make_python_function(ast))
+ else:
+ ast._target = 'opencl'
+ ast._backend = 'opencl'
+ kernels.append(pystencils.opencl.make_python_function(ast, opencl_queue, opencl_ctx))
def functor(pdfs, **_):
for kernel in kernels:
diff --git a/pystencils/gpucuda/texture_utils.py b/pystencils/gpucuda/texture_utils.py
new file mode 100644
index 0000000000000000000000000000000000000000..0b383507fb8bd57ff1ca73aa4ec00db0481d2717
--- /dev/null
+++ b/pystencils/gpucuda/texture_utils.py
@@ -0,0 +1,57 @@
+# -*- coding: utf-8 -*-
+#
+# Copyright © 2019 Stephan Seitz <stephan.seitz@fau.de>
+#
+# Distributed under terms of the GPLv3 license.
+
+"""
+
+"""
+from typing import Union
+
+import numpy as np
+
+try:
+ import pycuda.driver as cuda
+ from pycuda import gpuarray
+ import pycuda
+except Exception:
+ pass
+
+
+def ndarray_to_tex(tex_ref, # type: Union[cuda.TextureReference, cuda.SurfaceReference]
+ ndarray,
+ address_mode=None,
+ filter_mode=None,
+ use_normalized_coordinates=False,
+ read_as_integer=False):
+
+ if isinstance(address_mode, str):
+ address_mode = getattr(pycuda.driver.address_mode, address_mode.upper())
+ if address_mode is None:
+ address_mode = cuda.address_mode.BORDER
+ if filter_mode is None:
+ filter_mode = cuda.filter_mode.LINEAR
+
+ if isinstance(ndarray, np.ndarray):
+ cu_array = cuda.np_to_array(ndarray, 'C')
+ elif isinstance(ndarray, gpuarray.GPUArray):
+ cu_array = cuda.gpuarray_to_array(ndarray, 'C')
+ else:
+ raise TypeError(
+ 'ndarray must be numpy.ndarray or pycuda.gpuarray.GPUArray')
+
+ tex_ref.set_array(cu_array)
+
+ tex_ref.set_address_mode(0, address_mode)
+ if ndarray.ndim >= 2:
+ tex_ref.set_address_mode(1, address_mode)
+ if ndarray.ndim >= 3:
+ tex_ref.set_address_mode(2, address_mode)
+ tex_ref.set_filter_mode(filter_mode)
+
+ if not use_normalized_coordinates:
+ tex_ref.set_flags(tex_ref.get_flags() & ~cuda.TRSF_NORMALIZED_COORDINATES)
+
+ if not read_as_integer:
+ tex_ref.set_flags(tex_ref.get_flags() & ~cuda.TRSF_READ_AS_INTEGER)
diff --git a/pystencils/include/PyStencilsField.h b/pystencils/include/PyStencilsField.h
new file mode 100644
index 0000000000000000000000000000000000000000..3055cae2365279e28fdcaab4353779b97ca27d35
--- /dev/null
+++ b/pystencils/include/PyStencilsField.h
@@ -0,0 +1,19 @@
+#pragma once
+
+extern "C++" {
+#ifdef __CUDA_ARCH__
+template <typename DTYPE_T, std::size_t DIMENSION> struct PyStencilsField {
+ DTYPE_T *data;
+ DTYPE_T shape[DIMENSION];
+ DTYPE_T stride[DIMENSION];
+};
+#else
+#include <array>
+
+template <typename DTYPE_T, std::size_t DIMENSION> struct PyStencilsField {
+ DTYPE_T *data;
+ std::array<DTYPE_T, DIMENSION> shape;
+ std::array<DTYPE_T, DIMENSION> stride;
+};
+#endif
+}
diff --git a/pystencils/include/__init__.py b/pystencils/include/__init__.py
index 03a19735db12d1de30f46104f85c0cb9f7f6da20..8ddff6a4a8f5f3ceda691cff850dc3377d98278c 100644
--- a/pystencils/include/__init__.py
+++ b/pystencils/include/__init__.py
@@ -1,5 +1,10 @@
-import os
+from os.path import dirname, join, realpath
def get_pystencils_include_path():
- return os.path.dirname(os.path.realpath(__file__))
+ return dirname(realpath(__file__))
+
+
+def get_pycuda_include_path():
+ import pycuda
+ return join(dirname(realpath(pycuda.__file__)), 'cuda')
diff --git a/pystencils/include/aesni_rand.h b/pystencils/include/aesni_rand.h
new file mode 100644
index 0000000000000000000000000000000000000000..1e2b05bd28a01d64dcbd709d4018dcb7adfd69cd
--- /dev/null
+++ b/pystencils/include/aesni_rand.h
@@ -0,0 +1,132 @@
+#if !defined(__AES__) || !defined(__SSE4_1__)
+#error AES-NI and SSE4.1 need to be enabled
+#endif
+
+#include <emmintrin.h> // SSE2
+#include <wmmintrin.h> // AES
+#ifdef __AVX512VL__
+#include <immintrin.h> // AVX*
+#else
+#include <smmintrin.h> // SSE4
+#ifdef __FMA__
+#include <immintrin.h> // FMA
+#endif
+#endif
+#include <cstdint>
+
+#define QUALIFIERS inline
+#define TWOPOW53_INV_DOUBLE (1.1102230246251565e-16)
+#define TWOPOW32_INV_FLOAT (2.3283064e-10f)
+
+typedef std::uint32_t uint32;
+typedef std::uint64_t uint64;
+
+QUALIFIERS __m128i aesni1xm128i(const __m128i & in, const __m128i & k) {
+ __m128i x = _mm_xor_si128(k, in);
+ x = _mm_aesenc_si128(x, k); // 1
+ x = _mm_aesenc_si128(x, k); // 2
+ x = _mm_aesenc_si128(x, k); // 3
+ x = _mm_aesenc_si128(x, k); // 4
+ x = _mm_aesenc_si128(x, k); // 5
+ x = _mm_aesenc_si128(x, k); // 6
+ x = _mm_aesenc_si128(x, k); // 7
+ x = _mm_aesenc_si128(x, k); // 8
+ x = _mm_aesenc_si128(x, k); // 9
+ x = _mm_aesenclast_si128(x, k); // 10
+ return x;
+}
+
+QUALIFIERS __m128 _my_cvtepu32_ps(const __m128i v)
+{
+#ifdef __AVX512VL__
+ return _mm_cvtepu32_ps(v);
+#else
+ __m128i v2 = _mm_srli_epi32(v, 1);
+ __m128i v1 = _mm_and_si128(v, _mm_set1_epi32(1));
+ __m128 v2f = _mm_cvtepi32_ps(v2);
+ __m128 v1f = _mm_cvtepi32_ps(v1);
+ return _mm_add_ps(_mm_add_ps(v2f, v2f), v1f);
+#endif
+}
+
+#if !defined(__AVX512VL__) && defined(__GNUC__) && __GNUC__ >= 5
+__attribute__((optimize("no-associative-math")))
+#endif
+QUALIFIERS __m128d _my_cvtepu64_pd(const __m128i x)
+{
+#ifdef __AVX512VL__
+ return _mm_cvtepu64_pd(x);
+#else
+ __m128i xH = _mm_srli_epi64(x, 32);
+ xH = _mm_or_si128(xH, _mm_castpd_si128(_mm_set1_pd(19342813113834066795298816.))); // 2^84
+ __m128i xL = _mm_blend_epi16(x, _mm_castpd_si128(_mm_set1_pd(0x0010000000000000)), 0xcc); // 2^52
+ __m128d f = _mm_sub_pd(_mm_castsi128_pd(xH), _mm_set1_pd(19342813118337666422669312.)); // 2^84 + 2^52
+ return _mm_add_pd(f, _mm_castsi128_pd(xL));
+#endif
+}
+
+
+QUALIFIERS void aesni_double2(uint32 ctr0, uint32 ctr1, uint32 ctr2, uint32 ctr3,
+ uint32 key0, uint32 key1, uint32 key2, uint32 key3,
+ double & rnd1, double & rnd2)
+{
+ // pack input and call AES
+ __m128i c128 = _mm_set_epi32(ctr3, ctr2, ctr1, ctr0);
+ __m128i k128 = _mm_set_epi32(key3, key2, key1, key0);
+ c128 = aesni1xm128i(c128, k128);
+
+ // convert 32 to 64 bit and put 0th and 2nd element into x, 1st and 3rd element into y
+ __m128i x = _mm_and_si128(c128, _mm_set_epi32(0, 0xffffffff, 0, 0xffffffff));
+ __m128i y = _mm_and_si128(c128, _mm_set_epi32(0xffffffff, 0, 0xffffffff, 0));
+ y = _mm_srli_si128(y, 4);
+
+ // calculate z = x ^ y << (53 - 32))
+ __m128i z = _mm_sll_epi64(y, _mm_set1_epi64x(53 - 32));
+ z = _mm_xor_si128(x, z);
+
+ // convert uint64 to double
+ __m128d rs = _my_cvtepu64_pd(z);
+ // calculate rs * TWOPOW53_INV_DOUBLE + (TWOPOW53_INV_DOUBLE/2.0)
+#ifdef __FMA__
+ rs = _mm_fmadd_pd(rs, _mm_set1_pd(TWOPOW53_INV_DOUBLE), _mm_set1_pd(TWOPOW53_INV_DOUBLE/2.0));
+#else
+ rs = _mm_mul_pd(rs, _mm_set1_pd(TWOPOW53_INV_DOUBLE));
+ rs = _mm_add_pd(rs, _mm_set1_pd(TWOPOW53_INV_DOUBLE/2.0));
+#endif
+
+ // store result
+ alignas(16) double rr[2];
+ _mm_store_pd(rr, rs);
+ rnd1 = rr[0];
+ rnd2 = rr[1];
+}
+
+
+QUALIFIERS void aesni_float4(uint32 ctr0, uint32 ctr1, uint32 ctr2, uint32 ctr3,
+ uint32 key0, uint32 key1, uint32 key2, uint32 key3,
+ float & rnd1, float & rnd2, float & rnd3, float & rnd4)
+{
+ // pack input and call AES
+ __m128i c128 = _mm_set_epi32(ctr3, ctr2, ctr1, ctr0);
+ __m128i k128 = _mm_set_epi32(key3, key2, key1, key0);
+ c128 = aesni1xm128i(c128, k128);
+
+ // convert uint32 to float
+ __m128 rs = _my_cvtepu32_ps(c128);
+ // calculate rs * TWOPOW32_INV_FLOAT + (TWOPOW32_INV_FLOAT/2.0f)
+#ifdef __FMA__
+ rs = _mm_fmadd_ps(rs, _mm_set1_ps(TWOPOW32_INV_FLOAT), _mm_set1_ps(TWOPOW32_INV_FLOAT/2.0f));
+#else
+ rs = _mm_mul_ps(rs, _mm_set1_ps(TWOPOW32_INV_FLOAT));
+ rs = _mm_add_ps(rs, _mm_set1_ps(TWOPOW32_INV_FLOAT/2.0f));
+#endif
+
+ // store result
+ alignas(16) float r[4];
+ _mm_store_ps(r, rs);
+ rnd1 = r[0];
+ rnd2 = r[1];
+ rnd3 = r[2];
+ rnd4 = r[3];
+}
+
diff --git a/pystencils/include/cuda_complex.hpp b/pystencils/include/cuda_complex.hpp
new file mode 100644
index 0000000000000000000000000000000000000000..535aa52e30781a03e170298e8e5ebbed872585dc
--- /dev/null
+++ b/pystencils/include/cuda_complex.hpp
@@ -0,0 +1,1228 @@
+// An implementation of C++ std::complex for use on CUDA devices.
+// Written by John C. Travers <jtravs@gmail.com> (2012)
+//
+// Missing:
+// - long double support (not supported on CUDA)
+// - some integral pow functions (due to lack of C++11 support on CUDA)
+//
+// Heavily derived from the LLVM libcpp project (svn revision 147853).
+// Based on libcxx/include/complex.
+// The git history contains the complete change history from the original.
+// The modifications are licensed as per the original LLVM license below.
+//
+// -*- C++ -*-
+//===--------------------------- complex ----------------------------------===//
+//
+// The LLVM Compiler Infrastructure
+//
+// This file is dual licensed under the MIT and the University of Illinois Open
+// Source Licenses. See LICENSE.TXT for details.
+//
+//===----------------------------------------------------------------------===//
+
+extern "C++" {
+#ifndef CUDA_COMPLEX_HPP
+#define CUDA_COMPLEX_HPP
+
+#ifdef __CUDACC__
+#define CUDA_CALLABLE_MEMBER __host__ __device__
+#else
+#define CUDA_CALLABLE_MEMBER
+#endif
+
+/*
+ complex synopsis
+
+template<class T>
+class complex
+{
+public:
+ typedef T value_type;
+
+ complex(const T& re = T(), const T& im = T());
+ complex(const complex&);
+ template<class X> complex(const complex<X>&);
+
+ T real() const;
+ T imag() const;
+
+ void real(T);
+ void imag(T);
+
+ complex<T>& operator= (const T&);
+ complex<T>& operator+=(const T&);
+ complex<T>& operator-=(const T&);
+ complex<T>& operator*=(const T&);
+ complex<T>& operator/=(const T&);
+
+ complex& operator=(const complex&);
+ template<class X> complex<T>& operator= (const complex<X>&);
+ template<class X> complex<T>& operator+=(const complex<X>&);
+ template<class X> complex<T>& operator-=(const complex<X>&);
+ template<class X> complex<T>& operator*=(const complex<X>&);
+ template<class X> complex<T>& operator/=(const complex<X>&);
+};
+
+template<>
+class complex<float>
+{
+public:
+ typedef float value_type;
+
+ constexpr complex(float re = 0.0f, float im = 0.0f);
+ explicit constexpr complex(const complex<double>&);
+
+ constexpr float real() const;
+ void real(float);
+ constexpr float imag() const;
+ void imag(float);
+
+ complex<float>& operator= (float);
+ complex<float>& operator+=(float);
+ complex<float>& operator-=(float);
+ complex<float>& operator*=(float);
+ complex<float>& operator/=(float);
+
+ complex<float>& operator=(const complex<float>&);
+ template<class X> complex<float>& operator= (const complex<X>&);
+ template<class X> complex<float>& operator+=(const complex<X>&);
+ template<class X> complex<float>& operator-=(const complex<X>&);
+ template<class X> complex<float>& operator*=(const complex<X>&);
+ template<class X> complex<float>& operator/=(const complex<X>&);
+};
+
+template<>
+class complex<double>
+{
+public:
+ typedef double value_type;
+
+ constexpr complex(double re = 0.0, double im = 0.0);
+ constexpr complex(const complex<float>&);
+
+ constexpr double real() const;
+ void real(double);
+ constexpr double imag() const;
+ void imag(double);
+
+ complex<double>& operator= (double);
+ complex<double>& operator+=(double);
+ complex<double>& operator-=(double);
+ complex<double>& operator*=(double);
+ complex<double>& operator/=(double);
+ complex<double>& operator=(const complex<double>&);
+
+ template<class X> complex<double>& operator= (const complex<X>&);
+ template<class X> complex<double>& operator+=(const complex<X>&);
+ template<class X> complex<double>& operator-=(const complex<X>&);
+ template<class X> complex<double>& operator*=(const complex<X>&);
+ template<class X> complex<double>& operator/=(const complex<X>&);
+};
+
+// 26.3.6 operators:
+template<class T> complex<T> operator+(const complex<T>&, const complex<T>&);
+template<class T> complex<T> operator+(const complex<T>&, const T&);
+template<class T> complex<T> operator+(const T&, const complex<T>&);
+template<class T> complex<T> operator-(const complex<T>&, const complex<T>&);
+template<class T> complex<T> operator-(const complex<T>&, const T&);
+template<class T> complex<T> operator-(const T&, const complex<T>&);
+template<class T> complex<T> operator*(const complex<T>&, const complex<T>&);
+template<class T> complex<T> operator*(const complex<T>&, const T&);
+template<class T> complex<T> operator*(const T&, const complex<T>&);
+template<class T> complex<T> operator/(const complex<T>&, const complex<T>&);
+template<class T> complex<T> operator/(const complex<T>&, const T&);
+template<class T> complex<T> operator/(const T&, const complex<T>&);
+template<class T> complex<T> operator+(const complex<T>&);
+template<class T> complex<T> operator-(const complex<T>&);
+template<class T> bool operator==(const complex<T>&, const complex<T>&);
+template<class T> bool operator==(const complex<T>&, const T&);
+template<class T> bool operator==(const T&, const complex<T>&);
+template<class T> bool operator!=(const complex<T>&, const complex<T>&);
+template<class T> bool operator!=(const complex<T>&, const T&);
+template<class T> bool operator!=(const T&, const complex<T>&);
+
+template<class T, class charT, class traits>
+ basic_istream<charT, traits>&
+ operator>>(basic_istream<charT, traits>&, complex<T>&);
+template<class T, class charT, class traits>
+ basic_ostream<charT, traits>&
+ operator<<(basic_ostream<charT, traits>&, const complex<T>&);
+
+// 26.3.7 values:
+
+template<class T> T real(const complex<T>&);
+ double real(double);
+template<Integral T> double real(T);
+ float real(float);
+
+template<class T> T imag(const complex<T>&);
+ double imag(double);
+template<Integral T> double imag(T);
+ float imag(float);
+
+template<class T> T abs(const complex<T>&);
+
+template<class T> T arg(const complex<T>&);
+ double arg(double);
+template<Integral T> double arg(T);
+ float arg(float);
+
+template<class T> T norm(const complex<T>&);
+ double norm(double);
+template<Integral T> double norm(T);
+ float norm(float);
+
+template<class T> complex<T> conj(const complex<T>&);
+ complex<double> conj(double);
+template<Integral T> complex<double> conj(T);
+ complex<float> conj(float);
+
+template<class T> complex<T> proj(const complex<T>&);
+ complex<double> proj(double);
+template<Integral T> complex<double> proj(T);
+ complex<float> proj(float);
+
+template<class T> complex<T> polar(const T&, const T& = 0);
+
+// 26.3.8 transcendentals:
+template<class T> complex<T> acos(const complex<T>&);
+template<class T> complex<T> asin(const complex<T>&);
+template<class T> complex<T> atan(const complex<T>&);
+template<class T> complex<T> acosh(const complex<T>&);
+template<class T> complex<T> asinh(const complex<T>&);
+template<class T> complex<T> atanh(const complex<T>&);
+template<class T> complex<T> cos (const complex<T>&);
+template<class T> complex<T> cosh (const complex<T>&);
+template<class T> complex<T> exp (const complex<T>&);
+template<class T> complex<T> log (const complex<T>&);
+template<class T> complex<T> log10(const complex<T>&);
+
+template<class T> complex<T> pow(const complex<T>&, const T&);
+template<class T> complex<T> pow(const complex<T>&, const complex<T>&);
+template<class T> complex<T> pow(const T&, const complex<T>&);
+
+template<class T> complex<T> sin (const complex<T>&);
+template<class T> complex<T> sinh (const complex<T>&);
+template<class T> complex<T> sqrt (const complex<T>&);
+template<class T> complex<T> tan (const complex<T>&);
+template<class T> complex<T> tanh (const complex<T>&);
+
+template<class T, class charT, class traits>
+ basic_istream<charT, traits>&
+ operator>>(basic_istream<charT, traits>& is, complex<T>& x);
+
+template<class T, class charT, class traits>
+ basic_ostream<charT, traits>&
+ operator<<(basic_ostream<charT, traits>& o, const complex<T>& x);
+
+*/
+
+#include <math.h>
+#include <sstream>
+
+template <class _Tp> class complex;
+
+template <class _Tp>
+complex<_Tp> operator*(const complex<_Tp> &__z, const complex<_Tp> &__w);
+template <class _Tp>
+complex<_Tp> operator/(const complex<_Tp> &__x, const complex<_Tp> &__y);
+
+template <class _Tp> class complex {
+public:
+ typedef _Tp value_type;
+
+private:
+ value_type __re_;
+ value_type __im_;
+
+public:
+ CUDA_CALLABLE_MEMBER
+ complex(const value_type &__re = value_type(),
+ const value_type &__im = value_type())
+ : __re_(__re), __im_(__im) {}
+ template <class _Xp>
+ CUDA_CALLABLE_MEMBER complex(const complex<_Xp> &__c)
+ : __re_(__c.real()), __im_(__c.imag()) {}
+
+ CUDA_CALLABLE_MEMBER value_type real() const { return __re_; }
+ CUDA_CALLABLE_MEMBER value_type imag() const { return __im_; }
+
+ CUDA_CALLABLE_MEMBER void real(value_type __re) { __re_ = __re; }
+ CUDA_CALLABLE_MEMBER void imag(value_type __im) { __im_ = __im; }
+
+ CUDA_CALLABLE_MEMBER complex &operator=(const value_type &__re) {
+ __re_ = __re;
+ __im_ = value_type();
+ return *this;
+ }
+ CUDA_CALLABLE_MEMBER complex &operator+=(const value_type &__re) {
+ __re_ += __re;
+ return *this;
+ }
+ CUDA_CALLABLE_MEMBER complex &operator-=(const value_type &__re) {
+ __re_ -= __re;
+ return *this;
+ }
+ CUDA_CALLABLE_MEMBER complex &operator*=(const value_type &__re) {
+ __re_ *= __re;
+ __im_ *= __re;
+ return *this;
+ }
+ CUDA_CALLABLE_MEMBER complex &operator/=(const value_type &__re) {
+ __re_ /= __re;
+ __im_ /= __re;
+ return *this;
+ }
+
+ template <class _Xp>
+ CUDA_CALLABLE_MEMBER complex &operator=(const complex<_Xp> &__c) {
+ __re_ = __c.real();
+ __im_ = __c.imag();
+ return *this;
+ }
+ template <class _Xp>
+ CUDA_CALLABLE_MEMBER complex &operator+=(const complex<_Xp> &__c) {
+ __re_ += __c.real();
+ __im_ += __c.imag();
+ return *this;
+ }
+ template <class _Xp>
+ CUDA_CALLABLE_MEMBER complex &operator-=(const complex<_Xp> &__c) {
+ __re_ -= __c.real();
+ __im_ -= __c.imag();
+ return *this;
+ }
+ template <class _Xp>
+ CUDA_CALLABLE_MEMBER complex &operator*=(const complex<_Xp> &__c) {
+ *this = *this * __c;
+ return *this;
+ }
+ template <class _Xp>
+ CUDA_CALLABLE_MEMBER complex &operator/=(const complex<_Xp> &__c) {
+ *this = *this / __c;
+ return *this;
+ }
+};
+
+template <> class complex<double>;
+
+template <> class complex<float> {
+ float __re_;
+ float __im_;
+
+public:
+ typedef float value_type;
+
+ /*constexpr*/ CUDA_CALLABLE_MEMBER complex(float __re = 0.0f,
+ float __im = 0.0f)
+ : __re_(__re), __im_(__im) {}
+ explicit /*constexpr*/ complex(const complex<double> &__c);
+
+ /*constexpr*/ CUDA_CALLABLE_MEMBER float real() const { return __re_; }
+ /*constexpr*/ CUDA_CALLABLE_MEMBER float imag() const { return __im_; }
+
+ CUDA_CALLABLE_MEMBER void real(value_type __re) { __re_ = __re; }
+ CUDA_CALLABLE_MEMBER void imag(value_type __im) { __im_ = __im; }
+
+ CUDA_CALLABLE_MEMBER complex &operator=(float __re) {
+ __re_ = __re;
+ __im_ = value_type();
+ return *this;
+ }
+ CUDA_CALLABLE_MEMBER complex &operator+=(float __re) {
+ __re_ += __re;
+ return *this;
+ }
+ CUDA_CALLABLE_MEMBER complex &operator-=(float __re) {
+ __re_ -= __re;
+ return *this;
+ }
+ CUDA_CALLABLE_MEMBER complex &operator*=(float __re) {
+ __re_ *= __re;
+ __im_ *= __re;
+ return *this;
+ }
+ CUDA_CALLABLE_MEMBER complex &operator/=(float __re) {
+ __re_ /= __re;
+ __im_ /= __re;
+ return *this;
+ }
+
+ template <class _Xp>
+ CUDA_CALLABLE_MEMBER complex &operator=(const complex<_Xp> &__c) {
+ __re_ = __c.real();
+ __im_ = __c.imag();
+ return *this;
+ }
+ template <class _Xp>
+ CUDA_CALLABLE_MEMBER complex &operator+=(const complex<_Xp> &__c) {
+ __re_ += __c.real();
+ __im_ += __c.imag();
+ return *this;
+ }
+ template <class _Xp>
+ CUDA_CALLABLE_MEMBER complex &operator-=(const complex<_Xp> &__c) {
+ __re_ -= __c.real();
+ __im_ -= __c.imag();
+ return *this;
+ }
+ template <class _Xp>
+ CUDA_CALLABLE_MEMBER complex &operator*=(const complex<_Xp> &__c) {
+ *this = *this * __c;
+ return *this;
+ }
+ template <class _Xp>
+ CUDA_CALLABLE_MEMBER complex &operator/=(const complex<_Xp> &__c) {
+ *this = *this / __c;
+ return *this;
+ }
+};
+
+template <> class complex<double> {
+ double __re_;
+ double __im_;
+
+public:
+ typedef double value_type;
+
+ /*constexpr*/ CUDA_CALLABLE_MEMBER complex(double __re = 0.0,
+ double __im = 0.0)
+ : __re_(__re), __im_(__im) {}
+ /*constexpr*/ complex(const complex<float> &__c);
+
+ /*constexpr*/ CUDA_CALLABLE_MEMBER double real() const { return __re_; }
+ /*constexpr*/ CUDA_CALLABLE_MEMBER double imag() const { return __im_; }
+
+ CUDA_CALLABLE_MEMBER void real(value_type __re) { __re_ = __re; }
+ CUDA_CALLABLE_MEMBER void imag(value_type __im) { __im_ = __im; }
+
+ CUDA_CALLABLE_MEMBER complex &operator=(double __re) {
+ __re_ = __re;
+ __im_ = value_type();
+ return *this;
+ }
+ CUDA_CALLABLE_MEMBER complex &operator+=(double __re) {
+ __re_ += __re;
+ return *this;
+ }
+ CUDA_CALLABLE_MEMBER complex &operator-=(double __re) {
+ __re_ -= __re;
+ return *this;
+ }
+ CUDA_CALLABLE_MEMBER complex &operator*=(double __re) {
+ __re_ *= __re;
+ __im_ *= __re;
+ return *this;
+ }
+ CUDA_CALLABLE_MEMBER complex &operator/=(double __re) {
+ __re_ /= __re;
+ __im_ /= __re;
+ return *this;
+ }
+
+ template <class _Xp>
+ CUDA_CALLABLE_MEMBER complex &operator=(const complex<_Xp> &__c) {
+ __re_ = __c.real();
+ __im_ = __c.imag();
+ return *this;
+ }
+ template <class _Xp>
+ CUDA_CALLABLE_MEMBER complex &operator+=(const complex<_Xp> &__c) {
+ __re_ += __c.real();
+ __im_ += __c.imag();
+ return *this;
+ }
+ template <class _Xp>
+ CUDA_CALLABLE_MEMBER complex &operator-=(const complex<_Xp> &__c) {
+ __re_ -= __c.real();
+ __im_ -= __c.imag();
+ return *this;
+ }
+ template <class _Xp>
+ CUDA_CALLABLE_MEMBER complex &operator*=(const complex<_Xp> &__c) {
+ *this = *this * __c;
+ return *this;
+ }
+ template <class _Xp>
+ CUDA_CALLABLE_MEMBER complex &operator/=(const complex<_Xp> &__c) {
+ *this = *this / __c;
+ return *this;
+ }
+};
+
+// constexpr
+inline CUDA_CALLABLE_MEMBER complex<float>::complex(const complex<double> &__c)
+ : __re_(__c.real()), __im_(__c.imag()) {}
+
+// constexpr
+inline CUDA_CALLABLE_MEMBER complex<double>::complex(const complex<float> &__c)
+ : __re_(__c.real()), __im_(__c.imag()) {}
+
+// 26.3.6 operators:
+
+template <class _Tp>
+inline CUDA_CALLABLE_MEMBER complex<_Tp> operator+(const complex<_Tp> &__x,
+ const complex<_Tp> &__y) {
+ complex<_Tp> __t(__x);
+ __t += __y;
+ return __t;
+}
+
+template <class _Tp>
+inline CUDA_CALLABLE_MEMBER complex<_Tp> operator+(const complex<_Tp> &__x,
+ const _Tp &__y) {
+ complex<_Tp> __t(__x);
+ __t += __y;
+ return __t;
+}
+
+template <class _Tp>
+inline CUDA_CALLABLE_MEMBER complex<_Tp> operator+(const _Tp &__x,
+ const complex<_Tp> &__y) {
+ complex<_Tp> __t(__y);
+ __t += __x;
+ return __t;
+}
+
+template <class _Tp>
+inline CUDA_CALLABLE_MEMBER complex<_Tp> operator-(const complex<_Tp> &__x,
+ const complex<_Tp> &__y) {
+ complex<_Tp> __t(__x);
+ __t -= __y;
+ return __t;
+}
+
+template <class _Tp>
+inline CUDA_CALLABLE_MEMBER complex<_Tp> operator-(const complex<_Tp> &__x,
+ const _Tp &__y) {
+ complex<_Tp> __t(__x);
+ __t -= __y;
+ return __t;
+}
+
+template <class _Tp>
+inline CUDA_CALLABLE_MEMBER complex<_Tp> operator-(const _Tp &__x,
+ const complex<_Tp> &__y) {
+ complex<_Tp> __t(-__y);
+ __t += __x;
+ return __t;
+}
+
+template <class _Tp>
+CUDA_CALLABLE_MEMBER complex<_Tp> operator*(const complex<_Tp> &__z,
+ const complex<_Tp> &__w) {
+ _Tp __a = __z.real();
+ _Tp __b = __z.imag();
+ _Tp __c = __w.real();
+ _Tp __d = __w.imag();
+ _Tp __ac = __a * __c;
+ _Tp __bd = __b * __d;
+ _Tp __ad = __a * __d;
+ _Tp __bc = __b * __c;
+ _Tp __x = __ac - __bd;
+ _Tp __y = __ad + __bc;
+ if (isnan(__x) && isnan(__y)) {
+ bool __recalc = false;
+ if (isinf(__a) || isinf(__b)) {
+ __a = copysign(isinf(__a) ? _Tp(1) : _Tp(0), __a);
+ __b = copysign(isinf(__b) ? _Tp(1) : _Tp(0), __b);
+ if (isnan(__c))
+ __c = copysign(_Tp(0), __c);
+ if (isnan(__d))
+ __d = copysign(_Tp(0), __d);
+ __recalc = true;
+ }
+ if (isinf(__c) || isinf(__d)) {
+ __c = copysign(isinf(__c) ? _Tp(1) : _Tp(0), __c);
+ __d = copysign(isinf(__d) ? _Tp(1) : _Tp(0), __d);
+ if (isnan(__a))
+ __a = copysign(_Tp(0), __a);
+ if (isnan(__b))
+ __b = copysign(_Tp(0), __b);
+ __recalc = true;
+ }
+ if (!__recalc &&
+ (isinf(__ac) || isinf(__bd) || isinf(__ad) || isinf(__bc))) {
+ if (isnan(__a))
+ __a = copysign(_Tp(0), __a);
+ if (isnan(__b))
+ __b = copysign(_Tp(0), __b);
+ if (isnan(__c))
+ __c = copysign(_Tp(0), __c);
+ if (isnan(__d))
+ __d = copysign(_Tp(0), __d);
+ __recalc = true;
+ }
+ if (__recalc) {
+ __x = _Tp(INFINITY) * (__a * __c - __b * __d);
+ __y = _Tp(INFINITY) * (__a * __d + __b * __c);
+ }
+ }
+ return complex<_Tp>(__x, __y);
+}
+
+template <class _Tp>
+inline CUDA_CALLABLE_MEMBER complex<_Tp> operator*(const complex<_Tp> &__x,
+ const _Tp &__y) {
+ complex<_Tp> __t(__x);
+ __t *= __y;
+ return __t;
+}
+
+template <class _Tp>
+inline CUDA_CALLABLE_MEMBER complex<_Tp> operator*(const _Tp &__x,
+ const complex<_Tp> &__y) {
+ complex<_Tp> __t(__y);
+ __t *= __x;
+ return __t;
+}
+
+template <class _Tp>
+CUDA_CALLABLE_MEMBER complex<_Tp> operator/(const complex<_Tp> &__z,
+ const complex<_Tp> &__w) {
+ int __ilogbw = 0;
+ _Tp __a = __z.real();
+ _Tp __b = __z.imag();
+ _Tp __c = __w.real();
+ _Tp __d = __w.imag();
+ _Tp __logbw = logb(fmax(fabs(__c), fabs(__d)));
+ if (isfinite(__logbw)) {
+ __ilogbw = static_cast<int>(__logbw);
+ __c = scalbn(__c, -__ilogbw);
+ __d = scalbn(__d, -__ilogbw);
+ }
+ _Tp __denom = __c * __c + __d * __d;
+ _Tp __x = scalbn((__a * __c + __b * __d) / __denom, -__ilogbw);
+ _Tp __y = scalbn((__b * __c - __a * __d) / __denom, -__ilogbw);
+ if (isnan(__x) && isnan(__y)) {
+ if ((__denom == _Tp(0)) && (!isnan(__a) || !isnan(__b))) {
+ __x = copysign(_Tp(INFINITY), __c) * __a;
+ __y = copysign(_Tp(INFINITY), __c) * __b;
+ } else if ((isinf(__a) || isinf(__b)) && isfinite(__c) && isfinite(__d)) {
+ __a = copysign(isinf(__a) ? _Tp(1) : _Tp(0), __a);
+ __b = copysign(isinf(__b) ? _Tp(1) : _Tp(0), __b);
+ __x = _Tp(INFINITY) * (__a * __c + __b * __d);
+ __y = _Tp(INFINITY) * (__b * __c - __a * __d);
+ } else if (isinf(__logbw) && __logbw > _Tp(0) && isfinite(__a) &&
+ isfinite(__b)) {
+ __c = copysign(isinf(__c) ? _Tp(1) : _Tp(0), __c);
+ __d = copysign(isinf(__d) ? _Tp(1) : _Tp(0), __d);
+ __x = _Tp(0) * (__a * __c + __b * __d);
+ __y = _Tp(0) * (__b * __c - __a * __d);
+ }
+ }
+ return complex<_Tp>(__x, __y);
+}
+
+template <>
+CUDA_CALLABLE_MEMBER complex<float> operator/(const complex<float> &__z,
+ const complex<float> &__w) {
+ int __ilogbw = 0;
+ float __a = __z.real();
+ float __b = __z.imag();
+ float __c = __w.real();
+ float __d = __w.imag();
+ float __logbw = logbf(fmaxf(fabsf(__c), fabsf(__d)));
+ if (isfinite(__logbw)) {
+ __ilogbw = static_cast<int>(__logbw);
+ __c = scalbnf(__c, -__ilogbw);
+ __d = scalbnf(__d, -__ilogbw);
+ }
+ float __denom = __c * __c + __d * __d;
+ float __x = scalbnf((__a * __c + __b * __d) / __denom, -__ilogbw);
+ float __y = scalbnf((__b * __c - __a * __d) / __denom, -__ilogbw);
+ if (isnan(__x) && isnan(__y)) {
+ if ((__denom == float(0)) && (!isnan(__a) || !isnan(__b))) {
+#pragma warning(suppress : 4756) // Ignore INFINITY related warning
+ __x = copysignf(INFINITY, __c) * __a;
+#pragma warning(suppress : 4756) // Ignore INFINITY related warning
+ __y = copysignf(INFINITY, __c) * __b;
+ } else if ((isinf(__a) || isinf(__b)) && isfinite(__c) && isfinite(__d)) {
+ __a = copysignf(isinf(__a) ? float(1) : float(0), __a);
+ __b = copysignf(isinf(__b) ? float(1) : float(0), __b);
+#pragma warning(suppress : 4756) // Ignore INFINITY related warning
+ __x = INFINITY * (__a * __c + __b * __d);
+#pragma warning(suppress : 4756) // Ignore INFINITY related warning
+ __y = INFINITY * (__b * __c - __a * __d);
+ } else if (isinf(__logbw) && __logbw > float(0) && isfinite(__a) &&
+ isfinite(__b)) {
+ __c = copysignf(isinf(__c) ? float(1) : float(0), __c);
+ __d = copysignf(isinf(__d) ? float(1) : float(0), __d);
+ __x = float(0) * (__a * __c + __b * __d);
+ __y = float(0) * (__b * __c - __a * __d);
+ }
+ }
+ return complex<float>(__x, __y);
+}
+
+template <class _Tp>
+inline CUDA_CALLABLE_MEMBER complex<_Tp> operator/(const complex<_Tp> &__x,
+ const _Tp &__y) {
+ return complex<_Tp>(__x.real() / __y, __x.imag() / __y);
+}
+
+template <class _Tp>
+inline CUDA_CALLABLE_MEMBER complex<_Tp> operator/(const _Tp &__x,
+ const complex<_Tp> &__y) {
+ complex<_Tp> __t(__x);
+ __t /= __y;
+ return __t;
+}
+
+template <class _Tp>
+inline CUDA_CALLABLE_MEMBER complex<_Tp> operator+(const complex<_Tp> &__x) {
+ return __x;
+}
+
+template <class _Tp>
+inline CUDA_CALLABLE_MEMBER complex<_Tp> operator-(const complex<_Tp> &__x) {
+ return complex<_Tp>(-__x.real(), -__x.imag());
+}
+
+template <class _Tp>
+inline CUDA_CALLABLE_MEMBER bool operator==(const complex<_Tp> &__x,
+ const complex<_Tp> &__y) {
+ return __x.real() == __y.real() && __x.imag() == __y.imag();
+}
+
+template <class _Tp>
+inline CUDA_CALLABLE_MEMBER bool operator==(const complex<_Tp> &__x,
+ const _Tp &__y) {
+ return __x.real() == __y && __x.imag() == 0;
+}
+
+template <class _Tp>
+inline CUDA_CALLABLE_MEMBER bool operator==(const _Tp &__x,
+ const complex<_Tp> &__y) {
+ return __x == __y.real() && 0 == __y.imag();
+}
+
+template <class _Tp>
+inline CUDA_CALLABLE_MEMBER bool operator!=(const complex<_Tp> &__x,
+ const complex<_Tp> &__y) {
+ return !(__x == __y);
+}
+
+template <class _Tp>
+inline CUDA_CALLABLE_MEMBER bool operator!=(const complex<_Tp> &__x,
+ const _Tp &__y) {
+ return !(__x == __y);
+}
+
+template <class _Tp>
+inline CUDA_CALLABLE_MEMBER bool operator!=(const _Tp &__x,
+ const complex<_Tp> &__y) {
+ return !(__x == __y);
+}
+
+// 26.3.7 values:
+
+// real
+
+template <class _Tp>
+inline CUDA_CALLABLE_MEMBER _Tp real(const complex<_Tp> &__c) {
+ return __c.real();
+}
+
+inline CUDA_CALLABLE_MEMBER double real(double __re) { return __re; }
+
+inline CUDA_CALLABLE_MEMBER float real(float __re) { return __re; }
+
+// imag
+
+template <class _Tp>
+inline CUDA_CALLABLE_MEMBER _Tp imag(const complex<_Tp> &__c) {
+ return __c.imag();
+}
+
+inline CUDA_CALLABLE_MEMBER double imag(double __re) { return 0; }
+
+inline CUDA_CALLABLE_MEMBER float imag(float __re) { return 0; }
+
+// abs
+
+template <class _Tp>
+inline CUDA_CALLABLE_MEMBER _Tp abs(const complex<_Tp> &__c) {
+ return hypot(__c.real(), __c.imag());
+}
+
+// arg
+
+template <class _Tp>
+inline CUDA_CALLABLE_MEMBER _Tp arg(const complex<_Tp> &__c) {
+ return atan2(__c.imag(), __c.real());
+}
+
+inline CUDA_CALLABLE_MEMBER double arg(double __re) { return atan2(0., __re); }
+
+inline CUDA_CALLABLE_MEMBER float arg(float __re) { return atan2f(0.F, __re); }
+
+// norm
+
+template <class _Tp>
+inline CUDA_CALLABLE_MEMBER _Tp norm(const complex<_Tp> &__c) {
+ if (isinf(__c.real()))
+ return fabs(__c.real());
+ if (isinf(__c.imag()))
+ return fabs(__c.imag());
+ return __c.real() * __c.real() + __c.imag() * __c.imag();
+}
+
+inline CUDA_CALLABLE_MEMBER double norm(double __re) { return __re * __re; }
+
+inline CUDA_CALLABLE_MEMBER float norm(float __re) { return __re * __re; }
+
+// conj
+
+template <class _Tp>
+inline CUDA_CALLABLE_MEMBER complex<_Tp> conj(const complex<_Tp> &__c) {
+ return complex<_Tp>(__c.real(), -__c.imag());
+}
+
+inline CUDA_CALLABLE_MEMBER complex<double> conj(double __re) {
+ return complex<double>(__re);
+}
+
+inline CUDA_CALLABLE_MEMBER complex<float> conj(float __re) {
+ return complex<float>(__re);
+}
+
+// proj
+
+template <class _Tp>
+inline CUDA_CALLABLE_MEMBER complex<_Tp> proj(const complex<_Tp> &__c) {
+ complex<_Tp> __r = __c;
+ if (isinf(__c.real()) || isinf(__c.imag()))
+ __r = complex<_Tp>(INFINITY, copysign(_Tp(0), __c.imag()));
+ return __r;
+}
+
+inline CUDA_CALLABLE_MEMBER complex<double> proj(double __re) {
+ if (isinf(__re))
+ __re = fabs(__re);
+ return complex<double>(__re);
+}
+
+inline CUDA_CALLABLE_MEMBER complex<float> proj(float __re) {
+ if (isinf(__re))
+ __re = fabs(__re);
+ return complex<float>(__re);
+}
+
+// polar
+
+template <class _Tp>
+CUDA_CALLABLE_MEMBER complex<_Tp> polar(const _Tp &__rho,
+ const _Tp &__theta = _Tp(0)) {
+ if (isnan(__rho) || signbit(__rho))
+ return complex<_Tp>(_Tp(NAN), _Tp(NAN));
+ if (isnan(__theta)) {
+ if (isinf(__rho))
+ return complex<_Tp>(__rho, __theta);
+ return complex<_Tp>(__theta, __theta);
+ }
+ if (isinf(__theta)) {
+ if (isinf(__rho))
+ return complex<_Tp>(__rho, _Tp(NAN));
+ return complex<_Tp>(_Tp(NAN), _Tp(NAN));
+ }
+ _Tp __x = __rho * cos(__theta);
+ if (isnan(__x))
+ __x = 0;
+ _Tp __y = __rho * sin(__theta);
+ if (isnan(__y))
+ __y = 0;
+ return complex<_Tp>(__x, __y);
+}
+
+// log
+
+template <class _Tp>
+inline CUDA_CALLABLE_MEMBER complex<_Tp> log(const complex<_Tp> &__x) {
+ return complex<_Tp>(log(abs(__x)), arg(__x));
+}
+
+// log10
+
+template <class _Tp>
+inline CUDA_CALLABLE_MEMBER complex<_Tp> log10(const complex<_Tp> &__x) {
+ return log(__x) / log(_Tp(10));
+}
+
+// sqrt
+
+template <class _Tp>
+CUDA_CALLABLE_MEMBER complex<_Tp> sqrt(const complex<_Tp> &__x) {
+ if (isinf(__x.imag()))
+ return complex<_Tp>(_Tp(INFINITY), __x.imag());
+ if (isinf(__x.real())) {
+ if (__x.real() > _Tp(0))
+ return complex<_Tp>(__x.real(), isnan(__x.imag())
+ ? __x.imag()
+ : copysign(_Tp(0), __x.imag()));
+ return complex<_Tp>(isnan(__x.imag()) ? __x.imag() : _Tp(0),
+ copysign(__x.real(), __x.imag()));
+ }
+ return polar(sqrt(abs(__x)), arg(__x) / _Tp(2));
+}
+
+// exp
+
+template <class _Tp>
+CUDA_CALLABLE_MEMBER complex<_Tp> exp(const complex<_Tp> &__x) {
+ _Tp __i = __x.imag();
+ if (isinf(__x.real())) {
+ if (__x.real() < _Tp(0)) {
+ if (!isfinite(__i))
+ __i = _Tp(1);
+ } else if (__i == 0 || !isfinite(__i)) {
+ if (isinf(__i))
+ __i = _Tp(NAN);
+ return complex<_Tp>(__x.real(), __i);
+ }
+ } else if (isnan(__x.real()) && __x.imag() == 0)
+ return __x;
+ _Tp __e = exp(__x.real());
+ return complex<_Tp>(__e * cos(__i), __e * sin(__i));
+}
+
+// pow
+
+template <class _Tp>
+inline CUDA_CALLABLE_MEMBER complex<_Tp> pow(const complex<_Tp> &__x,
+ const complex<_Tp> &__y) {
+ return exp(__y * log(__x));
+}
+
+template <class _Tp>
+inline CUDA_CALLABLE_MEMBER complex<_Tp> pow(const complex<_Tp> &__x,
+ const _Tp &__y) {
+ return pow(__x, complex<_Tp>(__y));
+}
+
+template <class _Tp>
+inline CUDA_CALLABLE_MEMBER complex<_Tp> pow(const _Tp &__x,
+ const complex<_Tp> &__y) {
+ return pow(complex<_Tp>(__x), __y);
+}
+
+// asinh
+
+template <class _Tp>
+CUDA_CALLABLE_MEMBER complex<_Tp> asinh(const complex<_Tp> &__x) {
+ const _Tp __pi(atan2(+0., -0.));
+ if (isinf(__x.real())) {
+ if (isnan(__x.imag()))
+ return __x;
+ if (isinf(__x.imag()))
+ return complex<_Tp>(__x.real(), copysign(__pi * _Tp(0.25), __x.imag()));
+ return complex<_Tp>(__x.real(), copysign(_Tp(0), __x.imag()));
+ }
+ if (isnan(__x.real())) {
+ if (isinf(__x.imag()))
+ return complex<_Tp>(__x.imag(), __x.real());
+ if (__x.imag() == 0)
+ return __x;
+ return complex<_Tp>(__x.real(), __x.real());
+ }
+ if (isinf(__x.imag()))
+ return complex<_Tp>(copysign(__x.imag(), __x.real()),
+ copysign(__pi / _Tp(2), __x.imag()));
+ complex<_Tp> __z = log(__x + sqrt(pow(__x, _Tp(2)) + _Tp(1)));
+ return complex<_Tp>(copysign(__z.real(), __x.real()),
+ copysign(__z.imag(), __x.imag()));
+}
+
+// acosh
+
+template <class _Tp>
+CUDA_CALLABLE_MEMBER complex<_Tp> acosh(const complex<_Tp> &__x) {
+ const _Tp __pi(atan2(+0., -0.));
+ if (isinf(__x.real())) {
+ if (isnan(__x.imag()))
+ return complex<_Tp>(fabs(__x.real()), __x.imag());
+ if (isinf(__x.imag()))
+ if (__x.real() > 0)
+ return complex<_Tp>(__x.real(), copysign(__pi * _Tp(0.25), __x.imag()));
+ else
+ return complex<_Tp>(-__x.real(),
+ copysign(__pi * _Tp(0.75), __x.imag()));
+ if (__x.real() < 0)
+ return complex<_Tp>(-__x.real(), copysign(__pi, __x.imag()));
+ return complex<_Tp>(__x.real(), copysign(_Tp(0), __x.imag()));
+ }
+ if (isnan(__x.real())) {
+ if (isinf(__x.imag()))
+ return complex<_Tp>(fabs(__x.imag()), __x.real());
+ return complex<_Tp>(__x.real(), __x.real());
+ }
+ if (isinf(__x.imag()))
+ return complex<_Tp>(fabs(__x.imag()), copysign(__pi / _Tp(2), __x.imag()));
+ complex<_Tp> __z = log(__x + sqrt(pow(__x, _Tp(2)) - _Tp(1)));
+ return complex<_Tp>(copysign(__z.real(), _Tp(0)),
+ copysign(__z.imag(), __x.imag()));
+}
+
+// atanh
+
+template <class _Tp>
+CUDA_CALLABLE_MEMBER complex<_Tp> atanh(const complex<_Tp> &__x) {
+ const _Tp __pi(atan2(+0., -0.));
+ if (isinf(__x.imag())) {
+ return complex<_Tp>(copysign(_Tp(0), __x.real()),
+ copysign(__pi / _Tp(2), __x.imag()));
+ }
+ if (isnan(__x.imag())) {
+ if (isinf(__x.real()) || __x.real() == 0)
+ return complex<_Tp>(copysign(_Tp(0), __x.real()), __x.imag());
+ return complex<_Tp>(__x.imag(), __x.imag());
+ }
+ if (isnan(__x.real())) {
+ return complex<_Tp>(__x.real(), __x.real());
+ }
+ if (isinf(__x.real())) {
+ return complex<_Tp>(copysign(_Tp(0), __x.real()),
+ copysign(__pi / _Tp(2), __x.imag()));
+ }
+ if (fabs(__x.real()) == _Tp(1) && __x.imag() == _Tp(0)) {
+ return complex<_Tp>(copysign(_Tp(INFINITY), __x.real()),
+ copysign(_Tp(0), __x.imag()));
+ }
+ complex<_Tp> __z = log((_Tp(1) + __x) / (_Tp(1) - __x)) / _Tp(2);
+ return complex<_Tp>(copysign(__z.real(), __x.real()),
+ copysign(__z.imag(), __x.imag()));
+}
+
+// sinh
+
+template <class _Tp>
+CUDA_CALLABLE_MEMBER complex<_Tp> sinh(const complex<_Tp> &__x) {
+ if (isinf(__x.real()) && !isfinite(__x.imag()))
+ return complex<_Tp>(__x.real(), _Tp(NAN));
+ if (__x.real() == 0 && !isfinite(__x.imag()))
+ return complex<_Tp>(__x.real(), _Tp(NAN));
+ if (__x.imag() == 0 && !isfinite(__x.real()))
+ return __x;
+ return complex<_Tp>(sinh(__x.real()) * cos(__x.imag()),
+ cosh(__x.real()) * sin(__x.imag()));
+}
+
+// cosh
+
+template <class _Tp>
+CUDA_CALLABLE_MEMBER complex<_Tp> cosh(const complex<_Tp> &__x) {
+ if (isinf(__x.real()) && !isfinite(__x.imag()))
+ return complex<_Tp>(fabs(__x.real()), _Tp(NAN));
+ if (__x.real() == 0 && !isfinite(__x.imag()))
+ return complex<_Tp>(_Tp(NAN), __x.real());
+ if (__x.real() == 0 && __x.imag() == 0)
+ return complex<_Tp>(_Tp(1), __x.imag());
+ if (__x.imag() == 0 && !isfinite(__x.real()))
+ return complex<_Tp>(fabs(__x.real()), __x.imag());
+ return complex<_Tp>(cosh(__x.real()) * cos(__x.imag()),
+ sinh(__x.real()) * sin(__x.imag()));
+}
+
+// tanh
+
+template <class _Tp>
+CUDA_CALLABLE_MEMBER complex<_Tp> tanh(const complex<_Tp> &__x) {
+ if (isinf(__x.real())) {
+ if (!isfinite(__x.imag()))
+ return complex<_Tp>(_Tp(1), _Tp(0));
+ return complex<_Tp>(_Tp(1), copysign(_Tp(0), sin(_Tp(2) * __x.imag())));
+ }
+ if (isnan(__x.real()) && __x.imag() == 0)
+ return __x;
+ _Tp __2r(_Tp(2) * __x.real());
+ _Tp __2i(_Tp(2) * __x.imag());
+ _Tp __d(cosh(__2r) + cos(__2i));
+ return complex<_Tp>(sinh(__2r) / __d, sin(__2i) / __d);
+}
+
+// asin
+
+template <class _Tp>
+CUDA_CALLABLE_MEMBER complex<_Tp> asin(const complex<_Tp> &__x) {
+ complex<_Tp> __z = asinh(complex<_Tp>(-__x.imag(), __x.real()));
+ return complex<_Tp>(__z.imag(), -__z.real());
+}
+
+// acos
+
+template <class _Tp>
+CUDA_CALLABLE_MEMBER complex<_Tp> acos(const complex<_Tp> &__x) {
+ const _Tp __pi(atan2(+0., -0.));
+ if (isinf(__x.real())) {
+ if (isnan(__x.imag()))
+ return complex<_Tp>(__x.imag(), __x.real());
+ if (isinf(__x.imag())) {
+ if (__x.real() < _Tp(0))
+ return complex<_Tp>(_Tp(0.75) * __pi, -__x.imag());
+ return complex<_Tp>(_Tp(0.25) * __pi, -__x.imag());
+ }
+ if (__x.real() < _Tp(0))
+ return complex<_Tp>(__pi, signbit(__x.imag()) ? -__x.real() : __x.real());
+ return complex<_Tp>(_Tp(0), signbit(__x.imag()) ? __x.real() : -__x.real());
+ }
+ if (isnan(__x.real())) {
+ if (isinf(__x.imag()))
+ return complex<_Tp>(__x.real(), -__x.imag());
+ return complex<_Tp>(__x.real(), __x.real());
+ }
+ if (isinf(__x.imag()))
+ return complex<_Tp>(__pi / _Tp(2), -__x.imag());
+ if (__x.real() == 0)
+ return complex<_Tp>(__pi / _Tp(2), -__x.imag());
+ complex<_Tp> __z = log(__x + sqrt(pow(__x, _Tp(2)) - _Tp(1)));
+ if (signbit(__x.imag()))
+ return complex<_Tp>(fabs(__z.imag()), fabs(__z.real()));
+ return complex<_Tp>(fabs(__z.imag()), -fabs(__z.real()));
+}
+
+// atan
+
+template <class _Tp>
+CUDA_CALLABLE_MEMBER complex<_Tp> atan(const complex<_Tp> &__x) {
+ complex<_Tp> __z = atanh(complex<_Tp>(-__x.imag(), __x.real()));
+ return complex<_Tp>(__z.imag(), -__z.real());
+}
+
+// sin
+
+template <class _Tp>
+CUDA_CALLABLE_MEMBER complex<_Tp> sin(const complex<_Tp> &__x) {
+ complex<_Tp> __z = sinh(complex<_Tp>(-__x.imag(), __x.real()));
+ return complex<_Tp>(__z.imag(), -__z.real());
+}
+
+// cos
+
+template <class _Tp>
+inline CUDA_CALLABLE_MEMBER complex<_Tp> cos(const complex<_Tp> &__x) {
+ return cosh(complex<_Tp>(-__x.imag(), __x.real()));
+}
+
+// tan
+
+template <class _Tp>
+CUDA_CALLABLE_MEMBER complex<_Tp> tan(const complex<_Tp> &__x) {
+ complex<_Tp> __z = tanh(complex<_Tp>(-__x.imag(), __x.real()));
+ return complex<_Tp>(__z.imag(), -__z.real());
+}
+
+template <class _Tp, class _CharT, class _Traits>
+std::basic_istream<_CharT, _Traits> &
+operator>>(std::basic_istream<_CharT, _Traits> &__is, complex<_Tp> &__x) {
+ if (__is.good()) {
+ ws(__is);
+ if (__is.peek() == _CharT('(')) {
+ __is.get();
+ _Tp __r;
+ __is >> __r;
+ if (!__is.fail()) {
+ ws(__is);
+ _CharT __c = __is.peek();
+ if (__c == _CharT(',')) {
+ __is.get();
+ _Tp __i;
+ __is >> __i;
+ if (!__is.fail()) {
+ ws(__is);
+ __c = __is.peek();
+ if (__c == _CharT(')')) {
+ __is.get();
+ __x = complex<_Tp>(__r, __i);
+ } else
+ __is.setstate(std::ios_base::failbit);
+ } else
+ __is.setstate(std::ios_base::failbit);
+ } else if (__c == _CharT(')')) {
+ __is.get();
+ __x = complex<_Tp>(__r, _Tp(0));
+ } else
+ __is.setstate(std::ios_base::failbit);
+ } else
+ __is.setstate(std::ios_base::failbit);
+ } else {
+ _Tp __r;
+ __is >> __r;
+ if (!__is.fail())
+ __x = complex<_Tp>(__r, _Tp(0));
+ else
+ __is.setstate(std::ios_base::failbit);
+ }
+ } else
+ __is.setstate(std::ios_base::failbit);
+ return __is;
+}
+
+template <class _Tp, class _CharT, class _Traits>
+std::basic_ostream<_CharT, _Traits> &
+operator<<(std::basic_ostream<_CharT, _Traits> &__os, const complex<_Tp> &__x) {
+ std::basic_ostringstream<_CharT, _Traits> __s;
+ __s.flags(__os.flags());
+ __s.imbue(__os.getloc());
+ __s.precision(__os.precision());
+ __s << '(' << __x.real() << ',' << __x.imag() << ')';
+ return __os << __s.str();
+}
+
+//} // close namespace cuda_complex
+
+template <class U, class V>
+CUDA_CALLABLE_MEMBER auto operator*(const complex<U> &complexNumber,
+ const V &scalar) -> complex<U> {
+ return complex<U>(real(complexNumber) * scalar, imag(complexNumber) * scalar);
+}
+
+template <class U, class V>
+CUDA_CALLABLE_MEMBER auto operator*(const V &scalar,
+ const complex<U> &complexNumber)
+ -> complex<U> {
+ return complex<U>(real(complexNumber) * scalar, imag(complexNumber) * scalar);
+}
+
+template <class U, class V>
+CUDA_CALLABLE_MEMBER auto operator+(const complex<U> &complexNumber,
+ const V &scalar) -> complex<U> {
+ return complex<U>(real(complexNumber) + scalar, imag(complexNumber));
+}
+
+template <class U, class V>
+CUDA_CALLABLE_MEMBER auto operator+(const V &scalar,
+ const complex<U> &complexNumber)
+ -> complex<U> {
+ return complex<U>(real(complexNumber) + scalar, imag(complexNumber));
+}
+
+template <class U, class V>
+CUDA_CALLABLE_MEMBER auto operator-(const complex<U> &complexNumber,
+ const V &scalar) -> complex<U> {
+ return complex<U>(real(complexNumber) - scalar, imag(complexNumber));
+}
+
+template <class U, class V>
+CUDA_CALLABLE_MEMBER auto operator-(const V &scalar,
+ const complex<U> &complexNumber)
+ -> complex<U> {
+ return complex<U>(scalar - real(complexNumber), imag(complexNumber));
+}
+
+template <class U, class V>
+CUDA_CALLABLE_MEMBER auto operator/(const complex<U> &complexNumber,
+ const V scalar) -> complex<U> {
+ return complex<U>(real(complexNumber) / scalar, imag(complexNumber) / scalar);
+}
+
+template <class U, class V>
+CUDA_CALLABLE_MEMBER auto operator/(const V scalar,
+ const complex<U> &complexNumber)
+ -> complex<U> {
+ return complex<U>(scalar, 0) / complexNumber;
+}
+
+using ComplexDouble = complex<double>;
+using ComplexFloat = complex<float>;
+#endif // CUDA_COMPLEX_HPP
+}
diff --git a/pystencils/include/opencl_stdint.h b/pystencils/include/opencl_stdint.h
new file mode 100644
index 0000000000000000000000000000000000000000..98191faa56e97059f89cd8cd96f0390cf65d8168
--- /dev/null
+++ b/pystencils/include/opencl_stdint.h
@@ -0,0 +1,15 @@
+#ifndef OPENCL_STDINT
+#define OPENCL_STDINT
+
+typedef unsigned int uint_t;
+
+typedef signed char int8_t;
+typedef signed short int16_t;
+typedef signed int int32_t;
+typedef signed long int int64_t;
+typedef unsigned char uint8_t;
+typedef unsigned short uint16_t;
+typedef unsigned int uint32_t;
+typedef unsigned long int uint64_t;
+
+#endif
diff --git a/pystencils/include/philox_rand.h b/pystencils/include/philox_rand.h
index bbf1c1ac0ed015539743e4f027ed875209d08f61..283204921079ebfd79e022af53b17963de874cf4 100644
--- a/pystencils/include/philox_rand.h
+++ b/pystencils/include/philox_rand.h
@@ -52,8 +52,7 @@ QUALIFIERS void _philox4x32bumpkey(uint32* key)
QUALIFIERS double _uniform_double_hq(uint32 x, uint32 y)
{
- unsigned long long z = (unsigned long long)x ^
- ((unsigned long long)y << (53 - 32));
+ uint64 z = (uint64)x ^ ((uint64)y << (53 - 32));
return z * TWOPOW53_INV_DOUBLE + (TWOPOW53_INV_DOUBLE/2.0);
}
diff --git a/pystencils/integer_functions.py b/pystencils/integer_functions.py
index eb60dde7c5b663af931280072d656f2c9510fdf4..c6fae4fbf34baf61757b87cd142f8936347a81f7 100644
--- a/pystencils/integer_functions.py
+++ b/pystencils/integer_functions.py
@@ -1,17 +1,66 @@
+import numpy as np
import sympy as sp
-from pystencils.data_types import get_type_of_expression, collate_types
+from pystencils.data_types import cast_func, collate_types, create_type, get_type_of_expression
from pystencils.sympyextensions import is_integer_sequence
-bitwise_xor = sp.Function("bitwise_xor")
-bit_shift_right = sp.Function("bit_shift_right")
-bit_shift_left = sp.Function("bit_shift_left")
-bitwise_and = sp.Function("bitwise_and")
-bitwise_or = sp.Function("bitwise_or")
-int_div = sp.Function("int_div")
-int_power_of_2 = sp.Function("int_power_of_2")
-int_mod = sp.Function("int_mod")
-inc_post = sp.Function("inc_post")
+
+class IntegerFunctionTwoArgsMixIn(sp.Function):
+ is_integer = True
+
+ def __new__(cls, arg1, arg2):
+ args = []
+ for a in (arg1, arg2):
+ if isinstance(a, sp.Number) or isinstance(a, int):
+ args.append(cast_func(a, create_type("int")))
+ elif isinstance(a, np.generic):
+ args.append(cast_func(a, a.dtype))
+ else:
+ args.append(a)
+
+ for a in args:
+ try:
+ type = get_type_of_expression(a)
+ if not type.is_int():
+ raise ValueError("Argument to integer function is not an int but " + str(type))
+ except NotImplementedError:
+ raise ValueError("Integer functions can only be constructed with typed expressions")
+ return super().__new__(cls, *args)
+
+
+# noinspection PyPep8Naming
+class bitwise_xor(IntegerFunctionTwoArgsMixIn):
+ pass
+
+
+# noinspection PyPep8Naming
+class bit_shift_right(IntegerFunctionTwoArgsMixIn):
+ pass
+
+
+# noinspection PyPep8Naming
+class bit_shift_left(IntegerFunctionTwoArgsMixIn):
+ pass
+
+
+# noinspection PyPep8Naming
+class bitwise_and(IntegerFunctionTwoArgsMixIn):
+ pass
+
+
+# noinspection PyPep8Naming
+class bitwise_or(IntegerFunctionTwoArgsMixIn):
+ pass
+
+
+# noinspection PyPep8Naming
+class int_div(IntegerFunctionTwoArgsMixIn):
+ pass
+
+
+# noinspection PyPep8Naming
+class int_power_of_2(IntegerFunctionTwoArgsMixIn):
+ pass
# noinspection PyPep8Naming
@@ -31,6 +80,7 @@ class modulo_floor(sp.Function):
'(int64_t)((a) / (b)) * (b)'
"""
nargs = 2
+ is_integer = True
def __new__(cls, integer, divisor):
if is_integer_sequence((integer, divisor)):
@@ -62,6 +112,7 @@ class modulo_ceil(sp.Function):
'((a) % (b) == 0 ? a : ((int64_t)((a) / (b))+1) * (b))'
"""
nargs = 2
+ is_integer = True
def __new__(cls, integer, divisor):
if is_integer_sequence((integer, divisor)):
@@ -91,6 +142,7 @@ class div_ceil(sp.Function):
'( (a) % (b) == 0 ? (int64_t)(a) / (int64_t)(b) : ( (int64_t)(a) / (int64_t)(b) ) +1 )'
"""
nargs = 2
+ is_integer = True
def __new__(cls, integer, divisor):
if is_integer_sequence((integer, divisor)):
@@ -120,6 +172,7 @@ class div_floor(sp.Function):
'((int64_t)(a) / (int64_t)(b))'
"""
nargs = 2
+ is_integer = True
def __new__(cls, integer, divisor):
if is_integer_sequence((integer, divisor)):
diff --git a/pystencils/integer_set_analysis.py b/pystencils/integer_set_analysis.py
index fc4a60b130f2671907e938020527580f0078e280..82af791caf805877089ba957afcff517669f4b6b 100644
--- a/pystencils/integer_set_analysis.py
+++ b/pystencils/integer_set_analysis.py
@@ -1,7 +1,7 @@
"""Transformations using integer sets based on ISL library"""
-import sympy as sp
import islpy as isl
+import sympy as sp
import pystencils.astnodes as ast
from pystencils.transformations import parents_of_type
@@ -36,13 +36,12 @@ def isl_iteration_set(node: ast.Node):
loop_start_str = remove_brackets(str(loop.start))
loop_stop_str = remove_brackets(str(loop.stop))
ctr_name = loop.loop_counter_name
- set_string_description = "{} >= {} and {} < {}".format(ctr_name, loop_start_str, ctr_name, loop_stop_str)
+ set_string_description = f"{ctr_name} >= {loop_start_str} and {ctr_name} < {loop_stop_str}"
conditions.append(remove_brackets(set_string_description))
symbol_names = ','.join(degrees_of_freedom)
condition_str = ' and '.join(conditions)
- set_description = "{{ [{symbol_names}] : {condition_str} }}".format(symbol_names=symbol_names,
- condition_str=condition_str)
+ set_description = f"{{ [{symbol_names}] : {condition_str} }}"
return degrees_of_freedom, isl.BasicSet(set_description)
@@ -53,8 +52,7 @@ def simplify_loop_counter_dependent_conditional(conditional):
if dofs_in_condition.issubset(dofs_in_loops):
symbol_names = ','.join(dofs_in_loops)
condition_str = remove_brackets(str(conditional.condition_expr))
- condition_set = isl.BasicSet("{{ [{symbol_names}] : {condition_str} }}".format(symbol_names=symbol_names,
- condition_str=condition_str))
+ condition_set = isl.BasicSet(f"{{ [{symbol_names}] : {condition_str} }}")
if condition_set.is_empty():
conditional.replace_by_false_block()
diff --git a/pystencils/interpolation_astnodes.py b/pystencils/interpolation_astnodes.py
new file mode 100644
index 0000000000000000000000000000000000000000..a694cb8eac864fdcea59fced498f72619bbdfec1
--- /dev/null
+++ b/pystencils/interpolation_astnodes.py
@@ -0,0 +1,526 @@
+# -*- coding: utf-8 -*-
+#
+# Copyright © 2019 Stephan Seitz <stephan.seitz@fau.de>
+#
+# Distributed under terms of the GPLv3 license.
+
+"""
+
+"""
+
+import hashlib
+import itertools
+from enum import Enum
+from typing import Set
+
+import sympy as sp
+from sympy.core.cache import cacheit
+
+import pystencils
+from pystencils.astnodes import Node
+from pystencils.data_types import TypedSymbol, cast_func, create_type
+
+try:
+ import pycuda.driver
+except Exception:
+ pass
+
+_hash = hashlib.md5
+
+
+class InterpolationMode(str, Enum):
+ NEAREST_NEIGHBOR = "nearest_neighbour"
+ NN = NEAREST_NEIGHBOR
+ LINEAR = "linear"
+ CUBIC_SPLINE = "cubic_spline"
+
+
+class _InterpolationSymbol(TypedSymbol):
+
+ def __new__(cls, name, field, interpolator):
+ obj = cls.__xnew_cached_(cls, name, field, interpolator)
+ return obj
+
+ def __new_stage2__(cls, name, field, interpolator):
+ obj = super().__xnew__(cls, name, 'dummy_symbol_carrying_field' + field.name)
+ obj.field = field
+ obj.interpolator = interpolator
+ return obj
+
+ def __getnewargs__(self):
+ return self.name, self.field, self.interpolator
+
+ # noinspection SpellCheckingInspection
+ __xnew__ = staticmethod(__new_stage2__)
+ # noinspection SpellCheckingInspection
+ __xnew_cached_ = staticmethod(cacheit(__new_stage2__))
+
+
+class Interpolator(object):
+ """
+ Implements non-integer accesses on fields using linear interpolation.
+
+ On GPU, this interpolator can be implemented by a :class:`.TextureCachedField` for hardware acceleration.
+
+ Address modes are different boundary handlings possible choices are like for CUDA textures
+
+ **CLAMP**
+
+ The signal c[k] is continued outside k=0,...,M-1 so that c[k] = c[0] for k < 0, and c[k] = c[M-1] for k >= M.
+
+ **BORDER**
+
+ The signal c[k] is continued outside k=0,...,M-1 so that c[k] = 0 for k < 0and for k >= M.
+
+ Now, to describe the last two address modes, we are forced to consider normalized coordinates,
+ so that the 1D input signal samples are assumed to be c[k / M], with k=0,...,M-1.
+
+ **WRAP**
+
+ The signal c[k / M] is continued outside k=0,...,M-1 so that it is periodic with period equal to M.
+ In other words, c[(k + p * M) / M] = c[k / M] for any (positive, negative or vanishing) integer p.
+
+ **MIRROR**
+
+ The signal c[k / M] is continued outside k=0,...,M-1 so that it is periodic with period equal to 2 * M - 2.
+ In other words, c[l / M] = c[k / M] for any l and k such that (l + k)mod(2 * M - 2) = 0.
+
+ Explanations from https://stackoverflow.com/questions/19020963/the-different-addressing-modes-of-cuda-textures
+ """
+
+ required_global_declarations = []
+
+ def __init__(self,
+ parent_field,
+ interpolation_mode: InterpolationMode,
+ address_mode='BORDER',
+ use_normalized_coordinates=False,
+ allow_textures=True):
+ super().__init__()
+
+ self.field = parent_field
+ self.field.field_type = pystencils.field.FieldType.CUSTOM
+ self.address_mode = address_mode
+ self.use_normalized_coordinates = use_normalized_coordinates
+ self.interpolation_mode = interpolation_mode
+ self.hash_str = hashlib.md5(
+ f'{self.field}_{address_mode}_{self.field.dtype}_{interpolation_mode}'.encode()).hexdigest()
+ self.symbol = _InterpolationSymbol(str(self), parent_field, self)
+ self.allow_textures = allow_textures
+
+ @property
+ def ndim(self):
+ return self.field.ndim
+
+ @property
+ def _hashable_contents(self):
+ return (str(self.address_mode),
+ str(type(self)),
+ self.hash_str,
+ self.use_normalized_coordinates)
+
+ def at(self, offset):
+ return InterpolatorAccess(self.symbol, *[sp.S(o) for o in offset])
+
+ def __getitem__(self, offset):
+ return InterpolatorAccess(self.symbol, *[sp.S(o) for o in offset])
+
+ def __str__(self):
+ return f'{self.field.name}_interpolator_{self.reproducible_hash}'
+
+ def __repr__(self):
+ return self.__str__()
+
+ def __hash__(self):
+ return hash(self._hashable_contents)
+
+ def __eq__(self, other):
+ return hash(self) == hash(other)
+
+ @property
+ def reproducible_hash(self):
+ return _hash(str(self._hashable_contents).encode()).hexdigest()
+
+
+class LinearInterpolator(Interpolator):
+
+ def __init__(self,
+ parent_field: pystencils.Field,
+ address_mode='BORDER',
+ use_normalized_coordinates=False):
+ super().__init__(parent_field,
+ InterpolationMode.LINEAR,
+ address_mode,
+ use_normalized_coordinates)
+
+
+class NearestNeightborInterpolator(Interpolator):
+
+ def __init__(self,
+ parent_field: pystencils.Field,
+ address_mode='BORDER',
+ use_normalized_coordinates=False):
+ super().__init__(parent_field,
+ InterpolationMode.NN,
+ address_mode,
+ use_normalized_coordinates)
+
+
+class InterpolatorAccess(TypedSymbol):
+ def __new__(cls, field, *offsets, **kwargs):
+ obj = InterpolatorAccess.__xnew_cached_(cls, field, *offsets, **kwargs)
+ return obj
+
+ def __new_stage2__(cls, symbol, *offsets):
+ assert offsets is not None
+ obj = super().__xnew__(cls, '%s_interpolator_%s' %
+ (symbol.field.name, _hash(str(tuple(offsets)).encode()).hexdigest()),
+ symbol.field.dtype)
+ obj.offsets = offsets
+ obj.symbol = symbol
+ obj.field = symbol.field
+ obj.interpolator = symbol.interpolator
+ return obj
+
+ def _hashable_contents(self):
+ return super()._hashable_content() + ((self.symbol, self.field, tuple(self.offsets), self.symbol.interpolator))
+
+ def __str__(self):
+ return f"{self.field.name}_interpolator({', '.join(str(o) for o in self.offsets)})"
+
+ def __repr__(self):
+ return self.__str__()
+
+ def _latex(self, printer, *_):
+ n = self.field.latex_name if self.field.latex_name else self.field.name
+ foo = ", ".join(str(printer.doprint(o)) for o in self.offsets)
+ return f'{n}_{{interpolator}}\\left({foo}\\right)'
+
+ @property
+ def ndim(self):
+ return len(self.offsets)
+
+ @property
+ def is_texture(self):
+ return isinstance(self.interpolator, TextureCachedField)
+
+ def atoms(self, *types):
+ if self.offsets:
+ offsets = set(o for o in self.offsets if isinstance(o, types))
+ if isinstance(self, *types):
+ offsets.update([self])
+ for o in self.offsets:
+ if hasattr(o, 'atoms'):
+ offsets.update(set(o.atoms(*types)))
+ return offsets
+ else:
+ return set()
+
+ def neighbor(self, coord_id, offset):
+ offset_list = list(self.offsets)
+ offset_list[coord_id] += offset
+ return self.interpolator.at(tuple(offset_list))
+
+ @property
+ def free_symbols(self):
+ symbols = set()
+ if self.offsets is not None:
+ for o in self.offsets:
+ if hasattr(o, 'free_symbols'):
+ symbols.update(set(o.free_symbols))
+ # if hasattr(o, 'atoms'):
+ # symbols.update(set(o.atoms(sp.Symbol)))
+
+ return symbols
+
+ @property
+ def required_global_declarations(self):
+ required_global_declarations = self.symbol.interpolator.required_global_declarations
+ if required_global_declarations:
+ required_global_declarations[0]._symbols_defined.add(self)
+ return required_global_declarations
+
+ @property
+ def args(self):
+ return [self.symbol, *self.offsets]
+
+ @property
+ def symbols_defined(self) -> Set[sp.Symbol]:
+ return {self}
+
+ @property
+ def interpolation_mode(self):
+ return self.interpolator.interpolation_mode
+
+ @property
+ def _diff_interpolation_vec(self):
+ return sp.Matrix([DiffInterpolatorAccess(self.symbol, i, *self.offsets)
+ for i in range(len(self.offsets))])
+
+ def diff(self, *symbols, **kwargs):
+ if symbols == (self,):
+ return 1
+ rtn = self._diff_interpolation_vec.T * sp.Matrix(self.offsets).diff(*symbols, **kwargs)
+ if rtn.shape == (1, 1):
+ rtn = rtn[0, 0]
+ return rtn
+
+ def implementation_with_stencils(self):
+ field = self.field
+
+ default_int_type = create_type('int64')
+ use_textures = isinstance(self.interpolator, TextureCachedField)
+ if use_textures:
+ def absolute_access(x, _):
+ return self.symbol.interpolator.at((o for o in x))
+ else:
+ absolute_access = field.absolute_access
+
+ sum = [0, ] * (field.shape[0] if field.index_dimensions else 1)
+
+ offsets = self.offsets
+ rounding_functions = (sp.floor, lambda x: sp.floor(x) + 1)
+
+ for channel_idx in range(field.shape[0] if field.index_dimensions else 1):
+ if self.interpolation_mode == InterpolationMode.NN:
+ if use_textures:
+ sum[channel_idx] = self
+ else:
+ sum[channel_idx] = absolute_access([sp.floor(i + 0.5) for i in offsets], channel_idx)
+
+ elif self.interpolation_mode == InterpolationMode.LINEAR:
+ # TODO optimization: implement via lerp: https://devblogs.nvidia.com/lerp-faster-cuda/
+ for c in itertools.product(rounding_functions, repeat=field.spatial_dimensions):
+ weight = sp.Mul(*[1 - sp.Abs(f(offset) - offset) for (f, offset) in zip(c, offsets)])
+ index = [f(offset) for (f, offset) in zip(c, offsets)]
+ # Hardware boundary handling on GPU
+ if use_textures:
+ weight = sp.Mul(*[1 - sp.Abs(f(offset) - offset) for (f, offset) in zip(c, offsets)])
+ sum[channel_idx] += \
+ weight * absolute_access(index, channel_idx if field.index_dimensions else ())
+ # else boundary handling using software
+ elif str(self.interpolator.address_mode).lower() == 'border':
+ is_inside_field = sp.And(
+ *itertools.chain([i >= 0 for i in index],
+ [idx < field.shape[dim] for (dim, idx) in enumerate(index)]))
+ index = [cast_func(i, default_int_type) for i in index]
+ sum[channel_idx] += sp.Piecewise(
+ (weight * absolute_access(index, channel_idx if field.index_dimensions else ()),
+ is_inside_field),
+ (sp.simplify(0), True)
+ )
+ elif str(self.interpolator.address_mode).lower() == 'clamp':
+ index = [sp.Min(sp.Max(0, cast_func(i, default_int_type)), field.spatial_shape[dim] - 1)
+ for (dim, i) in enumerate(index)]
+ sum[channel_idx] += weight * \
+ absolute_access(index, channel_idx if field.index_dimensions else ())
+ elif str(self.interpolator.address_mode).lower() == 'wrap':
+ index = [sp.Mod(cast_func(i, default_int_type), field.shape[dim] - 1)
+ for (dim, i) in enumerate(index)]
+ index = [cast_func(sp.Piecewise((i, i > 0),
+ (sp.Abs(cast_func(field.shape[dim] - 1 + i, default_int_type)),
+ True)), default_int_type)
+ for (dim, i) in enumerate(index)]
+ sum[channel_idx] += weight * \
+ absolute_access(index, channel_idx if field.index_dimensions else ())
+ # sum[channel_idx] = 0
+ elif str(self.interpolator.address_mode).lower() == 'mirror':
+ def triangle_fun(x, half_period):
+ saw_tooth = cast_func(sp.Abs(cast_func(x, 'int32')), 'int32') % (
+ cast_func(2 * half_period, create_type('int32')))
+ return sp.Piecewise((saw_tooth, saw_tooth < half_period),
+ (2 * half_period - 1 - saw_tooth, True))
+ index = [cast_func(triangle_fun(i, field.shape[dim]),
+ default_int_type) for (dim, i) in enumerate(index)]
+ sum[channel_idx] += weight * \
+ absolute_access(index, channel_idx if field.index_dimensions else ())
+ else:
+ raise NotImplementedError()
+ elif self.interpolation_mode == InterpolationMode.CUBIC_SPLINE:
+ raise NotImplementedError("only works with HW interpolation for float32")
+
+ sum = [sp.factor(s) for s in sum]
+
+ if field.index_dimensions:
+ return sp.Matrix(sum)
+ else:
+ return sum[0]
+
+ # noinspection SpellCheckingInspection
+ __xnew__ = staticmethod(__new_stage2__)
+ # noinspection SpellCheckingInspection
+ __xnew_cached_ = staticmethod(cacheit(__new_stage2__))
+
+ def __getnewargs__(self):
+ return (self.symbol, *self.offsets)
+
+
+class DiffInterpolatorAccess(InterpolatorAccess):
+ def __new__(cls, symbol, diff_coordinate_idx, *offsets, **kwargs):
+ if symbol.interpolator.interpolation_mode == InterpolationMode.LINEAR:
+ from pystencils.fd import Diff, Discretization2ndOrder
+ return Discretization2ndOrder(1)(Diff(symbol.interpolator.at(offsets), diff_coordinate_idx))
+ obj = DiffInterpolatorAccess.__xnew_cached_(cls, symbol, diff_coordinate_idx, *offsets, **kwargs)
+ return obj
+
+ def __new_stage2__(self, symbol: sp.Symbol, diff_coordinate_idx, *offsets):
+ assert offsets is not None
+ obj = super().__xnew__(self, symbol, *offsets)
+ obj.diff_coordinate_idx = diff_coordinate_idx
+ return obj
+
+ def __hash__(self):
+ return hash((self.symbol, self.field, self.diff_coordinate_idx, tuple(self.offsets), self.interpolator))
+
+ def __str__(self):
+ return '%s_diff%i_interpolator(%s)' % (self.field.name, self.diff_coordinate_idx,
+ ', '.join(str(o) for o in self.offsets))
+
+ def __repr__(self):
+ return str(self)
+
+ @property
+ def args(self):
+ return [self.symbol, self.diff_coordinate_idx, *self.offsets]
+
+ @property
+ def symbols_defined(self) -> Set[sp.Symbol]:
+ return {self}
+
+ @property
+ def interpolation_mode(self):
+ return self.interpolator.interpolation_mode
+
+ # noinspection SpellCheckingInspection
+ __xnew__ = staticmethod(__new_stage2__)
+ # noinspection SpellCheckingInspection
+ __xnew_cached_ = staticmethod(cacheit(__new_stage2__))
+
+ def __getnewargs__(self):
+ return (self.symbol, self.diff_coordinate_idx, *self.offsets)
+
+
+##########################################################################################
+# GPU-specific fast specializations (for precision GPUs can also use above nodes/symbols #
+##########################################################################################
+
+
+class TextureCachedField(Interpolator):
+
+ def __init__(self, parent_field,
+ address_mode=None,
+ filter_mode=None,
+ interpolation_mode: InterpolationMode = InterpolationMode.LINEAR,
+ use_normalized_coordinates=False,
+ read_as_integer=False
+ ):
+ super().__init__(parent_field, interpolation_mode, address_mode, use_normalized_coordinates)
+
+ if address_mode is None:
+ address_mode = 'border'
+ if filter_mode is None:
+ filter_mode = pycuda.driver.filter_mode.LINEAR
+
+ self.read_as_integer = read_as_integer
+ self.required_global_declarations = [TextureDeclaration(self)]
+
+ @property
+ def ndim(self):
+ return self.field.ndim
+
+ @classmethod
+ def from_interpolator(cls, interpolator: LinearInterpolator):
+ if (isinstance(interpolator, cls)
+ or (hasattr(interpolator, 'allow_textures') and not interpolator.allow_textures)):
+ return interpolator
+ obj = cls(interpolator.field, interpolator.address_mode, interpolation_mode=interpolator.interpolation_mode)
+ return obj
+
+ def __str__(self):
+ return f'{self.field.name}_texture_{self.reproducible_hash}'
+
+ def __repr__(self):
+ return self.__str__()
+
+ @property
+ def reproducible_hash(self):
+ return _hash(str(self._hashable_contents).encode()).hexdigest()
+
+
+class TextureDeclaration(Node):
+ """
+ A global declaration of a texture. Visible both for device and host code.
+
+ .. code:: cpp
+
+ // This Node represents the following global declaration
+ texture<float, cudaTextureType2D, cudaReadModeElementType> x_texture_5acc9fced7b0dc3e;
+
+ __device__ kernel(...) {
+ // kernel acceses x_texture_5acc9fced7b0dc3e with tex2d(...)
+ }
+
+ __host__ launch_kernel(...) {
+ // Host needs to bind the texture
+ cudaBindTexture(0, x_texture_5acc9fced7b0dc3e, buffer, N*sizeof(float));
+ }
+
+ This has been deprecated by CUDA in favor of :class:`.TextureObject`.
+ But texture objects are not yet supported by PyCUDA (https://github.com/inducer/pycuda/pull/174)
+ """
+
+ def __init__(self, parent_texture):
+ self.texture = parent_texture
+ self._symbols_defined = {self.texture.symbol}
+
+ @property
+ def symbols_defined(self) -> Set[sp.Symbol]:
+ return self._symbols_defined
+
+ @property
+ def args(self) -> Set[sp.Symbol]:
+ return set()
+
+ @property
+ def headers(self):
+ headers = ['"pycuda-helpers.hpp"']
+ if self.texture.interpolation_mode == InterpolationMode.CUBIC_SPLINE:
+ headers.append('"cubicTex%iD.cu"' % self.texture.ndim)
+ return headers
+
+ def __str__(self):
+ from pystencils.backends.cuda_backend import CudaBackend
+ return CudaBackend()(self)
+
+ def __repr__(self):
+ return str(self)
+
+
+class TextureObject(TextureDeclaration):
+ """
+ A CUDA texture object. Opposed to :class:`.TextureDeclaration` it is not declared globally but
+ used as a function argument for the kernel call.
+
+ Like :class:`.TextureDeclaration` it defines :class:`.TextureAccess` symbols.
+ Just the printing representation is a bit different.
+ """
+ pass
+
+
+def dtype_supports_textures(dtype):
+ """
+ Returns whether CUDA natively supports texture fetches with this numpy dtype.
+
+ The maximum word size for a texture fetch is four bytes.
+
+ With this trick also larger dtypes can be fetched:
+ https://github.com/inducer/pycuda/blob/master/pycuda/cuda/pycuda-helpers.hpp
+
+ """
+ if hasattr(dtype, 'numpy_dtype'):
+ dtype = dtype.numpy_dtype
+
+ if isinstance(dtype, type):
+ return dtype().itemsize <= 4
+
+ return dtype.itemsize <= 4
diff --git a/pystencils/jupytersetup.py b/pystencils/jupyter.py
similarity index 65%
rename from pystencils/jupytersetup.py
rename to pystencils/jupyter.py
index b4b5cafff184df85661d9b4f9430797d54f2ef73..50bbb3a34356f2d52e287405a5092fb5f7517203 100644
--- a/pystencils/jupytersetup.py
+++ b/pystencils/jupyter.py
@@ -1,69 +1,13 @@
-import pystencils.plot2d as plt
-import matplotlib.animation as animation
-from IPython.display import HTML
-from tempfile import NamedTemporaryFile
import base64
-import sympy as sp
+from tempfile import NamedTemporaryFile
-__all__ = ['log_progress', 'make_imshow_animation', 'display_animation', 'set_display_mode']
-
-
-def log_progress(sequence, every=None, size=None, name='Items'):
- """Copied from https://github.com/alexanderkuk/log-progress"""
- from ipywidgets import IntProgress, HTML, VBox
- from IPython.display import display
-
- is_iterator = False
- if size is None:
- try:
- size = len(sequence)
- except TypeError:
- is_iterator = True
- if size is not None:
- if every is None:
- if size <= 200:
- every = 1
- else:
- every = int(size / 200) # every 0.5%
- else:
- assert every is not None, 'sequence is iterator, set every'
+import matplotlib.animation as animation
+import sympy as sp
+from IPython.display import HTML
- if is_iterator:
- progress = IntProgress(min=0, max=1, value=1)
- progress.bar_style = 'info'
- else:
- progress = IntProgress(min=0, max=size, value=0)
- label = HTML()
- box = VBox(children=[label, progress])
- display(box)
+import pystencils.plot as plt
- index = 0
- try:
- for index, record in enumerate(sequence, 1):
- if index == 1 or index % every == 0:
- if is_iterator:
- label.value = '{name}: {index} / ?'.format(
- name=name,
- index=index
- )
- else:
- progress.value = index
- label.value = u'{name}: {index} / {size}'.format(
- name=name,
- index=index,
- size=size
- )
- yield record
- except:
- progress.bar_style = 'danger'
- raise
- else:
- progress.bar_style = 'success'
- progress.value = index
- label.value = "{name}: {index}".format(
- name=name,
- index=str(index or '?')
- )
+__all__ = ['make_imshow_animation', 'display_animation', 'set_display_mode']
VIDEO_TAG = """<video controls width="80%">
@@ -125,13 +69,13 @@ def display_in_extra_window(*_, **__):
# ------- Version 3: Animation is shown in images that are updated directly in website --------------
-def display_as_html_image(animation, show=True, iterations=10000, *args, **kwargs):
+def display_as_html_image(animation, show=True, *args, **kwargs):
from IPython import display
try:
if show:
animation._init_draw()
- for i in range(iterations):
+ for _ in animation.frame_seq:
if show:
fig = plt.gcf()
display.display(fig)
diff --git a/pystencils/kerncraft_coupling/__init__.py b/pystencils/kerncraft_coupling/__init__.py
index 33a2ed21f093f41d5957cdbab5b121a84897831e..8d2c3ad506692ad52c265ff61bb616fce6021f4e 100644
--- a/pystencils/kerncraft_coupling/__init__.py
+++ b/pystencils/kerncraft_coupling/__init__.py
@@ -1,3 +1,4 @@
-from .kerncraft_interface import PyStencilsKerncraftKernel, KerncraftParameters
+from .generate_benchmark import generate_benchmark, run_c_benchmark
+from .kerncraft_interface import KerncraftParameters, PyStencilsKerncraftKernel
-__all__ = ['PyStencilsKerncraftKernel', 'KerncraftParameters']
+__all__ = ['PyStencilsKerncraftKernel', 'KerncraftParameters', 'generate_benchmark', 'run_c_benchmark']
diff --git a/pystencils/kerncraft_coupling/generate_benchmark.py b/pystencils/kerncraft_coupling/generate_benchmark.py
index 339e1bb301975f1a9a14ae2279db1b11102122b9..9a012d6c2a75c98faae05e6815dd3883c7d4d2e4 100644
--- a/pystencils/kerncraft_coupling/generate_benchmark.py
+++ b/pystencils/kerncraft_coupling/generate_benchmark.py
@@ -1,107 +1,30 @@
-from jinja2 import Template
-from pystencils.backends.cbackend import generate_c, get_headers
-from pystencils.sympyextensions import prod
-from pystencils.data_types import get_base_type
-from pystencils.astnodes import PragmaBlock
-
-benchmark_template = Template("""
-#include "kerncraft.h"
-#include <stdlib.h>
-#include <stdint.h>
-#include <stdbool.h>
-#include <math.h>
-{{ includes }}
-
-{%- if likwid %}
-#include <likwid.h>
-{%- endif %}
-
-#define RESTRICT __restrict__
-#define FUNC_PREFIX
-void dummy(double *);
-extern int var_false;
-
-
-{{kernel_code}}
-
-
-int main(int argc, char **argv)
-{
- {%- if likwid %}
- likwid_markerInit();
- {%- endif %}
-
- {%- for field_name, dataType, size in fields %}
-
- // Initialization {{field_name}}
- double * {{field_name}} = (double *) aligned_malloc(sizeof({{dataType}}) * {{size}}, 64);
- for (unsigned long long i = 0; i < {{size}}; ++i)
- {{field_name}}[i] = 0.23;
-
- if(var_false)
- dummy({{field_name}});
-
- {%- endfor %}
-
-
-
- {%- for constantName, dataType in constants %}
-
- // Constant {{constantName}}
- {{dataType}} {{constantName}};
- {{constantName}} = 0.23;
- if(var_false)
- dummy(& {{constantName}});
-
- {%- endfor %}
-
- {%- if likwid and openmp %}
- #pragma omp parallel
- {
- likwid_markerRegisterRegion("loop");
- #pragma omp barrier
- {%- elif likwid %}
- likwid_markerRegisterRegion("loop");
- {%- endif %}
+import subprocess
+import warnings
+import tempfile
+from pathlib import Path
- for(int warmup = 1; warmup >= 0; --warmup) {
- int repeat = 2;
- if(warmup == 0) {
- repeat = atoi(argv[1]);
- {%- if likwid %}
- likwid_markerStartRegion("loop");
- {%- endif %}
- }
+from jinja2 import Environment, PackageLoader, StrictUndefined
- for (; repeat > 0; --repeat)
- {
- {{kernelName}}({{call_argument_list}});
-
- // Dummy calls
- {%- for field_name, dataType, size in fields %}
- if(var_false) dummy({{field_name}});
- {%- endfor %}
- {%- for constantName, dataType in constants %}
- if(var_false) dummy(&{{constantName}});
- {%- endfor %}
- }
- }
+from pystencils.astnodes import PragmaBlock
+from pystencils.backends.cbackend import generate_c, get_headers
+from pystencils.cpu.cpujit import get_compiler_config, run_compile_step
+from pystencils.data_types import get_base_type
+from pystencils.include import get_pystencils_include_path
+from pystencils.sympyextensions import prod
- {%- if likwid %}
- likwid_markerStopRegion("loop");
- {%- if openmp %}
- }
- {%- endif %}
- {%- endif %}
- {%- if likwid %}
- likwid_markerClose();
- {%- endif %}
-}
-""")
+def generate_benchmark(ast, likwid=False, openmp=False, timing=False):
+ """Return C code of a benchmark program for the given kernel.
+ Args:
+ ast: the pystencils AST object as returned by create_kernel
+ likwid: if True likwid markers are added to the code
+ openmp: relevant only if likwid=True, to generated correct likwid initialization code
+ timing: add timing output to the code, prints time per iteration to stdout
-def generate_benchmark(ast, likwid=False, openmp=False):
+ Returns:
+ C code as string
+ """
accessed_fields = {f.name: f for f in ast.fields_accessed}
constants = []
fields = []
@@ -126,7 +49,7 @@ def generate_benchmark(ast, likwid=False, openmp=False):
if len(ast.body.args) > 0 and isinstance(ast.body.args[0], PragmaBlock):
ast.body.args[0].pragma_line = ''
- args = {
+ jinja_context = {
'likwid': likwid,
'openmp': openmp,
'kernel_code': generate_c(ast, dialect='c'),
@@ -135,5 +58,63 @@ def generate_benchmark(ast, likwid=False, openmp=False):
'constants': constants,
'call_argument_list': ",".join(call_parameters),
'includes': includes,
+ 'timing': timing,
}
- return benchmark_template.render(**args)
+
+ env = Environment(loader=PackageLoader('pystencils.kerncraft_coupling'), undefined=StrictUndefined)
+
+ return env.get_template('benchmark.c').render(**jinja_context)
+
+
+def run_c_benchmark(ast, inner_iterations, outer_iterations=3, path=None):
+ """Runs the given kernel with outer loop in C
+
+ Args:
+ ast: pystencils ast which is used to compile the benchmark file
+ inner_iterations: timings are recorded around this many iterations
+ outer_iterations: number of timings recorded
+ path: path where the benchmark file is stored. If None a tmp folder is created
+
+ Returns:
+ list of times per iterations for each outer iteration
+ """
+ import kerncraft
+
+ benchmark_code = generate_benchmark(ast, timing=True)
+
+ if path is None:
+ path = tempfile.mkdtemp()
+
+ if isinstance(path, str):
+ path = Path(path)
+
+ with open(path / 'bench.c', 'w') as f:
+ f.write(benchmark_code)
+
+ kerncraft_path = Path(kerncraft.__file__).parent
+
+ extra_flags = ['-I' + get_pystencils_include_path(),
+ '-I' + str(kerncraft_path / 'headers')]
+
+ compiler_config = get_compiler_config()
+ compile_cmd = [compiler_config['command']] + compiler_config['flags'].split()
+ compile_cmd += [*extra_flags,
+ kerncraft_path / 'headers' / 'timing.c',
+ kerncraft_path / 'headers' / 'dummy.c',
+ path / 'bench.c',
+ '-o', path / 'bench',
+ ]
+ run_compile_step(compile_cmd)
+
+ time_pre_estimation_per_iteration = float(subprocess.check_output(['./' / path / 'bench', str(10)]))
+ benchmark_time_limit = 20
+ if benchmark_time_limit / time_pre_estimation_per_iteration < inner_iterations:
+ warn = (f"A benchmark run with {inner_iterations} inner_iterations will probably take longer than "
+ f"{benchmark_time_limit} seconds for this kernel")
+ warnings.warn(warn)
+
+ results = []
+ for _ in range(outer_iterations):
+ benchmark_time = float(subprocess.check_output(['./' / path / 'bench', str(inner_iterations)]))
+ results.append(benchmark_time)
+ return results
diff --git a/pystencils/kerncraft_coupling/kerncraft_interface.py b/pystencils/kerncraft_coupling/kerncraft_interface.py
index 0aa4dcd24185cbb6064fdc3a1023178b30fea9af..c0dc5888f579955bbff5092b7c0fd73b71c05176 100644
--- a/pystencils/kerncraft_coupling/kerncraft_interface.py
+++ b/pystencils/kerncraft_coupling/kerncraft_interface.py
@@ -1,29 +1,37 @@
+import warnings
+import fcntl
+from collections import defaultdict
from tempfile import TemporaryDirectory
+import textwrap
+import itertools
+import string
+from jinja2 import Environment, PackageLoader, StrictUndefined, Template
import sympy as sp
-from collections import defaultdict
-import kerncraft
-import kerncraft.kernel
-from typing import Optional
+from kerncraft.kerncraft import KernelCode
+from kerncraft.kernel import symbol_pos_int
from kerncraft.machinemodel import MachineModel
-from pystencils.kerncraft_coupling.generate_benchmark import generate_benchmark
-from pystencils.astnodes import LoopOverCoordinate, SympyAssignment, ResolvedFieldAccess, KernelFunction
+from pystencils.astnodes import \
+ KernelFunction, LoopOverCoordinate, ResolvedFieldAccess, SympyAssignment
+from pystencils.backends.cbackend import generate_c, get_headers
from pystencils.field import get_layout_from_strides
from pystencils.sympyextensions import count_operations_in_ast
from pystencils.transformations import filtered_tree_iteration
from pystencils.utils import DotDict
-import warnings
+from pystencils.cpu.kernelcreation import add_openmp
+from pystencils.data_types import get_base_type
+from pystencils.sympyextensions import prod
-class PyStencilsKerncraftKernel(kerncraft.kernel.KernelCode):
+class PyStencilsKerncraftKernel(KernelCode):
"""
Implementation of kerncraft's kernel interface for pystencils CPU kernels.
Analyses a list of equations assuming they will be executed on a CPU
"""
LIKWID_BASE = '/usr/local/likwid'
- def __init__(self, ast: KernelFunction, machine: Optional[MachineModel] = None,
+ def __init__(self, ast: KernelFunction, machine: MachineModel,
assumed_layout='SoA', debug_print=False, filename=None):
"""Create a kerncraft kernel using a pystencils AST
@@ -33,15 +41,19 @@ class PyStencilsKerncraftKernel(kerncraft.kernel.KernelCode):
assumed_layout: either 'SoA' or 'AoS' - if fields have symbolic sizes the layout of the index
coordinates is not known. In this case either a structures of array (SoA) or
array of structures (AoS) layout is assumed
+ debug_print: print debug information
+ filename: used for caching
"""
- kerncraft.kernel.Kernel.__init__(self, machine)
+ super(KernelCode, self).__init__(machine=machine)
# Initialize state
self.asm_block = None
self._filename = filename
+ self._keep_intermediates = False
self.kernel_ast = ast
self.temporary_dir = TemporaryDirectory()
+ self._keep_intermediates = debug_print
# Loops
inner_loops = [l for l in filtered_tree_iteration(ast, LoopOverCoordinate, stop_type=SympyAssignment)
@@ -66,10 +78,6 @@ class PyStencilsKerncraftKernel(kerncraft.kernel.KernelCode):
cur_node = cur_node.parent
self._loop_stack = list(reversed(self._loop_stack))
- # Data sources & destinations
- self.sources = defaultdict(list)
- self.destinations = defaultdict(list)
-
def get_layout_tuple(f):
if f.has_fixed_shape:
return get_layout_from_strides(f.strides)
@@ -79,25 +87,39 @@ class PyStencilsKerncraftKernel(kerncraft.kernel.KernelCode):
layout_list.insert(0 if assumed_layout == 'SoA' else -1, max(layout_list) + 1)
return layout_list
+ # Variables (arrays) and Constants (scalar sizes)
+ const_names_iter = itertools.product(string.ascii_uppercase, repeat=1)
+ constants_reversed = {}
+ fields_accessed = self.kernel_ast.fields_accessed
+ for field in fields_accessed:
+ layout = get_layout_tuple(field)
+ permuted_shape = list(field.shape[i] for i in layout)
+ # Replace shape dimensions with constant variables (necessary for layer condition
+ # analysis)
+ for i, d in enumerate(permuted_shape):
+ if d not in self.constants.values():
+ const_symbol = symbol_pos_int(''.join(next(const_names_iter)))
+ self.set_constant(const_symbol, d)
+ constants_reversed[d] = const_symbol
+ permuted_shape[i] = constants_reversed[d]
+ self.set_variable(field.name, (str(field.dtype),), tuple(permuted_shape))
+
+ # Data sources & destinations
+ self.sources = defaultdict(list)
+ self.destinations = defaultdict(list)
+
reads, writes = search_resolved_field_accesses_in_ast(inner_loop)
for accesses, target_dict in [(reads, self.sources), (writes, self.destinations)]:
for fa in accesses:
- coord = [sp.Symbol(LoopOverCoordinate.get_loop_counter_name(i), positive=True, integer=True) + off
+ coord = [symbol_pos_int(LoopOverCoordinate.get_loop_counter_name(i)) + off
for i, off in enumerate(fa.offsets)]
coord += list(fa.idx_coordinate_values)
layout = get_layout_tuple(fa.field)
permuted_coord = [sp.sympify(coord[i]) for i in layout]
target_dict[fa.field.name].append(permuted_coord)
- # Variables (arrays)
- fields_accessed = ast.fields_accessed
- for field in fields_accessed:
- layout = get_layout_tuple(field)
- permuted_shape = list(field.shape[i] for i in layout)
- self.set_variable(field.name, str(field.dtype), tuple(permuted_shape))
-
# Scalars may be safely ignored
- # for param in ast.get_parameters():
+ # for param in self.kernel_ast.get_parameters():
# if not param.is_field_parameter:
# # self.set_variable(param.symbol.name, str(param.symbol.dtype), None)
# self.sources[param.symbol.name] = [None]
@@ -127,19 +149,200 @@ class PyStencilsKerncraftKernel(kerncraft.kernel.KernelCode):
print("----------------------------- FLOPS -------------------------------")
pprint(self._flops)
- def as_code(self, type_='iaca', openmp=False):
+ def get_kernel_header(self, name='pystencils_kernel'):
+ file_name = "pystencils_kernel.h"
+ file_path = self.get_intermediate_location(file_name, machine_and_compiler_dependent=False)
+ lock_mode, lock_fp = self.lock_intermediate(file_path)
+
+ if lock_mode == fcntl.LOCK_SH:
+ # use cache
+ pass
+ else: # lock_mode == fcntl.LOCK_EX:
+ function_signature = generate_c(self.kernel_ast, dialect='c', signature_only=True)
+
+ jinja_context = {
+ 'function_signature': function_signature,
+ }
+
+ env = Environment(loader=PackageLoader('pystencils.kerncraft_coupling'), undefined=StrictUndefined)
+ file_header = env.get_template('kernel.h').render(**jinja_context)
+ with open(file_path, 'w') as f:
+ f.write(file_header)
+
+ self.release_exclusive_lock(lock_fp) # degrade to shared lock
+ return file_path, lock_fp
+
+ def get_kernel_code(self, openmp=False, name='pystencils_kernl'):
"""
- Generate and return compilable source code.
+ Generate and return compilable source code from AST.
- :param type: can be iaca or likwid.
- :param openmp: if true, openmp code will be generated
+ Args:
+ openmp: if true, openmp code will be generated
+ name: kernel name
"""
- return generate_benchmark(self.kernel_ast, likwid=type_ == 'likwid', openmp=openmp)
+ filename = 'pystencils_kernl'
+ if openmp:
+ filename += '-omp'
+ filename += '.c'
+ file_path = self.get_intermediate_location(filename, machine_and_compiler_dependent=False)
+ lock_mode, lock_fp = self.lock_intermediate(file_path)
+
+ if lock_mode == fcntl.LOCK_SH:
+ # use cache
+ with open(file_path) as f:
+ code = f.read()
+ else: # lock_mode == fcntl.LOCK_EX:
+ header_list = get_headers(self.kernel_ast)
+ includes = "\n".join(["#include %s" % (include_file,) for include_file in header_list])
+
+ if openmp:
+ add_openmp(self.kernel_ast)
+
+ kernel_code = generate_c(self.kernel_ast, dialect='c')
+
+ jinja_context = {
+ 'includes': includes,
+ 'kernel_code': kernel_code,
+ }
+
+ env = Environment(loader=PackageLoader('pystencils.kerncraft_coupling'), undefined=StrictUndefined)
+ code = env.get_template('kernel.c').render(**jinja_context)
+ with open(file_path, 'w') as f:
+ f.write(code)
+
+ self.release_exclusive_lock(lock_fp) # degrade to shared lock
+ return file_path, lock_fp
+
+ CODE_TEMPLATE = Template(textwrap.dedent("""
+ #include <likwid.h>
+ #include <stdlib.h>
+ #include <stdint.h>
+ #include <stdbool.h>
+ #include <math.h>
+ #include "kerncraft.h"
+ #include "kernel.h"
+
+ #define RESTRICT __restrict__
+ #define FUNC_PREFIX
+ void dummy(void *);
+ extern int var_false;
+
+ int main(int argc, char **argv) {
+ {%- for constantName, dataType in constants %}
+ // Constant {{constantName}}
+ {{dataType}} {{constantName}};
+ {{constantName}} = 0.23;
+ {%- endfor %}
+
+ // Declaring arrays
+ {%- for field_name, dataType, size in fields %}
+
+ // Initialization {{field_name}}
+ double * {{field_name}} = (double *) aligned_malloc(sizeof({{dataType}}) * {{size}}, 64);
+ // TODO initialize in parallel context in same order as they are touched
+ for (unsigned long long i = 0; i < {{size}}; ++i)
+ {{field_name}}[i] = 0.23;
+ {%- endfor %}
+
+ likwid_markerInit();
+ #pragma omp parallel
+ {
+ likwid_markerRegisterRegion("loop");
+ #pragma omp barrier
+
+ // Initializing arrays in same order as touched in kernel loop nest
+ //INIT_ARRAYS;
+
+ // Dummy call
+ {%- for field_name, dataType, size in fields %}
+ if(var_false) dummy({{field_name}});
+ {%- endfor %}
+ {%- for constantName, dataType in constants %}
+ if(var_false) dummy(&{{constantName}});
+ {%- endfor %}
+
+ for(int warmup = 1; warmup >= 0; --warmup) {
+ int repeat = 2;
+ if(warmup == 0) {
+ repeat = atoi(argv[1]);
+ likwid_markerStartRegion("loop");
+ }
+
+ for(; repeat > 0; --repeat) {
+ {{kernelName}}({{call_argument_list}});
+
+ {%- for field_name, dataType, size in fields %}
+ if(var_false) dummy({{field_name}});
+ {%- endfor %}
+ {%- for constantName, dataType in constants %}
+ if(var_false) dummy(&{{constantName}});
+ {%- endfor %}
+ }
+
+ }
+ likwid_markerStopRegion("loop");
+ }
+ likwid_markerClose();
+ return 0;
+ }
+ """))
+
+ def get_main_code(self, kernel_function_name='kernel'):
+ """
+ Generate and return compilable source code from AST.
+
+ :return: tuple of filename and shared lock file pointer
+ """
+ # TODO produce nicer code, including help text and other "comfort features".
+ assert self.kernel_ast is not None, "AST does not exist, this could be due to running " \
+ "based on a kernel description rather than code."
+
+ file_path = self.get_intermediate_location('main.c', machine_and_compiler_dependent=False)
+ lock_mode, lock_fp = self.lock_intermediate(file_path)
+
+ if lock_mode == fcntl.LOCK_SH:
+ # use cache
+ with open(file_path) as f:
+ code = f.read()
+ else: # lock_mode == fcntl.LOCK_EX
+ # needs update
+ accessed_fields = {f.name: f for f in self.kernel_ast.fields_accessed}
+ constants = []
+ fields = []
+ call_parameters = []
+ for p in self.kernel_ast.get_parameters():
+ if not p.is_field_parameter:
+ constants.append((p.symbol.name, str(p.symbol.dtype)))
+ call_parameters.append(p.symbol.name)
+ else:
+ assert p.is_field_pointer, "Benchmark implemented only for kernels with fixed loop size"
+ field = accessed_fields[p.field_name]
+ dtype = str(get_base_type(p.symbol.dtype))
+ fields.append((p.field_name, dtype, prod(field.shape)))
+ call_parameters.append(p.field_name)
+
+ header_list = get_headers(self.kernel_ast)
+ includes = "\n".join(["#include %s" % (include_file,) for include_file in header_list])
+
+ # Generate code
+ code = self.CODE_TEMPLATE.render(
+ kernelName=self.kernel_ast.function_name,
+ fields=fields,
+ constants=constants,
+ call_agument_list=','.join(call_parameters),
+ includes=includes)
+
+ # Store to file
+ with open(file_path, 'w') as f:
+ f.write(code)
+ self.release_exclusive_lock(lock_fp) # degrade to shared lock
+
+ return file_path, lock_fp
class KerncraftParameters(DotDict):
def __init__(self, **kwargs):
- super(KerncraftParameters, self).__init__(**kwargs)
+ super(KerncraftParameters, self).__init__()
self['asm_block'] = 'auto'
self['asm_increment'] = 0
self['cores'] = 1
@@ -149,6 +352,8 @@ class KerncraftParameters(DotDict):
self['iterations'] = 10
self['unit'] = 'cy/CL'
self['ignore_warnings'] = True
+ self['incore_model'] = 'OSACA'
+ self.update(**kwargs)
# ------------------------------------------- Helper functions ---------------------------------------------------------
diff --git a/pystencils/kerncraft_coupling/templates/benchmark.c b/pystencils/kerncraft_coupling/templates/benchmark.c
new file mode 100644
index 0000000000000000000000000000000000000000..ae70ddd6775a45c0709e95d57cef061da2a4b6b0
--- /dev/null
+++ b/pystencils/kerncraft_coupling/templates/benchmark.c
@@ -0,0 +1,108 @@
+
+#include "kerncraft.h"
+#include <stdlib.h>
+#include <stdint.h>
+#include <stdbool.h>
+#include <math.h>
+#include <stdio.h>
+
+{{ includes }}
+
+{%- if likwid %}
+#include <likwid.h>
+{%- endif %}
+
+#define RESTRICT __restrict__
+#define FUNC_PREFIX
+void dummy(void *);
+void timing(double* wcTime, double* cpuTime);
+extern int var_false;
+
+
+{{kernel_code}}
+
+
+int main(int argc, char **argv)
+{
+ {%- if likwid %}
+ likwid_markerInit();
+ {%- endif %}
+
+ {%- for field_name, dataType, size in fields %}
+
+ // Initialization {{field_name}}
+ double * {{field_name}} = (double *) aligned_malloc(sizeof({{dataType}}) * {{size}}, 64);
+ for (unsigned long long i = 0; i < {{size}}; ++i)
+ {{field_name}}[i] = 0.23;
+
+ if(var_false)
+ dummy({{field_name}});
+
+ {%- endfor %}
+
+
+
+ {%- for constantName, dataType in constants %}
+
+ // Constant {{constantName}}
+ {{dataType}} {{constantName}};
+ {{constantName}} = 0.23;
+ if(var_false)
+ dummy(& {{constantName}});
+
+ {%- endfor %}
+
+ {%- if likwid and openmp %}
+ #pragma omp parallel
+ {
+ likwid_markerRegisterRegion("loop");
+ #pragma omp barrier
+ {%- elif likwid %}
+ likwid_markerRegisterRegion("loop");
+ {%- endif %}
+
+ for(int warmup = 1; warmup >= 0; --warmup) {
+ int repeat = 2;
+ if(warmup == 0) {
+ repeat = atoi(argv[1]);
+ {%- if likwid %}
+ likwid_markerStartRegion("loop");
+ {%- endif %}
+ }
+
+ {%- if timing %}
+ double wcStartTime, cpuStartTime, wcEndTime, cpuEndTime;
+ timing(&wcStartTime, &cpuStartTime);
+ {%- endif %}
+
+ for (; repeat > 0; --repeat)
+ {
+ {{kernelName}}({{call_argument_list}});
+
+ // Dummy calls
+ {%- for field_name, dataType, size in fields %}
+ if(var_false) dummy((void*){{field_name}});
+ {%- endfor %}
+ {%- for constantName, dataType in constants %}
+ if(var_false) dummy((void*)&{{constantName}});
+ {%- endfor %}
+ }
+ {%- if timing %}
+ timing(&wcEndTime, &cpuEndTime);
+ if( warmup == 0)
+ printf("%e\n", (wcEndTime - wcStartTime) / atoi(argv[1]) );
+ {%- endif %}
+
+ }
+
+ {%- if likwid %}
+ likwid_markerStopRegion("loop");
+ {%- if openmp %}
+ }
+ {%- endif %}
+ {%- endif %}
+
+ {%- if likwid %}
+ likwid_markerClose();
+ {%- endif %}
+}
diff --git a/pystencils/kerncraft_coupling/templates/kernel.c b/pystencils/kerncraft_coupling/templates/kernel.c
new file mode 100644
index 0000000000000000000000000000000000000000..47fbf7cf25eda318a8fcecffa1477f5738eb1abc
--- /dev/null
+++ b/pystencils/kerncraft_coupling/templates/kernel.c
@@ -0,0 +1,18 @@
+
+#include "kerncraft.h"
+#include <stdlib.h>
+#include <stdint.h>
+#include <stdbool.h>
+#include <math.h>
+#include <stdio.h>
+
+{{ includes }}
+
+#define RESTRICT __restrict__
+#define FUNC_PREFIX
+void dummy(void *);
+void timing(double* wcTime, double* cpuTime);
+extern int var_false;
+
+
+{{kernel_code}}
\ No newline at end of file
diff --git a/pystencils/kerncraft_coupling/templates/kernel.h b/pystencils/kerncraft_coupling/templates/kernel.h
new file mode 100644
index 0000000000000000000000000000000000000000..539d51f928ca5d702dc2dad8de7396a505e5c5ee
--- /dev/null
+++ b/pystencils/kerncraft_coupling/templates/kernel.h
@@ -0,0 +1,3 @@
+#define FUNC_PREFIX
+
+{{function_signature}}
\ No newline at end of file
diff --git a/pystencils/kernel_decorator.py b/pystencils/kernel_decorator.py
index 0063865b22b5a84839990637f3bdafad18e8d711..1ea8dcfbc4c671d8d0ba5634f2c55a93a39d9f23 100644
--- a/pystencils/kernel_decorator.py
+++ b/pystencils/kernel_decorator.py
@@ -1,9 +1,11 @@
import ast
import inspect
-import sympy as sp
import textwrap
-from pystencils.sympyextensions import SymbolCreator
+
+import sympy as sp
+
from pystencils.assignment import Assignment
+from pystencils.sympyextensions import SymbolCreator
__all__ = ['kernel']
diff --git a/pystencils/kernel_wrapper.py b/pystencils/kernel_wrapper.py
new file mode 100644
index 0000000000000000000000000000000000000000..b76ec4e3d79c1b345c9f0a8b2bd8a97b59866b8d
--- /dev/null
+++ b/pystencils/kernel_wrapper.py
@@ -0,0 +1,22 @@
+import pystencils
+
+
+class KernelWrapper:
+ """
+ Light-weight wrapper around a compiled kernel.
+
+ Can be called while still providing access to underlying AST.
+ """
+
+ def __init__(self, kernel, parameters, ast_node: pystencils.astnodes.KernelFunction):
+ self.kernel = kernel
+ self.parameters = parameters
+ self.ast = ast_node
+ self.num_regs = None
+
+ def __call__(self, **kwargs):
+ return self.kernel(**kwargs)
+
+ @property
+ def code(self):
+ return pystencils.get_code_str(self.ast)
diff --git a/pystencils/kernelcreation.py b/pystencils/kernelcreation.py
index e8de7d2455ab159df5d9bb496c7abd410b60b6c0..b158754c8716a2d0bdae495ceda59341f945c8d8 100644
--- a/pystencils/kernelcreation.py
+++ b/pystencils/kernelcreation.py
@@ -1,35 +1,54 @@
+import functools
+import itertools
from types import MappingProxyType
+
import sympy as sp
-import itertools
+
from pystencils.assignment import Assignment
-from pystencils.astnodes import LoopOverCoordinate, Conditional, Block, SympyAssignment
+from pystencils.astnodes import Block, Conditional, LoopOverCoordinate, SympyAssignment
from pystencils.cpu.vectorization import vectorize
-from pystencils.simp.assignment_collection import AssignmentCollection
+from pystencils.field import Field, FieldType
from pystencils.gpucuda.indexing import indexing_creator_from_params
-from pystencils.transformations import remove_conditionals_in_staggered_kernel, loop_blocking, \
- move_constants_before_loop
+from pystencils.simp.assignment_collection import AssignmentCollection
+from pystencils.stencil import direction_string_to_offset, inverse_direction_string
+from pystencils.transformations import (
+ loop_blocking, move_constants_before_loop, remove_conditionals_in_staggered_kernel)
-def create_kernel(assignments, target='cpu', data_type="double", iteration_slice=None, ghost_layers=None,
+def create_kernel(assignments,
+ target='cpu',
+ data_type="double",
+ iteration_slice=None,
+ ghost_layers=None,
skip_independence_check=False,
- cpu_openmp=False, cpu_vectorize_info=None, cpu_blocking=None,
- gpu_indexing='block', gpu_indexing_params=MappingProxyType({})):
+ cpu_openmp=False,
+ cpu_vectorize_info=None,
+ cpu_blocking=None,
+ omp_single_loop=True,
+ gpu_indexing='block',
+ gpu_indexing_params=MappingProxyType({}),
+ use_textures_for_interpolation=True,
+ cpu_prepend_optimizations=[],
+ use_auto_for_assignments=False,
+ opencl_queue=None,
+ opencl_ctx=None):
"""
Creates abstract syntax tree (AST) of kernel, using a list of update equations.
Args:
assignments: can be a single assignment, sequence of assignments or an `AssignmentCollection`
- target: 'cpu', 'llvm' or 'gpu'
+ target: 'cpu', 'llvm', 'gpu' or 'opencl'
data_type: data type used for all untyped symbols (i.e. non-fields), can also be a dict from symbol name
to type
iteration_slice: rectangular subset to iterate over, if not specified the complete non-ghost layer \
part of the field is iterated over
- ghost_layers: if left to default, the number of necessary ghost layers is determined automatically
- a single integer specifies the ghost layer count at all borders, can also be a sequence of
- pairs ``[(x_lower_gl, x_upper_gl), .... ]``
+ ghost_layers: a single integer specifies the ghost layer count at all borders, can also be a sequence of
+ pairs ``[(x_lower_gl, x_upper_gl), .... ]``. These layers are excluded from the iteration.
+ If left to default, the number of ghost layers is determined automatically.
skip_independence_check: don't check that loop iterations are independent. This is needed e.g. for
periodicity kernel, that access the field outside the iteration bounds. Use with care!
cpu_openmp: True or number of threads for OpenMP parallelization, False for no OpenMP
+ omp_single_loop: if OpenMP is active: whether multiple outer loops are permitted
cpu_vectorize_info: a dictionary with keys, 'vector_instruction_set', 'assume_aligned' and 'nontemporal'
for documentation of these parameters see vectorize function. Example:
'{'instruction_set': 'avx512', 'assume_aligned': True, 'nontemporal':True}'
@@ -37,6 +56,7 @@ def create_kernel(assignments, target='cpu', data_type="double", iteration_slice
gpu_indexing: either 'block' or 'line' , or custom indexing class, see `AbstractIndexing`
gpu_indexing_params: dict with indexing parameters (constructor parameters of indexing class)
e.g. for 'block' one can specify '{'block_size': (20, 20, 10) }'
+ cpu_prepend_optimizations: list of extra optimizations to perform first on the AST
Returns:
abstract syntax tree (AST) object, that can either be printed as source code with `show_code` or
@@ -59,13 +79,14 @@ def create_kernel(assignments, target='cpu', data_type="double", iteration_slice
[0., 0., 0., 0., 0.]])
"""
# ---- Normalizing parameters
+ if isinstance(assignments, Assignment):
+ assignments = [assignments]
+ assert assignments, "Assignments must not be empty!"
split_groups = ()
if isinstance(assignments, AssignmentCollection):
if 'split_groups' in assignments.simplification_hints:
split_groups = assignments.simplification_hints['split_groups']
assignments = assignments.all_assignments
- if isinstance(assignments, Assignment):
- assignments = [assignments]
# ---- Creating ast
if target == 'cpu':
@@ -74,11 +95,13 @@ def create_kernel(assignments, target='cpu', data_type="double", iteration_slice
ast = create_kernel(assignments, type_info=data_type, split_groups=split_groups,
iteration_slice=iteration_slice, ghost_layers=ghost_layers,
skip_independence_check=skip_independence_check)
+ for optimization in cpu_prepend_optimizations:
+ optimization(ast)
omp_collapse = None
if cpu_blocking:
omp_collapse = loop_blocking(ast, cpu_blocking)
if cpu_openmp:
- add_openmp(ast, num_threads=cpu_openmp, collapse=omp_collapse)
+ add_openmp(ast, num_threads=cpu_openmp, collapse=omp_collapse, assume_single_outer_loop=omp_single_loop)
if cpu_vectorize_info:
if cpu_vectorize_info is True:
vectorize(ast)
@@ -86,25 +109,45 @@ def create_kernel(assignments, target='cpu', data_type="double", iteration_slice
vectorize(ast, **cpu_vectorize_info)
else:
raise ValueError("Invalid value for cpu_vectorize_info")
- return ast
elif target == 'llvm':
from pystencils.llvm import create_kernel
ast = create_kernel(assignments, type_info=data_type, split_groups=split_groups,
iteration_slice=iteration_slice, ghost_layers=ghost_layers)
- return ast
- elif target == 'gpu':
+ elif target == 'gpu' or target == 'opencl':
from pystencils.gpucuda import create_cuda_kernel
ast = create_cuda_kernel(assignments, type_info=data_type,
indexing_creator=indexing_creator_from_params(gpu_indexing, gpu_indexing_params),
iteration_slice=iteration_slice, ghost_layers=ghost_layers,
- skip_independence_check=skip_independence_check)
+ skip_independence_check=skip_independence_check,
+ use_textures_for_interpolation=use_textures_for_interpolation)
+ if target == 'opencl':
+ from pystencils.opencl.opencljit import make_python_function
+ ast._backend = 'opencl'
+ ast.compile = functools.partial(make_python_function, ast, opencl_queue, opencl_ctx)
+ ast._target = 'opencl'
+ ast._backend = 'opencl'
return ast
else:
- raise ValueError("Unknown target %s. Has to be one of 'cpu', 'gpu' or 'llvm' " % (target,))
+ raise ValueError(f"Unknown target {target}. Has to be one of 'cpu', 'gpu' or 'llvm' ")
+
+ if use_auto_for_assignments:
+ for a in ast.atoms(SympyAssignment):
+ a.use_auto = True
+
+ return ast
-def create_indexed_kernel(assignments, index_fields, target='cpu', data_type="double", coordinate_names=('x', 'y', 'z'),
- cpu_openmp=True, gpu_indexing='block', gpu_indexing_params=MappingProxyType({})):
+def create_indexed_kernel(assignments,
+ index_fields,
+ target='cpu',
+ data_type="double",
+ coordinate_names=('x', 'y', 'z'),
+ cpu_openmp=True,
+ gpu_indexing='block',
+ gpu_indexing_params=MappingProxyType({}),
+ use_textures_for_interpolation=True,
+ opencl_queue=None,
+ opencl_ctx=None):
"""
Similar to :func:`create_kernel`, but here not all cells of a field are updated but only cells with
coordinates which are stored in an index field. This traversal method can e.g. be used for boundary handling.
@@ -154,114 +197,152 @@ def create_indexed_kernel(assignments, index_fields, target='cpu', data_type="do
return ast
elif target == 'llvm':
raise NotImplementedError("Indexed kernels are not yet supported in LLVM backend")
- elif target == 'gpu':
+ elif target == 'gpu' or target == 'opencl':
from pystencils.gpucuda import created_indexed_cuda_kernel
idx_creator = indexing_creator_from_params(gpu_indexing, gpu_indexing_params)
- ast = created_indexed_cuda_kernel(assignments, index_fields, type_info=data_type,
- coordinate_names=coordinate_names, indexing_creator=idx_creator)
+ ast = created_indexed_cuda_kernel(assignments,
+ index_fields,
+ type_info=data_type,
+ coordinate_names=coordinate_names,
+ indexing_creator=idx_creator,
+ use_textures_for_interpolation=use_textures_for_interpolation)
+ if target == 'opencl':
+ from pystencils.opencl.opencljit import make_python_function
+ ast._backend = 'opencl'
+ ast.compile = functools.partial(make_python_function, ast, opencl_queue, opencl_ctx)
+ ast._target = 'opencl'
+ ast._backend = 'opencl'
return ast
else:
- raise ValueError("Unknown target %s. Has to be either 'cpu' or 'gpu'" % (target,))
+ raise ValueError(f"Unknown target {target}. Has to be either 'cpu' or 'gpu'")
-def create_staggered_kernel(staggered_field, expressions, subexpressions=(), target='cpu',
- gpu_exclusive_conditions=False, **kwargs):
+def create_staggered_kernel(assignments, target='cpu', gpu_exclusive_conditions=False, **kwargs):
"""Kernel that updates a staggered field.
.. image:: /img/staggered_grid.svg
+ For a staggered field, the first index coordinate defines the location of the staggered value.
+ Further index coordinates can be used to store vectors/tensors at each point.
+
Args:
- staggered_field: field where the first index coordinate defines the location of the staggered value
- can have 1 or 2 index coordinates, in case of two index coordinates at every staggered location
- a vector is stored, expressions parameter has to be a sequence of sequences then
- where e.g. ``f[0,0](0)`` is interpreted as value at the left cell boundary, ``f[1,0](0)`` the right cell
- boundary and ``f[0,0](1)`` the southern cell boundary etc.
- expressions: sequence of expressions of length dim, defining how the west, southern, (bottom) cell boundary
- should be updated.
- subexpressions: optional sequence of Assignments, that define subexpressions used in the main expressions
- target: 'cpu' or 'gpu'
- gpu_exclusive_conditions: if/else construct to have only one code block for each of 2**dim code paths
- kwargs: passed directly to create_kernel, iteration slice and ghost_layers parameters are not allowed
+ assignments: a sequence of assignments or an AssignmentCollection.
+ Assignments to staggered field are processed specially, while subexpressions and assignments to
+ regular fields are passed through to `create_kernel`. Multiple different staggered fields can be
+ used, but they all need to use the same stencil (i.e. the same number of staggered points) and
+ shape.
+ target: 'cpu', 'llvm' or 'gpu'
+ gpu_exclusive_conditions: disable the use of multiple conditionals inside the loop. The outer layers are then
+ handled in an else branch.
+ kwargs: passed directly to create_kernel, iteration_slice and ghost_layers parameters are not allowed
Returns:
AST, see `create_kernel`
"""
- assert 'iteration_slice' not in kwargs and 'ghost_layers' not in kwargs
- assert staggered_field.index_dimensions in (1, 2), 'Staggered field must have one or two index dimensions'
+ assert 'iteration_slice' not in kwargs and 'ghost_layers' not in kwargs and 'omp_single_loop' not in kwargs
+
+ if isinstance(assignments, AssignmentCollection):
+ subexpressions = assignments.subexpressions + [a for a in assignments.main_assignments
+ if not hasattr(a, 'lhs')
+ or type(a.lhs) is not Field.Access
+ or not FieldType.is_staggered(a.lhs.field)]
+ assignments = [a for a in assignments.main_assignments if hasattr(a, 'lhs')
+ and type(a.lhs) is Field.Access
+ and FieldType.is_staggered(a.lhs.field)]
+ else:
+ subexpressions = [a for a in assignments if not hasattr(a, 'lhs')
+ or type(a.lhs) is not Field.Access
+ or not FieldType.is_staggered(a.lhs.field)]
+ assignments = [a for a in assignments if hasattr(a, 'lhs')
+ and type(a.lhs) is Field.Access
+ and FieldType.is_staggered(a.lhs.field)]
+ if len(set([tuple(a.lhs.field.staggered_stencil) for a in assignments])) != 1:
+ raise ValueError("All assignments need to be made to staggered fields with the same stencil")
+ if len(set([a.lhs.field.shape for a in assignments])) != 1:
+ raise ValueError("All assignments need to be made to staggered fields with the same shape")
+
+ staggered_field = assignments[0].lhs.field
+ stencil = staggered_field.staggered_stencil
dim = staggered_field.spatial_dimensions
+ shape = staggered_field.shape
counters = [LoopOverCoordinate.get_loop_counter_symbol(i) for i in range(dim)]
- conditions = [counters[i] < staggered_field.shape[i] - 1 for i in range(dim)]
- assert len(expressions) == dim
- if staggered_field.index_dimensions == 2:
- assert all(len(sublist) == len(expressions[0]) for sublist in expressions), \
- "If staggered field has two index dimensions expressions has to be a sequence of sequences of all the " \
- "same length."
final_assignments = []
- last_conditional = None
-
- def add(condition, dimensions, as_else_block=False):
- nonlocal last_conditional
- if staggered_field.index_dimensions == 1:
- assignments = [Assignment(staggered_field(d), expressions[d]) for d in dimensions]
- a_coll = AssignmentCollection(assignments, list(subexpressions))
- a_coll = a_coll.new_filtered([staggered_field(d) for d in dimensions])
- elif staggered_field.index_dimensions == 2:
- assert staggered_field.has_fixed_index_shape
- assignments = [Assignment(staggered_field(d, i), expr)
- for d in dimensions
- for i, expr in enumerate(expressions[d])]
- a_coll = AssignmentCollection(assignments, list(subexpressions))
- a_coll = a_coll.new_filtered([staggered_field(d, i) for i in range(staggered_field.index_shape[1])
- for d in dimensions])
- sp_assignments = [SympyAssignment(a.lhs, a.rhs) for a in a_coll.all_assignments]
- if as_else_block and last_conditional:
- new_cond = Conditional(condition, Block(sp_assignments))
- last_conditional.false_block = Block([new_cond])
- last_conditional = new_cond
+
+ # find out whether any of the ghost layers is not needed
+ common_exclusions = set(["E", "W", "N", "S", "T", "B"][:2 * dim])
+ for direction in stencil:
+ exclusions = set(["E", "W", "N", "S", "T", "B"][:2 * dim])
+ for elementary_direction in direction:
+ exclusions.remove(inverse_direction_string(elementary_direction))
+ common_exclusions.intersection_update(exclusions)
+ ghost_layers = [[0, 0] for d in range(dim)]
+ for direction in common_exclusions:
+ direction = direction_string_to_offset(direction)
+ for d, s in enumerate(direction):
+ if s == 1:
+ ghost_layers[d][1] = 1
+ elif s == -1:
+ ghost_layers[d][0] = 1
+
+ def condition(direction):
+ """exclude those staggered points that correspond to fluxes between ghost cells"""
+ exclusions = set(["E", "W", "N", "S", "T", "B"][:2 * dim])
+
+ for elementary_direction in direction:
+ exclusions.remove(inverse_direction_string(elementary_direction))
+ conditions = []
+ for e in exclusions:
+ if e in common_exclusions:
+ continue
+ offset = direction_string_to_offset(e)
+ for i, o in enumerate(offset):
+ if o == 1:
+ conditions.append(counters[i] < shape[i] - 1)
+ elif o == -1:
+ conditions.append(counters[i] > 0)
+ return sp.And(*conditions)
+
+ if gpu_exclusive_conditions:
+ outer_assignment = None
+ conditions = {direction: condition(direction) for direction in stencil}
+ for num_conditions in range(len(stencil)):
+ for combination in itertools.combinations(conditions.values(), num_conditions):
+ for assignment in assignments:
+ direction = stencil[assignment.lhs.index[0]]
+ if conditions[direction] in combination:
+ assignment = SympyAssignment(assignment.lhs, assignment.rhs)
+ outer_assignment = Conditional(sp.And(*combination), Block([assignment]), outer_assignment)
+
+ inner_assignment = []
+ for assignment in assignments:
+ direction = stencil[assignment.lhs.index[0]]
+ inner_assignment.append(SympyAssignment(assignment.lhs, assignment.rhs))
+ last_conditional = Conditional(sp.And(*[condition(d) for d in stencil]),
+ Block(inner_assignment), outer_assignment)
+ final_assignments = [s for s in subexpressions if not hasattr(s, 'lhs')] + \
+ [SympyAssignment(s.lhs, s.rhs) for s in subexpressions if hasattr(s, 'lhs')] + \
+ [last_conditional]
+
+ if target == 'cpu':
+ from pystencils.cpu import create_kernel as create_kernel_cpu
+ ast = create_kernel_cpu(final_assignments, ghost_layers=ghost_layers, omp_single_loop=False, **kwargs)
else:
- last_conditional = Conditional(condition, Block(sp_assignments))
- final_assignments.append(last_conditional)
-
- if target == 'cpu' or not gpu_exclusive_conditions:
- for d in range(dim):
- cond = sp.And(*[conditions[i] for i in range(dim) if d != i])
- add(cond, [d])
- elif target == 'gpu':
- full_conditions = [sp.And(*[conditions[i] for i in range(dim) if d != i]) for d in range(dim)]
- for include in itertools.product(*[[1, 0]] * dim):
- case_conditions = sp.And(*[c if value else sp.Not(c) for c, value in zip(full_conditions, include)])
- dimensions_to_include = [i for i in range(dim) if include[i]]
- if dimensions_to_include:
- add(case_conditions, dimensions_to_include, True)
-
- ghost_layers = [(1, 0)] * dim
-
- blocking = kwargs.get('cpu_blocking', None)
- if blocking:
- del kwargs['cpu_blocking']
-
- cpu_vectorize_info = kwargs.get('cpu_vectorize_info', None)
- if cpu_vectorize_info:
- del kwargs['cpu_vectorize_info']
- openmp = kwargs.get('cpu_openmp', None)
- if openmp:
- del kwargs['cpu_openmp']
-
- ast = create_kernel(final_assignments, ghost_layers=ghost_layers, target=target, **kwargs)
+ ast = create_kernel(final_assignments, ghost_layers=ghost_layers, target=target, **kwargs)
+ return ast
- if target == 'cpu':
- remove_conditionals_in_staggered_kernel(ast)
- move_constants_before_loop(ast)
- omp_collapse = None
- if blocking:
- omp_collapse = loop_blocking(ast, blocking)
- if openmp:
- from pystencils.cpu import add_openmp
- add_openmp(ast, num_threads=openmp, collapse=omp_collapse, assume_single_outer_loop=False)
- if cpu_vectorize_info is True:
- vectorize(ast)
- elif isinstance(cpu_vectorize_info, dict):
- vectorize(ast, **cpu_vectorize_info)
+ for assignment in assignments:
+ direction = stencil[assignment.lhs.index[0]]
+ sp_assignments = [s for s in subexpressions if not hasattr(s, 'lhs')] + \
+ [SympyAssignment(s.lhs, s.rhs) for s in subexpressions if hasattr(s, 'lhs')] + \
+ [SympyAssignment(assignment.lhs, assignment.rhs)]
+ last_conditional = Conditional(condition(direction), Block(sp_assignments))
+ final_assignments.append(last_conditional)
+
+ remove_start_conditional = any([gl[0] == 0 for gl in ghost_layers])
+ prepend_optimizations = [lambda ast: remove_conditionals_in_staggered_kernel(ast, remove_start_conditional),
+ move_constants_before_loop]
+ ast = create_kernel(final_assignments, ghost_layers=ghost_layers, target=target, omp_single_loop=False,
+ cpu_prepend_optimizations=prepend_optimizations, **kwargs)
return ast
diff --git a/pystencils/kernelparameters.py b/pystencils/kernelparameters.py
index f6e19ef83def4331d0c3f4c3a45d08605263e984..3257522e419bf921b13010215e44a51a5290ce80 100644
--- a/pystencils/kernelparameters.py
+++ b/pystencils/kernelparameters.py
@@ -14,7 +14,9 @@ e.g. `FieldShapeSymbol`, since a Field contains `FieldShapeSymbol`s in its shape
would reference back to the field.
"""
from sympy.core.cache import cacheit
-from pystencils.data_types import TypedSymbol, create_composite_type_from_string, PointerType, get_base_type
+
+from pystencils.data_types import (
+ PointerType, TypedSymbol, create_composite_type_from_string, get_base_type)
SHAPE_DTYPE = create_composite_type_from_string("const int64")
STRIDE_DTYPE = create_composite_type_from_string("const int64")
@@ -27,8 +29,8 @@ class FieldStrideSymbol(TypedSymbol):
return obj
def __new_stage2__(cls, field_name, coordinate):
- name = "_stride_{name}_{i}".format(name=field_name, i=coordinate)
- obj = super(FieldStrideSymbol, cls).__xnew__(cls, name, STRIDE_DTYPE)
+ name = f"_stride_{field_name}_{coordinate}"
+ obj = super(FieldStrideSymbol, cls).__xnew__(cls, name, STRIDE_DTYPE, positive=True)
obj.field_name = field_name
obj.coordinate = coordinate
return obj
@@ -52,8 +54,8 @@ class FieldShapeSymbol(TypedSymbol):
def __new_stage2__(cls, field_names, coordinate):
names = "_".join([field_name for field_name in field_names])
- name = "_size_{names}_{i}".format(names=names, i=coordinate)
- obj = super(FieldShapeSymbol, cls).__xnew__(cls, name, SHAPE_DTYPE)
+ name = f"_size_{names}_{coordinate}"
+ obj = super(FieldShapeSymbol, cls).__xnew__(cls, name, SHAPE_DTYPE, positive=True)
obj.field_names = tuple(field_names)
obj.coordinate = coordinate
return obj
@@ -75,7 +77,7 @@ class FieldPointerSymbol(TypedSymbol):
return obj
def __new_stage2__(cls, field_name, field_dtype, const):
- name = "_data_{name}".format(name=field_name)
+ name = f"_data_{field_name}"
dtype = PointerType(get_base_type(field_dtype), const=const, restrict=True)
obj = super(FieldPointerSymbol, cls).__xnew__(cls, name, dtype)
obj.field_name = field_name
diff --git a/pystencils/llvm/kernelcreation.py b/pystencils/llvm/kernelcreation.py
index bb822b48131dd5ca5cc344d52a28fd2125ebe9d1..57e5b73876b643196f5529d05df41a11a1ef01e5 100644
--- a/pystencils/llvm/kernelcreation.py
+++ b/pystencils/llvm/kernelcreation.py
@@ -1,32 +1,45 @@
-from pystencils.transformations import insert_casts
-from functools import partial
from pystencils.llvm.llvmjit import make_python_function
+from pystencils.transformations import insert_casts
def create_kernel(assignments, function_name="kernel", type_info=None, split_groups=(),
- iteration_slice=None, ghost_layers=None):
+ iteration_slice=None, ghost_layers=None, target='cpu'):
"""
Creates an abstract syntax tree for a kernel function, by taking a list of update rules.
Loops are created according to the field accesses in the equations.
- :param assignments: list of sympy equations, containing accesses to :class:`pystencils.field.Field`.
- Defining the update rules of the kernel
- :param function_name: name of the generated function - only important if generated code is written out
- :param type_info: a map from symbol name to a C type specifier. If not specified all symbols are assumed to
- be of type 'double' except symbols which occur on the left hand side of equations where the
- right hand side is a sympy Boolean which are assumed to be 'bool' .
- :param split_groups: Specification on how to split up inner loop into multiple loops. For details see
- transformation :func:`pystencils.transformation.split_inner_loop`
- :param iteration_slice: if not None, iteration is done only over this slice of the field
- :param ghost_layers: a sequence of pairs for each coordinate with lower and upper nr of ghost layers
- if None, the number of ghost layers is determined automatically and assumed to be equal for a
- all dimensions
+ Args:
+ assignments: list of sympy equations, containing accesses to :class:`pystencils.field.Field`.
+ Defining the update rules of the kernel
+ function_name: name of the generated function - only important if generated code is written out
+ type_info: a map from symbol name to a C type specifier. If not specified all symbols are assumed to
+ be of type 'double' except symbols which occur on the left hand side of equations where the
+ right hand side is a sympy Boolean which are assumed to be 'bool' .
+ split_groups: Specification on how to split up inner loop into multiple loops. For details see
+ transformation :func:`pystencils.transformation.split_inner_loop`
+ iteration_slice: if not None, iteration is done only over this slice of the field
+ ghost_layers: a sequence of pairs for each coordinate with lower and upper nr of ghost layers
+ if None, the number of ghost layers is determined automatically and assumed to be equal for a
+ all dimensions
:return: :class:`pystencils.ast.KernelFunction` node
"""
- from pystencils.cpu import create_kernel
- code = create_kernel(assignments, function_name, type_info, split_groups, iteration_slice, ghost_layers)
- code = insert_casts(code)
- code.compile = partial(make_python_function, code)
+ if target == 'cpu':
+ from pystencils.cpu import create_kernel
+ code = create_kernel(assignments, function_name, type_info, split_groups, iteration_slice, ghost_layers)
+ code._backend = 'llvm'
+ elif target == 'gpu':
+ from pystencils.gpucuda.kernelcreation import create_cuda_kernel
+ code = create_cuda_kernel(assignments,
+ function_name,
+ type_info,
+ iteration_slice=iteration_slice,
+ ghost_layers=ghost_layers)
+ code._backend = 'llvm_gpu'
+ else:
+ NotImplementedError()
+ code.body = insert_casts(code.body)
+ code._compile_function = make_python_function
+
return code
diff --git a/pystencils/llvm/llvm.py b/pystencils/llvm/llvm.py
index c71fb5ab666fcb15b94bfe30af2611edbdfe3322..a0de12689d620abefbd35e168bdac61f44544462 100644
--- a/pystencils/llvm/llvm.py
+++ b/pystencils/llvm/llvm.py
@@ -1,21 +1,51 @@
-import sympy as sp
import functools
-from sympy import S, Indexed
-from sympy.printing.printer import Printer
+
import llvmlite.ir as ir
+import llvmlite.llvmpy.core as lc
+import sympy as sp
+from sympy import Indexed, S
+from sympy.printing.printer import Printer
+
from pystencils.assignment import Assignment
+from pystencils.data_types import (
+ collate_types, create_composite_type_from_string, create_type, get_type_of_expression,
+ to_llvm_type)
from pystencils.llvm.control_flow import Loop
-from pystencils.data_types import create_type, to_llvm_type, get_type_of_expression, collate_types, \
- create_composite_type_from_string
-def generate_llvm(ast_node, module=None, builder=None):
+# From Numba
+def set_cuda_kernel(lfunc):
+ from llvmlite.llvmpy.core import MetaData, MetaDataString, Constant, Type
+
+ m = lfunc.module
+
+ ops = lfunc, MetaDataString.get(m, "kernel"), Constant.int(Type.int(), 1)
+ md = MetaData.get(m, ops)
+
+ nmd = m.get_or_insert_named_metadata('nvvm.annotations')
+ nmd.add(md)
+
+ # set nvvm ir version
+ i32 = ir.IntType(32)
+ md_ver = m.add_metadata([i32(1), i32(2), i32(2), i32(0)])
+ m.add_named_metadata('nvvmir.version', md_ver)
+
+
+# From Numba
+def _call_sreg(builder, name):
+ module = builder.module
+ fnty = lc.Type.function(lc.Type.int(), ())
+ fn = module.get_or_insert_function(fnty, name=name)
+ return builder.call(fn, ())
+
+
+def generate_llvm(ast_node, module=None, builder=None, target='cpu'):
"""Prints the ast as llvm code."""
if module is None:
- module = ir.Module()
+ module = lc.Module()
if builder is None:
builder = ir.IRBuilder()
- printer = LLVMPrinter(module, builder)
+ printer = LLVMPrinter(module, builder, target=target)
return printer._print(ast_node)
@@ -23,7 +53,7 @@ def generate_llvm(ast_node, module=None, builder=None):
class LLVMPrinter(Printer):
"""Convert expressions to LLVM IR"""
- def __init__(self, module, builder, fn=None, *args, **kwargs):
+ def __init__(self, module, builder, fn=None, target='cpu', *args, **kwargs):
self.func_arg_map = kwargs.pop("func_arg_map", {})
super(LLVMPrinter, self).__init__(*args, **kwargs)
self.fp_type = ir.DoubleType()
@@ -36,6 +66,7 @@ class LLVMPrinter(Printer):
self.fn = fn
self.ext_fn = {} # keep track of wrappers to external functions
self.tmp_var = {}
+ self.target = target
def _add_tmp_var(self, name, value):
self.tmp_var[name] = value
@@ -66,7 +97,7 @@ class LLVMPrinter(Printer):
# look up parameter with name s
val = self.func_arg_map.get(s.name)
if not val:
- raise LookupError("Symbol not found: %s" % s)
+ raise LookupError(f"Symbol not found: {s}")
return val
def _print_Pow(self, expr):
@@ -160,7 +191,7 @@ class LLVMPrinter(Printer):
parameter_type = []
parameters = func.get_parameters()
for parameter in parameters:
- parameter_type.append(to_llvm_type(parameter.symbol.dtype))
+ parameter_type.append(to_llvm_type(parameter.symbol.dtype, nvvm_target=self.target == 'gpu'))
func_type = ir.FunctionType(return_type, tuple(parameter_type))
name = func.function_name
fn = ir.Function(self.module, func_type, name)
@@ -178,6 +209,9 @@ class LLVMPrinter(Printer):
self._print(func.body)
self.builder.ret_void()
self.fn = fn
+ if self.target == 'gpu':
+ set_cuda_kernel(fn)
+
return fn
def _print_Block(self, block):
@@ -214,8 +248,10 @@ class LLVMPrinter(Printer):
# (From, to)
decision = {
+ (create_composite_type_from_string("int32"),
+ create_composite_type_from_string("int64")): functools.partial(self.builder.zext, node, self.integer),
(create_composite_type_from_string("int16"),
- create_composite_type_from_string("int64")): lambda: ir.Constant(self.integer, node),
+ create_composite_type_from_string("int64")): functools.partial(self.builder.zext, node, self.integer),
(create_composite_type_from_string("int"),
create_composite_type_from_string("double")): functools.partial(self.builder.sitofp, node, self.fp_type),
(create_composite_type_from_string("int16"),
@@ -292,13 +328,21 @@ class LLVMPrinter(Printer):
self.builder.branch(after_block)
self.builder.position_at_end(false_block)
- phi = self.builder.phi(to_llvm_type(get_type_of_expression(piece)))
+ phi = self.builder.phi(to_llvm_type(get_type_of_expression(piece), nvvm_target=self.target == 'gpu'))
for (val, block) in phi_data:
phi.add_incoming(val, block)
return phi
- # Should have a list of math library functions to validate this.
- # TODO function calls to libs
+ def _print_Conditional(self, node):
+ cond = self._print(node.condition_expr)
+ with self.builder.if_else(cond) as (then, otherwise):
+ with then:
+ self._print(node.true_block) # emit instructions for when the predicate is true
+ with otherwise:
+ self._print(node.false_block) # emit instructions for when the predicate is true
+
+ # No return!
+
def _print_Function(self, expr):
name = expr.func.__name__
e0 = self._print(expr.args[0])
@@ -317,3 +361,19 @@ class LLVMPrinter(Printer):
mro = "None"
raise TypeError("Unsupported type for LLVM JIT conversion: Expression:\"%s\", Type:\"%s\", MRO:%s"
% (expr, type(expr), mro))
+
+ # from: https://llvm.org/docs/NVPTXUsage.html#nvptx-intrinsics
+ INDEXING_FUNCTION_MAPPING = {
+ 'blockIdx': 'llvm.nvvm.read.ptx.sreg.ctaid',
+ 'threadIdx': 'llvm.nvvm.read.ptx.sreg.tid',
+ 'blockDim': 'llvm.nvvm.read.ptx.sreg.ntid',
+ 'gridDim': 'llvm.nvvm.read.ptx.sreg.nctaid'
+ }
+
+ def _print_ThreadIndexingSymbol(self, node):
+ symbol_name: str = node.name
+ function_name, dimension = tuple(symbol_name.split("."))
+ function_name = self.INDEXING_FUNCTION_MAPPING[function_name]
+ name = f"{function_name}.{dimension}"
+
+ return self.builder.zext(_call_sreg(self.builder, name), self.integer)
diff --git a/pystencils/llvm/llvmjit.py b/pystencils/llvm/llvmjit.py
index 545454cb9bb98bf29de3881260cd70962de62ed2..0baec5452f80e6d8ca3c1b1d760ef23e510dcb0e 100644
--- a/pystencils/llvm/llvmjit.py
+++ b/pystencils/llvm/llvmjit.py
@@ -1,12 +1,19 @@
-import llvmlite.ir as ir
+import ctypes as ct
+import subprocess
+from functools import partial
+from itertools import chain
+from os.path import exists, join
+
import llvmlite.binding as llvm
+import llvmlite.ir as ir
import numpy as np
-import ctypes as ct
+
from pystencils.data_types import create_composite_type_from_string
-from ..data_types import to_ctypes, ctypes_from_llvm, StructType
-from .llvm import generate_llvm
from pystencils.field import FieldType
+from ..data_types import StructType, ctypes_from_llvm, to_ctypes
+from .llvm import generate_llvm
+
def build_ctypes_argument_list(parameter_specification, argument_dict):
argument_dict = {k: v for k, v in argument_dict.items()}
@@ -95,11 +102,12 @@ def make_python_function_incomplete_params(kernel_function_node, argument_dict,
def generate_and_jit(ast):
- gen = generate_llvm(ast)
+ target = 'gpu' if ast._backend == 'llvm_gpu' else 'cpu'
+ gen = generate_llvm(ast, target=target)
if isinstance(gen, ir.Module):
- return compile_llvm(gen)
+ return compile_llvm(gen, target, ast)
else:
- return compile_llvm(gen.module)
+ return compile_llvm(gen.module, target, ast)
def make_python_function(ast, argument_dict={}, func=None):
@@ -114,8 +122,8 @@ def make_python_function(ast, argument_dict={}, func=None):
return lambda: func(*args)
-def compile_llvm(module):
- jit = Jit()
+def compile_llvm(module, target='cpu', ast=None):
+ jit = CudaJit(ast) if target == "gpu" else Jit()
jit.parse(module)
jit.optimize()
jit.compile()
@@ -221,3 +229,95 @@ class Jit(object):
fptr = self.fptr[name]
fptr.jit = self
return fptr
+
+
+# Following code more or less from numba
+class CudaJit(Jit):
+
+ CUDA_TRIPLE = {32: 'nvptx-nvidia-cuda',
+ 64: 'nvptx64-nvidia-cuda'}
+ MACHINE_BITS = tuple.__itemsize__ * 8
+ data_layout = {
+ 32: ('e-p:32:32:32-i1:8:8-i8:8:8-i16:16:16-i32:32:32-i64:64:64-f32:32:32-'
+ 'f64:64:64-v16:16:16-v32:32:32-v64:64:64-v128:128:128-n16:32:64'),
+ 64: ('e-p:64:64:64-i1:8:8-i8:8:8-i16:16:16-i32:32:32-i64:64:64-f32:32:32-'
+ 'f64:64:64-v16:16:16-v32:32:32-v64:64:64-v128:128:128-n16:32:64')}
+
+ default_data_layout = data_layout[MACHINE_BITS]
+
+ def __init__(self, ast):
+ # super().__init__()
+
+ # self.target = llvm.Target.from_triple(self.CUDA_TRIPLE[self.MACHINE_BITS])
+ self._data_layout = self.default_data_layout[self.MACHINE_BITS]
+ # self._target_data = llvm.create_target_data(self._data_layout)
+ self.indexing = ast.indexing
+
+ def optimize(self):
+ pmb = llvm.create_pass_manager_builder()
+ pmb.opt_level = 2
+ pmb.disable_unit_at_a_time = False
+ pmb.loop_vectorize = False
+ pmb.slp_vectorize = False
+ # TODO possible to pass for functions
+ pm = llvm.create_module_pass_manager()
+ pm.add_instruction_combining_pass()
+ pm.add_function_attrs_pass()
+ pm.add_constant_merge_pass()
+ pm.add_licm_pass()
+ pmb.populate(pm)
+ pm.run(self.llvmmod)
+ pm.run(self.llvmmod)
+
+ def write_ll(self, file):
+ with open(file, 'w') as f:
+ f.write(str(self.llvmmod))
+
+ def parse(self, module):
+
+ llvmmod = module
+ llvmmod.triple = self.CUDA_TRIPLE[self.MACHINE_BITS]
+ llvmmod.data_layout = self.default_data_layout
+ llvmmod.verify()
+ llvmmod.name = 'module'
+
+ self._llvmmod = llvm.parse_assembly(str(llvmmod))
+
+ def compile(self):
+ from pystencils.cpu.cpujit import get_cache_config, get_compiler_config, get_llc_command
+ import hashlib
+ compiler_cache = get_cache_config()['object_cache']
+ ir_file = join(compiler_cache, hashlib.md5(str(self._llvmmod).encode()).hexdigest() + '.ll')
+ ptx_file = ir_file.replace('.ll', '.ptx')
+ try:
+ from pycuda.driver import Context
+ arch = "sm_%d%d" % Context.get_device().compute_capability()
+ except Exception:
+ arch = "sm_35"
+
+ if not exists(ptx_file):
+ self.write_ll(ir_file)
+ if 'llc' in get_compiler_config():
+ llc_command = get_compiler_config()['llc']
+ else:
+ llc_command = get_llc_command() or 'llc'
+
+ subprocess.check_call([llc_command, '-mcpu=' + arch, ir_file, '-o', ptx_file])
+
+ # cubin_file = ir_file.replace('.ll', '.cubin')
+ # if not exists(cubin_file):
+ # subprocess.check_call(['ptxas', '--gpu-name', arch, ptx_file, '-o', cubin_file])
+ import pycuda.driver
+
+ cuda_module = pycuda.driver.module_from_file(ptx_file) # also works: cubin_file
+ self.cuda_module = cuda_module
+
+ def __call__(self, func, *args, **kwargs):
+ shape = [a.shape for a in chain(args, kwargs.values()) if hasattr(a, 'shape')][0]
+ block_and_thread_numbers = self.indexing.call_parameters(shape)
+ block_and_thread_numbers['block'] = tuple(int(i) for i in block_and_thread_numbers['block'])
+ block_and_thread_numbers['grid'] = tuple(int(i) for i in block_and_thread_numbers['grid'])
+ self.cuda_module.get_function(func)(*args, **kwargs, **block_and_thread_numbers)
+
+ def get_function_ptr(self, name):
+ return partial(self._call__, name)
diff --git a/pystencils/math_optimizations.py b/pystencils/math_optimizations.py
new file mode 100644
index 0000000000000000000000000000000000000000..b9420318f1a0a5b7a4aa538c35b6866672282bea
--- /dev/null
+++ b/pystencils/math_optimizations.py
@@ -0,0 +1,56 @@
+"""
+Default Sympy optimizations applied in pystencils kernels using :func:`sympy.codegen.rewriting.optimize`.
+
+See :func:`sympy.codegen.rewriting.optimize`.
+"""
+
+
+import itertools
+
+from pystencils import Assignment
+from pystencils.astnodes import SympyAssignment
+
+try:
+ from sympy.codegen.rewriting import optims_c99, optimize
+ from sympy.codegen.rewriting import ReplaceOptim
+ HAS_REWRITING = True
+
+ # Evaluates all constant terms
+ evaluate_constant_terms = ReplaceOptim(
+ lambda e: hasattr(e, 'is_constant') and e.is_constant and not e.is_integer,
+ lambda p: p.evalf()
+ )
+
+ optims_pystencils_cpu = [evaluate_constant_terms] + list(optims_c99)
+ optims_pystencils_gpu = [evaluate_constant_terms] + list(optims_c99)
+except ImportError:
+ from warnings import warn
+ warn("Could not import ReplaceOptim, optims_c99, optimize from sympy.codegen.rewriting."
+ "Please update your sympy installation!")
+ optims_c99 = []
+ optims_pystencils_cpu = []
+ optims_pystencils_gpu = []
+ HAS_REWRITING = False
+
+
+def optimize_assignments(assignments, optimizations):
+
+ if HAS_REWRITING:
+ assignments = [Assignment(a.lhs, optimize(a.rhs, optimizations))
+ if hasattr(a, 'lhs')
+ else a for a in assignments]
+ assignments_nodes = [a.atoms(SympyAssignment) for a in assignments]
+ for a in itertools.chain.from_iterable(assignments_nodes):
+ a.optimize(optimizations)
+
+ return assignments
+
+
+def optimize_ast(ast, optimizations):
+
+ if HAS_REWRITING:
+ assignments_nodes = ast.atoms(SympyAssignment)
+ for a in assignments_nodes:
+ a.optimize(optimizations)
+
+ return ast
diff --git a/pystencils/opencl/__init__.py b/pystencils/opencl/__init__.py
new file mode 100644
index 0000000000000000000000000000000000000000..e405a2f4e1b22a285cecb833da7764f88762d1ae
--- /dev/null
+++ b/pystencils/opencl/__init__.py
@@ -0,0 +1,8 @@
+"""
+
+"""
+
+from pystencils.opencl.opencljit import (
+ clear_global_ctx, init_globally, init_globally_with_context, make_python_function)
+
+__all__ = ['init_globally', 'init_globally_with_context', 'clear_global_ctx', 'make_python_function']
diff --git a/pystencils/opencl/autoinit.py b/pystencils/opencl/autoinit.py
new file mode 100644
index 0000000000000000000000000000000000000000..3d20169b640a83895edd9366a279fc6f2e13f6b4
--- /dev/null
+++ b/pystencils/opencl/autoinit.py
@@ -0,0 +1,16 @@
+"""
+Automatically initializes OpenCL context using any device.
+
+Use `pystencils.opencl.{init_globally_with_context,init_globally}` if you want to use a specific device.
+"""
+
+from pystencils.opencl.opencljit import (
+ clear_global_ctx, init_globally, init_globally_with_context, make_python_function)
+
+__all__ = ['init_globally', 'init_globally_with_context', 'clear_global_ctx', 'make_python_function']
+
+try:
+ init_globally()
+except Exception as e:
+ import warnings
+ warnings.warn(str(e))
diff --git a/pystencils/opencl/opencljit.py b/pystencils/opencl/opencljit.py
new file mode 100644
index 0000000000000000000000000000000000000000..a33f51c07b51cbac752e12b95c5be78f7060dd08
--- /dev/null
+++ b/pystencils/opencl/opencljit.py
@@ -0,0 +1,142 @@
+import numpy as np
+
+from pystencils.backends.cbackend import get_headers
+from pystencils.backends.opencl_backend import generate_opencl
+from pystencils.gpucuda.cudajit import _build_numpy_argument_list, _check_arguments
+from pystencils.include import get_pystencils_include_path
+from pystencils.kernel_wrapper import KernelWrapper
+
+USE_FAST_MATH = True
+
+
+_global_cl_ctx = None
+_global_cl_queue = None
+
+
+def get_global_cl_queue():
+ return _global_cl_queue
+
+
+def get_global_cl_ctx():
+ return _global_cl_ctx
+
+
+def init_globally(device_index=0):
+ import pyopencl as cl
+ global _global_cl_ctx
+ global _global_cl_queue
+ _global_cl_ctx = cl.create_some_context(device_index)
+ _global_cl_queue = cl.CommandQueue(_global_cl_ctx)
+
+
+def init_globally_with_context(opencl_ctx, opencl_queue):
+ global _global_cl_ctx
+ global _global_cl_queue
+ _global_cl_ctx = opencl_ctx
+ _global_cl_queue = opencl_queue
+
+
+def clear_global_ctx():
+ global _global_cl_ctx
+ global _global_cl_queue
+ _global_cl_ctx = None
+ _global_cl_queue = None
+
+
+def make_python_function(kernel_function_node, opencl_queue, opencl_ctx, argument_dict=None, custom_backend=None):
+ """
+ Creates a **OpenCL** kernel function from an abstract syntax tree which
+ was created for the ``target='gpu'`` e.g. by :func:`pystencils.gpucuda.create_cuda_kernel`
+ or :func:`pystencils.gpucuda.created_indexed_cuda_kernel`
+
+ Args:
+ opencl_queue: a valid :class:`pyopencl.CommandQueue`
+ opencl_ctx: a valid :class:`pyopencl.Context`
+ kernel_function_node: the abstract syntax tree
+ argument_dict: parameters passed here are already fixed. Remaining parameters have to be passed to the
+ returned kernel functor.
+
+ Returns:
+ compiled kernel as Python function
+ """
+ import pyopencl as cl
+
+ if not opencl_ctx:
+ opencl_ctx = _global_cl_ctx
+ if not opencl_queue:
+ opencl_queue = _global_cl_queue
+
+ assert opencl_ctx, "No valid OpenCL context!\n" \
+ "Use `import pystencils.opencl.autoinit` if you want it to be automatically created"
+ assert opencl_queue, "No valid OpenCL queue!\n" \
+ "Use `import pystencils.opencl.autoinit` if you want it to be automatically created"
+
+ if argument_dict is None:
+ argument_dict = {}
+
+ # check if double precision is supported and required
+ if any([d.double_fp_config == 0 for d in opencl_ctx.devices]):
+ for param in kernel_function_node.get_parameters():
+ if param.symbol.dtype.base_type:
+ if param.symbol.dtype.base_type.numpy_dtype == np.float64:
+ raise ValueError('OpenCL device does not support double precision')
+ else:
+ if param.symbol.dtype.numpy_dtype == np.float64:
+ raise ValueError('OpenCL device does not support double precision')
+
+ # Changing of kernel name necessary since compilation with default name "kernel" is not possible (OpenCL keyword!)
+ kernel_function_node.function_name = "opencl_" + kernel_function_node.function_name
+ header_list = ['"opencl_stdint.h"'] + list(get_headers(kernel_function_node))
+ includes = "\n".join(["#include %s" % (include_file,) for include_file in header_list])
+
+ code = includes + "\n"
+ code += "#define FUNC_PREFIX __kernel\n"
+ code += "#define RESTRICT restrict\n\n"
+ code += str(generate_opencl(kernel_function_node, custom_backend=custom_backend))
+ options = []
+ if USE_FAST_MATH:
+ options.append("-cl-unsafe-math-optimizations")
+ options.append("-cl-mad-enable")
+ options.append("-cl-fast-relaxed-math")
+ options.append("-cl-finite-math-only")
+ options.append("-I")
+ options.append(get_pystencils_include_path())
+ mod = cl.Program(opencl_ctx, code).build(options=options)
+ func = getattr(mod, kernel_function_node.function_name)
+
+ parameters = kernel_function_node.get_parameters()
+
+ cache = {}
+ cache_values = []
+
+ def wrapper(**kwargs):
+ key = hash(tuple((k, v.ctypes.data, v.strides, v.shape) if isinstance(v, np.ndarray) else (k, id(v))
+ for k, v in kwargs.items()))
+ try:
+ args, block_and_thread_numbers = cache[key]
+ func(opencl_queue, block_and_thread_numbers['grid'], block_and_thread_numbers['block'], *args)
+ except KeyError:
+ full_arguments = argument_dict.copy()
+ full_arguments.update(kwargs)
+ assert not any(isinstance(a, np.ndarray)
+ for a in full_arguments.values()), 'Calling a OpenCL kernel with a Numpy array!'
+ assert not any('pycuda' in str(type(a))
+ for a in full_arguments.values()), 'Calling a OpenCL kernel with a PyCUDA array!'
+ shape = _check_arguments(parameters, full_arguments)
+
+ indexing = kernel_function_node.indexing
+ block_and_thread_numbers = indexing.call_parameters(shape)
+ block_and_thread_numbers['block'] = tuple(int(i) for i in block_and_thread_numbers['block'])
+ block_and_thread_numbers['grid'] = tuple(int(b * g) for (b, g) in zip(block_and_thread_numbers['block'],
+ block_and_thread_numbers['grid']))
+
+ args = _build_numpy_argument_list(parameters, full_arguments)
+ args = [a.data if hasattr(a, 'data') else a for a in args]
+ cache[key] = (args, block_and_thread_numbers)
+ cache_values.append(kwargs) # keep objects alive such that ids remain unique
+ func(opencl_queue, block_and_thread_numbers['grid'], block_and_thread_numbers['block'], *args)
+
+ wrapper.ast = kernel_function_node
+ wrapper.parameters = kernel_function_node.get_parameters()
+ wrapper = KernelWrapper(wrapper, parameters, kernel_function_node)
+ return wrapper
diff --git a/pystencils/placeholder_function.py b/pystencils/placeholder_function.py
index aca93d16937d7efa37668b3c15d03f4aa7069166..8b8aa6ed0ed39d59f97c960d7efdd73f07cf38ef 100644
--- a/pystencils/placeholder_function.py
+++ b/pystencils/placeholder_function.py
@@ -1,5 +1,7 @@
-import sympy as sp
from typing import List
+
+import sympy as sp
+
from pystencils.assignment import Assignment
from pystencils.astnodes import Node
from pystencils.sympyextensions import is_constant
@@ -32,7 +34,7 @@ def to_placeholder_function(expr, name):
"""
symbols = list(expr.atoms(sp.Symbol))
symbols.sort(key=lambda e: e.name)
- derivative_symbols = [sp.Symbol("_d{}_d{}".format(name, s.name)) for s in symbols]
+ derivative_symbols = [sp.Symbol(f"_d{name}_d{s.name}") for s in symbols]
derivatives = [sp.diff(expr, s) for s in symbols]
assignments = [Assignment(sp.Symbol(name), expr)]
diff --git a/pystencils/plot2d.py b/pystencils/plot.py
similarity index 93%
rename from pystencils/plot2d.py
rename to pystencils/plot.py
index 47710af6b6432e9213d15857fc8104edab11181c..1555b94fb87e86e697c4a615e1986d8ee25eab8f 100644
--- a/pystencils/plot2d.py
+++ b/pystencils/plot.py
@@ -3,9 +3,10 @@ This module extends the pyplot module with functions to show scalar and vector f
simulation coordinate system (y-axis goes up), instead of the "image coordinate system" (y axis goes down) that
matplotlib normally uses.
"""
-from matplotlib.pyplot import *
+import warnings
from itertools import cycle
-from matplotlib.text import Text
+
+from matplotlib.pyplot import *
def vector_field(array, step=2, **kwargs):
@@ -67,6 +68,26 @@ def scalar_field(array, **kwargs):
return res
+def scalar_field_surface(array, **kwargs):
+ """Plots scalar field as 3D surface
+
+ Args:
+ array: the two dimensional numpy array to plot
+ kwargs: keyword arguments passed to :func:`mpl_toolkits.mplot3d.Axes3D.plot_surface`
+ """
+ from mpl_toolkits.mplot3d import Axes3D
+ from matplotlib import cm
+
+ fig = gcf()
+ ax = fig.add_subplot(111, projection='3d')
+ x, y = np.meshgrid(np.arange(array.shape[0]), np.arange(array.shape[1]), indexing='ij')
+ kwargs.setdefault('rstride', 2)
+ kwargs.setdefault('cstride', 2)
+ kwargs.setdefault('color', 'b')
+ kwargs.setdefault('cmap', cm.coolwarm)
+ return ax.plot_surface(x, y, array, **kwargs)
+
+
def scalar_field_alpha_value(array, color, clip=False, **kwargs):
"""Plots an image with same color everywhere, using the array values as transparency.
@@ -158,6 +179,7 @@ def phase_plot(phase_field: np.ndarray, linewidth=1.0, clip=True) -> None:
for i in range(phase_field.shape[-1]):
scalar_field_contour(phase_field[..., i], levels=[0.5], colors='k', linewidths=[linewidth])
+
def sympy_function(expr, x_values=None, **kwargs):
"""Plots the graph of a sympy term that depends on one symbol only.
@@ -307,14 +329,12 @@ def scalar_field_animation(run_function, plot_setup_function=lambda *_: None, re
return animation.FuncAnimation(fig, update_figure, interval=interval, frames=frames)
-def surface_plot_animation(run_function, frames=90, interval=30, **kwargs):
+def surface_plot_animation(run_function, frames=90, interval=30, zlim=None, **kwargs):
"""Animation of scalar field as 3D plot."""
from mpl_toolkits.mplot3d import Axes3D
import matplotlib.animation as animation
- import matplotlib.pyplot as plt
from matplotlib import cm
-
- fig = plt.figure()
+ fig = gcf()
ax = fig.add_subplot(111, projection='3d')
data = run_function()
x, y = np.meshgrid(np.arange(data.shape[0]), np.arange(data.shape[1]), indexing='ij')
@@ -323,13 +343,15 @@ def surface_plot_animation(run_function, frames=90, interval=30, **kwargs):
kwargs.setdefault('color', 'b')
kwargs.setdefault('cmap', cm.coolwarm)
ax.plot_surface(x, y, data, **kwargs)
- ax.set_zlim(-1.0, 1.0)
+ if zlim is not None:
+ ax.set_zlim(*zlim)
def update_figure(*_):
d = run_function()
ax.clear()
plot = ax.plot_surface(x, y, d, **kwargs)
- ax.set_zlim(-1.0, 1.0)
+ if zlim is not None:
+ ax.set_zlim(*zlim)
return plot,
return animation.FuncAnimation(fig, update_figure, interval=interval, frames=frames, blit=False)
diff --git a/pystencils/rng.py b/pystencils/rng.py
index 7e84e23f0ec0da3e0a5200df085d589ff9bbc7bd..f567e0c1b77b6e07d9107825364b9227cf17b26a 100644
--- a/pystencils/rng.py
+++ b/pystencils/rng.py
@@ -1,122 +1,108 @@
-import sympy as sp
import numpy as np
+import sympy as sp
+
from pystencils import TypedSymbol
from pystencils.astnodes import LoopOverCoordinate
from pystencils.backends.cbackend import CustomCodeNode
-philox_two_doubles_call = """
-{result_symbols[0].dtype} {result_symbols[0].name};
-{result_symbols[1].dtype} {result_symbols[1].name};
-philox_double2({parameters}, {result_symbols[0].name}, {result_symbols[1].name});
-"""
-
-philox_four_floats_call = """
-{result_symbols[0].dtype} {result_symbols[0].name};
-{result_symbols[1].dtype} {result_symbols[1].name};
-{result_symbols[2].dtype} {result_symbols[2].name};
-{result_symbols[3].dtype} {result_symbols[3].name};
-philox_float4({parameters},
- {result_symbols[0].name}, {result_symbols[1].name}, {result_symbols[2].name}, {result_symbols[3].name});
-
-"""
-
-class PhiloxTwoDoubles(CustomCodeNode):
+def _get_rng_template(name, data_type, num_vars):
+ if data_type is np.float32:
+ c_type = "float"
+ elif data_type is np.float64:
+ c_type = "double"
+ template = "\n"
+ for i in range(num_vars):
+ template += f"{{result_symbols[{i}].dtype}} {{result_symbols[{i}].name}};\n"
+ template += ("{}_{}{}({{parameters}}, " + ", ".join(["{{result_symbols[{}].name}}"] * num_vars) + ");\n") \
+ .format(name, c_type, num_vars, *tuple(range(num_vars)))
+ return template
+
+
+def _get_rng_code(template, dialect, vector_instruction_set, args, result_symbols):
+ if dialect == 'cuda' or (dialect == 'c' and vector_instruction_set is None):
+ return template.format(parameters=', '.join(str(a) for a in args),
+ result_symbols=result_symbols)
+ else:
+ raise NotImplementedError("Not yet implemented for this backend")
+
+
+class RNGBase(CustomCodeNode):
+
+ id = 0
+
+ def __init__(self, dim, time_step=TypedSymbol("time_step", np.uint32), offsets=None, keys=None):
+ if keys is None:
+ keys = (0,) * self._num_keys
+ if offsets is None:
+ offsets = (0,) * dim
+ if len(keys) != self._num_keys:
+ raise ValueError(f"Provided {len(keys)} keys but need {self._num_keys}")
+ if len(offsets) != dim:
+ raise ValueError(f"Provided {len(offsets)} offsets but need {dim}")
+ coordinates = [LoopOverCoordinate.get_loop_counter_symbol(i) + offsets[i] for i in range(dim)]
+ if dim < 3:
+ coordinates.append(0)
+
+ self._args = sp.sympify([time_step, *coordinates, *keys])
+ self.result_symbols = tuple(TypedSymbol(f'random_{self.id}_{i}', self._data_type)
+ for i in range(self._num_vars))
+ symbols_read = set.union(*[s.atoms(sp.Symbol) for s in self.args])
+ super().__init__("", symbols_read=symbols_read, symbols_defined=self.result_symbols)
- def __init__(self, dim, time_step=TypedSymbol("time_step", np.uint32), keys=(0, 0)):
- self.result_symbols = tuple(TypedSymbol(sp.Dummy().name, np.float64) for _ in range(2))
+ self.headers = [f'"{self._name}_rand.h"']
- symbols_read = [s for s in keys if isinstance(s, sp.Symbol)]
- super().__init__("", symbols_read=symbols_read, symbols_defined=self.result_symbols)
- self._time_step = time_step
- self.headers = ['"philox_rand.h"']
- self.keys = list(keys)
- self._args = (time_step, *sp.sympify(keys))
- self._dim = dim
+ RNGBase.id += 1
@property
def args(self):
return self._args
- @property
- def undefined_symbols(self):
- result = {a for a in self.args if isinstance(a, sp.Symbol)}
- loop_counters = [LoopOverCoordinate.get_loop_counter_symbol(i)
- for i in range(self._dim)]
- result.update(loop_counters)
- return result
-
def get_code(self, dialect, vector_instruction_set):
- parameters = [self._time_step] + [LoopOverCoordinate.get_loop_counter_symbol(i)
- for i in range(self._dim)] + self.keys
-
- while len(parameters) < 6:
- parameters.append(0)
- parameters = parameters[:6]
-
- assert len(parameters) == 6
-
- if dialect == 'cuda' or (dialect == 'c' and vector_instruction_set is None):
- return philox_two_doubles_call.format(parameters=', '.join(str(p) for p in parameters),
- result_symbols=self.result_symbols)
- else:
- raise NotImplementedError("Not yet implemented for this backend")
+ template = _get_rng_template(self._name, self._data_type, self._num_vars)
+ return _get_rng_code(template, dialect, vector_instruction_set, self.args, self.result_symbols)
def __repr__(self):
- return "{}, {} <- PhiloxRNG".format(*self.result_symbols)
+ return (", ".join(['{}'] * self._num_vars) + " \\leftarrow {}RNG").format(*self.result_symbols,
+ self._name.capitalize())
-class PhiloxFourFloats(CustomCodeNode):
+class PhiloxTwoDoubles(RNGBase):
+ _name = "philox"
+ _data_type = np.float64
+ _num_vars = 2
+ _num_keys = 2
- def __init__(self, dim, time_step=TypedSymbol("time_step", np.uint32), keys=(0, 0)):
- self.result_symbols = tuple(TypedSymbol(sp.Dummy().name, np.float32) for _ in range(4))
- symbols_read = [s for s in keys if isinstance(s, sp.Symbol)]
- super().__init__("", symbols_read=symbols_read, symbols_defined=self.result_symbols)
- self._time_step = time_step
- self.headers = ['"philox_rand.h"']
- self.keys = list(keys)
- self._args = (time_step, *sp.sympify(keys))
- self._dim = dim
+class PhiloxFourFloats(RNGBase):
+ _name = "philox"
+ _data_type = np.float32
+ _num_vars = 4
+ _num_keys = 2
- @property
- def args(self):
- return self._args
- @property
- def undefined_symbols(self):
- result = {a for a in self.args if isinstance(a, sp.Symbol)}
- loop_counters = [LoopOverCoordinate.get_loop_counter_symbol(i)
- for i in range(self._dim)]
- result.update(loop_counters)
- return result
+class AESNITwoDoubles(RNGBase):
+ _name = "aesni"
+ _data_type = np.float64
+ _num_vars = 2
+ _num_keys = 4
- def get_code(self, dialect, vector_instruction_set):
- parameters = [self._time_step] + [LoopOverCoordinate.get_loop_counter_symbol(i)
- for i in range(self._dim)] + self.keys
-
- while len(parameters) < 6:
- parameters.append(0)
- parameters = parameters[:6]
-
- assert len(parameters) == 6
- if dialect == 'cuda' or (dialect == 'c' and vector_instruction_set is None):
- return philox_four_floats_call.format(parameters=', '.join(str(p) for p in parameters),
- result_symbols=self.result_symbols)
- else:
- raise NotImplementedError("Not yet implemented for this backend")
-
- def __repr__(self):
- return "{}, {}, {}, {} <- PhiloxRNG".format(*self.result_symbols)
+class AESNIFourFloats(RNGBase):
+ _name = "aesni"
+ _data_type = np.float32
+ _num_vars = 4
+ _num_keys = 4
-def random_symbol(assignment_list, rng_node=PhiloxTwoDoubles, *args, **kwargs):
+def random_symbol(assignment_list, seed=TypedSymbol("seed", np.uint32), rng_node=PhiloxTwoDoubles, *args, **kwargs):
+ counter = 0
while True:
- node = rng_node(*args, **kwargs)
+ node = rng_node(*args, keys=(counter, seed), **kwargs)
inserted = False
for symbol in node.result_symbols:
if not inserted:
assignment_list.insert(0, node)
inserted = True
yield symbol
+ counter += 1
diff --git a/pystencils/runhelper/db.py b/pystencils/runhelper/db.py
index e0655db3238b4ea9f4d70fb47695201bb0f00c38..21b75c4ba91a53588db8637651bfda090c4044e6 100644
--- a/pystencils/runhelper/db.py
+++ b/pystencils/runhelper/db.py
@@ -1,7 +1,9 @@
-import time
import socket
-from typing import Dict, Sequence, Iterator
+import time
+from typing import Dict, Iterator, Sequence
+
import blitzdb
+
from pystencils.cpu.cpujit import get_compiler_config
@@ -33,10 +35,12 @@ class Database:
... assert next(db.filter_params(params))['params'] == params # get data set, keys are 'params', 'results'
... # and 'env'
... # get a pandas object with all results matching a query
- ... db.to_pandas({'dx': 1.5}, remove_prefix=True) # doctest: +ELLIPSIS, +NORMALIZE_WHITESPACE
- dx method error
- pk
- ... 1.5 finite_diff 0.000001
+ ... df = db.to_pandas({'dx': 1.5}, remove_prefix=True)
+ ... # order columns alphabetically (just for doctest output)
+ ... df.reindex(sorted(df.columns), axis=1) # doctest: +ELLIPSIS, +NORMALIZE_WHITESPACE
+ dx error method
+ pk
+ ... 1.5 0.000001 finite_diff
"""
class SimulationResult(blitzdb.Document):
@@ -116,7 +120,7 @@ class Database:
Returns:
pandas data frame
"""
- from pandas.io.json import json_normalize
+ from pandas import json_normalize
query_result = self.filter_params(parameter_query)
attributes = [e.attributes for e in query_result]
diff --git a/pystencils/runhelper/parameterstudy.py b/pystencils/runhelper/parameterstudy.py
index 22d2bf2e3964e176a4e86895b2684ab508f170f5..f4d8327d335125f7f57a8d622e1fd37855c3d9dd 100644
--- a/pystencils/runhelper/parameterstudy.py
+++ b/pystencils/runhelper/parameterstudy.py
@@ -1,16 +1,16 @@
-import json
import datetime
+import itertools
+import json
import os
import socket
-import itertools
-from copy import deepcopy
from collections import namedtuple
+from copy import deepcopy
from time import sleep
-from typing import Dict, Callable, Sequence, Any, Tuple, Optional
+from typing import Any, Callable, Dict, Optional, Sequence, Tuple
+
from pystencils.runhelper import Database
from pystencils.utils import DotDict
-
ParameterDict = Dict[str, Any]
WeightFunction = Callable[[Dict], int]
FilterFunction = Callable[[ParameterDict], Optional[ParameterDict]]
@@ -215,7 +215,7 @@ class ParameterStudy:
def log_message(self, fmt, *args):
return
- print("Listening to connections on {}:{}. Scenarios to simulate: {}".format(ip, port, len(filtered_runs)))
+ print(f"Listening to connections on {ip}:{port}. Scenarios to simulate: {len(filtered_runs)}")
server = HTTPServer((ip, port), ParameterStudyServer)
while len(ParameterStudyServer.currently_running) > 0 or len(ParameterStudyServer.runs) > 0:
server.handle_request()
@@ -241,7 +241,7 @@ class ParameterStudy:
from urllib.error import URLError
import time
parameter_update = {} if parameter_update is None else parameter_update
- url = "http://{}:{}".format(server, port)
+ url = f"http://{server}:{port}"
client_name = client_name.format(hostname=socket.gethostname(), pid=os.getpid())
start_time = time.time()
while True:
@@ -265,7 +265,7 @@ class ParameterStudy:
'client_name': client_name}
urlopen(url + '/result', data=json.dumps(answer).encode())
except URLError:
- print("Cannot connect to server {} retrying in 5 seconds...".format(url))
+ print(f"Cannot connect to server {url} retrying in 5 seconds...")
sleep(5)
def run_from_command_line(self, argv: Optional[Sequence[str]] = None) -> None:
diff --git a/pystencils/session.py b/pystencils/session.py
index c55c8e49839693699b7fcbf105510ac29fc04f81..51d2ef627282dba4caea1da53c2132c5ee97aca6 100644
--- a/pystencils/session.py
+++ b/pystencils/session.py
@@ -1,9 +1,9 @@
-import pystencils.sympy_gmpy_bug_workaround
-import sympy as sp
import numpy as np
-import pystencils as ps
-import pystencils.plot2d as plt
-import pystencils.jupytersetup as ps_notebook
+import sympy as sp
+import pystencils as ps
+import pystencils.jupyter
+import pystencils.plot as plt
+import pystencils.sympy_gmpy_bug_workaround
-__all__ = ['sp', 'np', 'ps', 'plt', 'ps_notebook']
+__all__ = ['sp', 'np', 'ps', 'plt']
diff --git a/pystencils/simp/__init__.py b/pystencils/simp/__init__.py
index 36efb062ded6ff27f2594193156762b3682e7932..dadaa7911a536ed36eafa75b720d2cddfae6a6d9 100644
--- a/pystencils/simp/__init__.py
+++ b/pystencils/simp/__init__.py
@@ -1,11 +1,13 @@
from .assignment_collection import AssignmentCollection
+from .simplifications import (
+ add_subexpressions_for_divisions, add_subexpressions_for_field_reads,
+ add_subexpressions_for_sums, apply_on_all_subexpressions, apply_to_all_assignments,
+ subexpression_substitution_in_existing_subexpressions,
+ subexpression_substitution_in_main_assignments, sympy_cse, sympy_cse_on_assignment_list)
from .simplificationstrategy import SimplificationStrategy
-from .simplifications import sympy_cse, sympy_cse_on_assignment_list, \
- apply_to_all_assignments, apply_on_all_subexpressions, subexpression_substitution_in_existing_subexpressions, \
- subexpression_substitution_in_main_assignments, add_subexpressions_for_divisions, add_subexpressions_for_field_reads
__all__ = ['AssignmentCollection', 'SimplificationStrategy',
'sympy_cse', 'sympy_cse_on_assignment_list', 'apply_to_all_assignments',
'apply_on_all_subexpressions', 'subexpression_substitution_in_existing_subexpressions',
'subexpression_substitution_in_main_assignments', 'add_subexpressions_for_divisions',
- 'add_subexpressions_for_field_reads']
+ 'add_subexpressions_for_sums', 'add_subexpressions_for_field_reads']
diff --git a/pystencils/simp/assignment_collection.py b/pystencils/simp/assignment_collection.py
index 5d57addce4e4ea740b0eb045142cb8d2bea5c797..6bd1c66021c129e35288101c24cdcca96fcebd46 100644
--- a/pystencils/simp/assignment_collection.py
+++ b/pystencils/simp/assignment_collection.py
@@ -1,8 +1,13 @@
-import sympy as sp
+import itertools
from copy import copy
-from typing import List, Optional, Dict, Any, Set, Sequence, Iterator, Iterable, Union
+from typing import Any, Dict, Iterable, Iterator, List, Optional, Sequence, Set, Union
+
+import sympy as sp
+
+import pystencils
from pystencils.assignment import Assignment
-from pystencils.sympyextensions import fast_subs, count_operations, sort_assignments_topologically
+from pystencils.simp.simplifications import (sort_assignments_topologically, transform_lhs_and_rhs, transform_rhs)
+from pystencils.sympyextensions import count_operations, fast_subs
class AssignmentCollection:
@@ -12,12 +17,12 @@ class AssignmentCollection:
These simplification methods can change the subexpressions, but the number and
left hand side of the main equations themselves is not altered.
Additionally a dictionary of simplification hints is stored, which are set by the functions that create
- equation collections to transport information to the simplification system.
+ assignment collections to transport information to the simplification system.
Attributes:
main_assignments: list of assignments
subexpressions: list of assignments defining subexpressions used in main equations
- simplification_hints: dict that is used to annotate the equation collection with hints that are
+ simplification_hints: dict that is used to annotate the assignment collection with hints that are
used by the simplification system. See documentation of the simplification rules for
potentially required hints and their meaning.
subexpression_symbol_generator: generator for new symbols that are used when new subexpressions are added
@@ -28,7 +33,7 @@ class AssignmentCollection:
# ------------------------------- Creation & Inplace Manipulation --------------------------------------------------
def __init__(self, main_assignments: Union[List[Assignment], Dict[sp.Expr, sp.Expr]],
- subexpressions: Union[List[Assignment], Dict[sp.Expr, sp.Expr]],
+ subexpressions: Union[List[Assignment], Dict[sp.Expr, sp.Expr]] = {},
simplification_hints: Optional[Dict[str, Any]] = None,
subexpression_symbol_generator: Iterator[sp.Symbol] = None) -> None:
if isinstance(main_assignments, Dict):
@@ -38,6 +43,11 @@ class AssignmentCollection:
subexpressions = [Assignment(k, v)
for k, v in subexpressions.items()]
+ main_assignments = list(itertools.chain.from_iterable(
+ [(a if isinstance(a, Iterable) else [a]) for a in main_assignments]))
+ subexpressions = list(itertools.chain.from_iterable(
+ [(a if isinstance(a, Iterable) else [a]) for a in subexpressions]))
+
self.main_assignments = main_assignments
self.subexpressions = subexpressions
@@ -96,27 +106,58 @@ class AssignmentCollection:
"""All symbols used in the assignment collection, which do not occur as left hand sides in any assignment."""
free_symbols = set()
for eq in self.all_assignments:
- free_symbols.update(eq.rhs.atoms(sp.Symbol))
+ if isinstance(eq, Assignment):
+ free_symbols.update(eq.rhs.atoms(sp.Symbol))
+ elif isinstance(eq, pystencils.astnodes.Node):
+ free_symbols.update(eq.undefined_symbols)
+
return free_symbols - self.bound_symbols
@property
def bound_symbols(self) -> Set[sp.Symbol]:
"""All symbols which occur on the left hand side of a main assignment or a subexpression."""
- bound_symbols_set = set([eq.lhs for eq in self.all_assignments])
- assert len(bound_symbols_set) == len(self.subexpressions) + len(self.main_assignments), \
+ bound_symbols_set = set(
+ [assignment.lhs for assignment in self.all_assignments if isinstance(assignment, Assignment)]
+ )
+
+ assert len(bound_symbols_set) == len(list(a for a in self.all_assignments if isinstance(a, Assignment))), \
"Not in SSA form - same symbol assigned multiple times"
+
+ bound_symbols_set = bound_symbols_set.union(*[
+ assignment.symbols_defined for assignment in self.all_assignments
+ if isinstance(assignment, pystencils.astnodes.Node)
+ ]
+ )
+
return bound_symbols_set
+ @property
+ def free_fields(self):
+ """All fields accessed in the assignment collection, which do not occur as left hand sides in any assignment."""
+ return {s.field for s in self.free_symbols if hasattr(s, 'field')}
+
+ @property
+ def bound_fields(self):
+ """All field accessed on the left hand side of a main assignment or a subexpression."""
+ return {s.field for s in self.bound_symbols if hasattr(s, 'field')}
+
@property
def defined_symbols(self) -> Set[sp.Symbol]:
"""All symbols which occur as left-hand-sides of one of the main equations"""
- return set([assignment.lhs for assignment in self.main_assignments])
+ return (set(
+ [assignment.lhs for assignment in self.main_assignments if isinstance(assignment, Assignment)]
+ ).union(*[assignment.symbols_defined for assignment in self.main_assignments if isinstance(
+ assignment, pystencils.astnodes.Node)]
+ ))
@property
def operation_count(self):
"""See :func:`count_operations` """
return count_operations(self.all_assignments, only_type=None)
+ def atoms(self, *args):
+ return set().union(*[a.atoms(*args) for a in self.all_assignments])
+
def dependent_symbols(self, symbols: Iterable[sp.Symbol]) -> Set[sp.Symbol]:
"""Returns all symbols that depend on one of the passed symbols.
@@ -192,35 +233,36 @@ class AssignmentCollection:
return res
def new_with_substitutions(self, substitutions: Dict, add_substitutions_as_subexpressions: bool = False,
- substitute_on_lhs: bool = True) -> 'AssignmentCollection':
+ substitute_on_lhs: bool = True,
+ sort_topologically: bool = True) -> 'AssignmentCollection':
"""Returns new object, where terms are substituted according to the passed substitution dict.
Args:
substitutions: dict that is passed to sympy subs, substitutions are done main assignments and subexpressions
add_substitutions_as_subexpressions: if True, the substitutions are added as assignments to subexpressions
substitute_on_lhs: if False, the substitutions are done only on the right hand side of assignments
-
+ sort_topologically: if subexpressions are added as substitutions and this parameters is true,
+ the subexpressions are sorted topologically after insertion
Returns:
New AssignmentCollection where substitutions have been applied, self is not altered.
"""
- if substitute_on_lhs:
- new_subexpressions = [fast_subs(eq, substitutions) for eq in self.subexpressions]
- new_equations = [fast_subs(eq, substitutions) for eq in self.main_assignments]
- else:
- new_subexpressions = [Assignment(eq.lhs, fast_subs(eq.rhs, substitutions)) for eq in self.subexpressions]
- new_equations = [Assignment(eq.lhs, fast_subs(eq.rhs, substitutions)) for eq in self.main_assignments]
+ transform = transform_lhs_and_rhs if substitute_on_lhs else transform_rhs
+ transformed_subexpressions = transform(self.subexpressions, fast_subs, substitutions)
+ transformed_assignments = transform(self.main_assignments, fast_subs, substitutions)
if add_substitutions_as_subexpressions:
- new_subexpressions = [Assignment(b, a) for a, b in substitutions.items()] + new_subexpressions
- new_subexpressions = sort_assignments_topologically(new_subexpressions)
- return self.copy(new_equations, new_subexpressions)
+ transformed_subexpressions = [Assignment(b, a) for a, b in
+ substitutions.items()] + transformed_subexpressions
+ if sort_topologically:
+ transformed_subexpressions = sort_assignments_topologically(transformed_subexpressions)
+ return self.copy(transformed_assignments, transformed_subexpressions)
def new_merged(self, other: 'AssignmentCollection') -> 'AssignmentCollection':
"""Returns a new collection which contains self and other. Subexpressions are renamed if they clash."""
own_definitions = set([e.lhs for e in self.main_assignments])
other_definitions = set([e.lhs for e in other.main_assignments])
assert len(own_definitions.intersection(other_definitions)) == 0, \
- "Cannot new_merged, since both collection define the same symbols"
+ "Cannot merge collections, since both define the same symbols"
own_subexpression_symbols = {e.lhs: e.rhs for e in self.subexpressions}
substitution_dict = {}
@@ -291,7 +333,7 @@ class AssignmentCollection:
kept_subexpressions = []
if self.subexpressions[0].lhs in subexpressions_to_keep:
substitution_dict = {}
- kept_subexpressions = self.subexpressions[0]
+ kept_subexpressions.append(self.subexpressions[0])
else:
substitution_dict = {self.subexpressions[0].lhs: self.subexpressions[0].rhs}
@@ -330,19 +372,19 @@ class AssignmentCollection:
return result
def __repr__(self):
- return "Equation Collection for " + ",".join([str(eq.lhs) for eq in self.main_assignments])
+ return f"AssignmentCollection: {str(tuple(self.defined_symbols))[1:-1]} <- f{tuple(self.free_symbols)}"
def __str__(self):
result = "Subexpressions:\n"
for eq in self.subexpressions:
- result += "\t{eq}\n".format(eq=eq)
+ result += f"\t{eq}\n"
result += "Main Assignments:\n"
for eq in self.main_assignments:
- result += "\t{eq}\n".format(eq=eq)
+ result += f"\t{eq}\n"
return result
def __iter__(self):
- return self.main_assignments.__iter__()
+ return self.all_assignments.__iter__()
@property
def main_assignments_dict(self):
@@ -357,8 +399,39 @@ class AssignmentCollection:
for k, v in main_assignments_dict.items()]
def set_sub_expressions_from_dict(self, sub_expressions_dict):
- self.sub_expressions = [Assignment(k, v)
- for k, v in sub_expressions_dict.items()]
+ self.subexpressions = [Assignment(k, v)
+ for k, v in sub_expressions_dict.items()]
+
+ def find(self, *args, **kwargs):
+ return set.union(
+ *[a.find(*args, **kwargs) for a in self.all_assignments]
+ )
+
+ def match(self, *args, **kwargs):
+ rtn = {}
+ for a in self.all_assignments:
+ partial_result = a.match(*args, **kwargs)
+ if partial_result:
+ rtn.update(partial_result)
+ return rtn
+
+ def subs(self, *args, **kwargs):
+ return AssignmentCollection(
+ main_assignments=[a.subs(*args, **kwargs) for a in self.main_assignments],
+ subexpressions=[a.subs(*args, **kwargs) for a in self.subexpressions]
+ )
+
+ def replace(self, *args, **kwargs):
+ return AssignmentCollection(
+ main_assignments=[a.replace(*args, **kwargs) for a in self.main_assignments],
+ subexpressions=[a.replace(*args, **kwargs) for a in self.subexpressions]
+ )
+
+ def __eq__(self, other):
+ return set(self.all_assignments) == set(other.all_assignments)
+
+ def __bool__(self):
+ return bool(self.all_assignments)
class SymbolGen:
@@ -372,6 +445,6 @@ class SymbolGen:
return self
def __next__(self):
- name = "{}_{}".format(self._symbol, self._ctr)
+ name = f"{self._symbol}_{self._ctr}"
self._ctr += 1
return sp.Symbol(name)
diff --git a/pystencils/simp/liveness_opts.py b/pystencils/simp/liveness_opts.py
deleted file mode 100644
index 3bee292def73128da0c4db1124087877d69d91c3..0000000000000000000000000000000000000000
--- a/pystencils/simp/liveness_opts.py
+++ /dev/null
@@ -1,158 +0,0 @@
-from sympy import Symbol, Dummy
-
-from pystencils import Field, Assignment
-
-import random
-import copy
-
-
-def get_usage(atoms):
- reg_usage = {}
- for atom in atoms:
- reg_usage[atom.lhs] = 0
- for atom in atoms:
- for arg in atom.rhs.atoms():
- if isinstance(arg, Symbol) and not isinstance(arg, Field.Access):
- if arg in reg_usage:
- reg_usage[arg] += 1
- else:
- print(str(arg) + " is unsatisfied")
- return reg_usage
-
-
-def get_definitions(eqs):
- definitions = {}
- for eq in eqs:
- definitions[eq.lhs] = eq
- return definitions
-
-
-def get_roots(eqs):
- roots = []
- for eq in eqs:
- if isinstance(eq.lhs, Field.Access):
- roots.append(eq.lhs)
- if not roots:
- roots.append(eqs[-1].lhs)
- return roots
-
-
-def merge_field_accesses(eqs):
- field_accesses = {}
-
- for eq in eqs:
- for arg in eq.rhs.atoms():
- if isinstance(arg, Field.Access) and arg not in field_accesses:
- field_accesses[arg] = Dummy()
-
- for i in range(0, len(eqs)):
- for f, s in field_accesses.items():
- if f in eqs[i].atoms():
- eqs[i] = eqs[i].subs(f, s)
-
- for f, s in field_accesses.items():
- eqs.insert(0, Assignment(s, f))
-
- return eqs
-
-
-def refuse_eqs(input_eqs, max_depth=0, max_usage=1):
- eqs = copy.copy(input_eqs)
- usages = get_usage(eqs)
- definitions = get_definitions(eqs)
-
- def inline_trivially_schedulable(sym, depth):
-
- if sym not in usages or usages[sym] > max_usage or depth > max_depth:
- return sym
-
- rhs = definitions[sym].rhs
- if len(rhs.args) == 0:
- return rhs
-
- return rhs.func(*[inline_trivially_schedulable(arg, depth + 1) for arg in rhs.args])
-
- for idx, eq in enumerate(eqs):
- if usages[eq.lhs] > 1 or isinstance(eq.lhs, Field.Access):
- if not isinstance(eq.rhs, Symbol):
-
- eqs[idx] = Assignment(eq.lhs,
- eq.rhs.func(*[inline_trivially_schedulable(arg, 0) for arg in eq.rhs.args]))
-
- count = 0
- while (len(eqs) != count):
- count = len(eqs)
- usages = get_usage(eqs)
- eqs = [eq for eq in eqs if usages[eq.lhs] > 0 or isinstance(eq.lhs, Field.Access)]
-
- return eqs
-
-
-def schedule_eqs(eqs, candidate_count=20):
- if candidate_count == 0:
- return eqs
-
- definitions = get_definitions(eqs)
- definition_atoms = {}
- for sym, definition in definitions.items():
- definition_atoms[sym] = list(definition.rhs.atoms(Symbol))
- roots = get_roots(eqs)
- initial_usages = get_usage(eqs)
-
- level = 0
- current_level_set = set([frozenset(roots)])
- current_usages = {frozenset(roots): {u: 0 for u in roots}}
- current_schedules = {frozenset(roots): (0, [])}
- max_regs = 0
- while len(current_level_set) > 0:
- new_usages = dict()
- new_schedules = dict()
- new_level_set = set()
-
- min_regs = min([len(current_usages[dec_set]) for dec_set in current_level_set])
- max_regs = max(max_regs, min_regs)
- candidates = [(dec_set, len(current_usages[dec_set])) for dec_set in current_level_set]
-
- random.shuffle(candidates)
- candidates.sort(key=lambda d: d[1])
-
- for dec_set, regs in candidates[:candidate_count]:
- for dec in dec_set:
- new_dec_set = set(dec_set)
- new_dec_set.remove(dec)
- usage = dict(current_usages[dec_set])
- usage.pop(dec)
- atoms = definition_atoms[dec]
- for arg in atoms:
- if not isinstance(arg, Field.Access):
- argu = usage.get(arg, initial_usages[arg]) - 1
- if argu == 0:
- new_dec_set.add(arg)
- usage[arg] = argu
- frozen_new_dec_set = frozenset(new_dec_set)
- schedule = current_schedules[dec_set]
- max_reg_count = max(len(usage), schedule[0])
-
- if frozen_new_dec_set not in new_schedules or max_reg_count < new_schedules[frozen_new_dec_set][0]:
-
- new_schedule = list(schedule[1])
- new_schedule.append(definitions[dec])
- new_schedules[frozen_new_dec_set] = (max_reg_count, new_schedule)
-
- if len(frozen_new_dec_set) > 0:
- new_level_set.add(frozen_new_dec_set)
- new_usages[frozen_new_dec_set] = usage
-
- current_schedules = new_schedules
- current_usages = new_usages
- current_level_set = new_level_set
-
- level += 1
-
- schedule = current_schedules[frozenset()]
- schedule[1].reverse()
- return (schedule[1])
-
-
-def liveness_opt_transformation(eqs):
- return refuse_eqs(merge_field_accesses(schedule_eqs(eqs, 3)), 1, 3)
diff --git a/pystencils/simp/simplifications.py b/pystencils/simp/simplifications.py
index d6077b8f6b494819289e7fbe1e4ce599b2cdac2d..234b7a373bcc5ad4dc7939f7cdb0044b50bb0c6d 100644
--- a/pystencils/simp/simplifications.py
+++ b/pystencils/simp/simplifications.py
@@ -1,44 +1,64 @@
+from itertools import chain
+from typing import Callable, List, Sequence, Union
+
import sympy as sp
-from typing import Callable, List
-from pystencils import Field
from pystencils.assignment import Assignment
-from pystencils.field import AbstractField
-from pystencils.simp.assignment_collection import AssignmentCollection
+from pystencils.astnodes import Node
+from pystencils.field import AbstractField, Field
from pystencils.sympyextensions import subs_additive
-AC = AssignmentCollection
+def sort_assignments_topologically(assignments: Sequence[Union[Assignment, Node]]) -> List[Union[Assignment, Node]]:
+ """Sorts assignments in topological order, such that symbols used on rhs occur first on a lhs"""
+ edges = []
+ for c1, e1 in enumerate(assignments):
+ if hasattr(e1, 'lhs') and hasattr(e1, 'rhs'):
+ symbols = [e1.lhs]
+ elif isinstance(e1, Node):
+ symbols = e1.symbols_defined
+ else:
+ raise NotImplementedError(f"Cannot sort topologically. Object of type {type(e1)} cannot be handled.")
+
+ for lhs in symbols:
+ for c2, e2 in enumerate(assignments):
+ if isinstance(e2, Assignment) and lhs in e2.rhs.free_symbols:
+ edges.append((c1, c2))
+ elif isinstance(e2, Node) and lhs in e2.undefined_symbols:
+ edges.append((c1, c2))
+ return [assignments[i] for i in sp.topological_sort((range(len(assignments)), edges))]
-def sympy_cse(ac: AC) -> AC:
- """Searches for common subexpressions inside the equation collection.
+
+def sympy_cse(ac, **kwargs):
+ """Searches for common subexpressions inside the assignment collection.
Searches is done in both the existing subexpressions as well as the assignments themselves.
- It uses the sympy subexpression detection to do this. Return a new equation collection
+ It uses the sympy subexpression detection to do this. Return a new assignment collection
with the additional subexpressions found
"""
symbol_gen = ac.subexpression_symbol_generator
- replacements, new_eq = sp.cse(ac.subexpressions + ac.main_assignments,
- symbols=symbol_gen)
+
+ all_assignments = [e for e in chain(ac.subexpressions, ac.main_assignments) if isinstance(e, Assignment)]
+ other_objects = [e for e in chain(ac.subexpressions, ac.main_assignments) if not isinstance(e, Assignment)]
+ replacements, new_eq = sp.cse(all_assignments, symbols=symbol_gen, **kwargs)
+
replacement_eqs = [Assignment(*r) for r in replacements]
modified_subexpressions = new_eq[:len(ac.subexpressions)]
modified_update_equations = new_eq[len(ac.subexpressions):]
- new_subexpressions = replacement_eqs + modified_subexpressions
- topologically_sorted_pairs = sp.cse_main.reps_toposort([[e.lhs, e.rhs] for e in new_subexpressions])
- new_subexpressions = [Assignment(a[0], a[1]) for a in topologically_sorted_pairs]
-
+ new_subexpressions = sort_assignments_topologically(other_objects + replacement_eqs + modified_subexpressions)
return ac.copy(modified_update_equations, new_subexpressions)
def sympy_cse_on_assignment_list(assignments: List[Assignment]) -> List[Assignment]:
"""Extracts common subexpressions from a list of assignments."""
- ec = AC([], assignments)
+ from pystencils.simp.assignment_collection import AssignmentCollection
+ ec = AssignmentCollection([], assignments)
return sympy_cse(ec).all_assignments
-def subexpression_substitution_in_existing_subexpressions(ac: AC) -> AC:
+def subexpression_substitution_in_existing_subexpressions(ac):
"""Goes through the subexpressions list and replaces the term in the following subexpressions."""
result = []
for outer_ctr, s in enumerate(ac.subexpressions):
@@ -52,7 +72,7 @@ def subexpression_substitution_in_existing_subexpressions(ac: AC) -> AC:
return ac.copy(ac.main_assignments, result)
-def subexpression_substitution_in_main_assignments(ac: AC) -> AC:
+def subexpression_substitution_in_main_assignments(ac):
"""Replaces already existing subexpressions in the equations of the assignment_collection."""
result = []
for s in ac.main_assignments:
@@ -63,7 +83,7 @@ def subexpression_substitution_in_main_assignments(ac: AC) -> AC:
return ac.copy(result)
-def add_subexpressions_for_divisions(ac: AC) -> AC:
+def add_subexpressions_for_divisions(ac):
r"""Introduces subexpressions for all divisions which have no constant in the denominator.
For example :math:`\frac{1}{x}` is replaced while :math:`\frac{1}{3}` is not replaced.
@@ -84,22 +104,22 @@ def add_subexpressions_for_divisions(ac: AC) -> AC:
divisors = sorted(list(divisors), key=lambda x: str(x))
new_symbol_gen = ac.subexpression_symbol_generator
substitutions = {divisor: new_symbol for new_symbol, divisor in zip(new_symbol_gen, divisors)}
- return ac.new_with_substitutions(substitutions, True)
+ return ac.new_with_substitutions(substitutions, add_substitutions_as_subexpressions=True, substitute_on_lhs=False)
-def add_subexpressions_for_sums(ac: AC) -> AC:
+def add_subexpressions_for_sums(ac):
r"""Introduces subexpressions for all sums - i.e. splits addends into subexpressions."""
addends = []
def contains_sum(term):
- if term.func == sp.add.Add:
+ if term.func == sp.Add:
return True
if term.is_Atom:
return False
return any([contains_sum(a) for a in term.args])
def search_addends(term):
- if term.func == sp.add.Add:
+ if term.func == sp.Add:
if all([not contains_sum(a) for a in term.args]):
addends.extend(term.args)
for a in term.args:
@@ -114,7 +134,7 @@ def add_subexpressions_for_sums(ac: AC) -> AC:
return ac.new_with_substitutions(substitutions, True, substitute_on_lhs=False)
-def add_subexpressions_for_field_reads(ac: AC, subexpressions=True, main_assignments=True) -> AC:
+def add_subexpressions_for_field_reads(ac, subexpressions=True, main_assignments=True):
r"""Substitutes field accesses on rhs of assignments with subexpressions
Can change semantics of the update rule (which is the goal of this transformation)
@@ -122,29 +142,50 @@ def add_subexpressions_for_field_reads(ac: AC, subexpressions=True, main_assignm
then the new values are computed and written to the same field in-place.
"""
field_reads = set()
+ to_iterate = []
if subexpressions:
- for assignment in ac.subexpressions:
- field_reads.update(assignment.rhs.atoms(Field.Access))
+ to_iterate = chain(to_iterate, ac.subexpressions)
if main_assignments:
- for assignment in ac.main_assignments:
+ to_iterate = chain(to_iterate, ac.main_assignments)
+
+ for assignment in to_iterate:
+ if hasattr(assignment, 'lhs') and hasattr(assignment, 'rhs'):
field_reads.update(assignment.rhs.atoms(Field.Access))
- substitutions = {fa: sp.Dummy() for fa in field_reads}
- return ac.new_with_substitutions(substitutions, add_substitutions_as_subexpressions=True, substitute_on_lhs=False)
+ substitutions = {fa: next(ac.subexpression_symbol_generator) for fa in field_reads}
+ return ac.new_with_substitutions(substitutions, add_substitutions_as_subexpressions=True,
+ substitute_on_lhs=False, sort_topologically=False)
+
+
+def transform_rhs(assignment_list, transformation, *args, **kwargs):
+ """Applies a transformation function on the rhs of each element of the passed assignment list
+ If the list also contains other object, like AST nodes, these are ignored.
+ Additional parameters are passed to the transformation function"""
+ return [Assignment(a.lhs, transformation(a.rhs, *args, **kwargs)) if hasattr(a, 'lhs') and hasattr(a, 'rhs') else a
+ for a in assignment_list]
+
+
+def transform_lhs_and_rhs(assignment_list, transformation, *args, **kwargs):
+ return [Assignment(transformation(a.lhs, *args, **kwargs),
+ transformation(a.rhs, *args, **kwargs))
+ if hasattr(a, 'lhs') and hasattr(a, 'rhs') else a
+ for a in assignment_list]
-def apply_to_all_assignments(operation: Callable[[sp.Expr], sp.Expr]) -> Callable[[AC], AC]:
+def apply_to_all_assignments(operation: Callable[[sp.Expr], sp.Expr]):
"""Applies sympy expand operation to all equations in collection."""
- def f(assignment_collection: AC) -> AC:
- result = [Assignment(eq.lhs, operation(eq.rhs)) for eq in assignment_collection.main_assignments]
- return assignment_collection.copy(result)
+
+ def f(ac):
+ return ac.copy(transform_rhs(ac.main_assignments, operation))
+
f.__name__ = operation.__name__
return f
-def apply_on_all_subexpressions(operation: Callable[[sp.Expr], sp.Expr]) -> Callable[[AC], AC]:
+def apply_on_all_subexpressions(operation: Callable[[sp.Expr], sp.Expr]):
"""Applies the given operation on all subexpressions of the AC."""
- def f(ac: AC) -> AC:
- result = [Assignment(eq.lhs, operation(eq.rhs)) for eq in ac.subexpressions]
- return ac.copy(ac.main_assignments, result)
+
+ def f(ac):
+ return ac.copy(ac.main_assignments, transform_rhs(ac.subexpressions, operation))
+
f.__name__ = operation.__name__
return f
diff --git a/pystencils/simp/simplificationstrategy.py b/pystencils/simp/simplificationstrategy.py
index f80734bab97f7f2e4c3db8baba6e8aa6af15002e..cc601aa56981124dd75199f333a8c005fbdcb95d 100644
--- a/pystencils/simp/simplificationstrategy.py
+++ b/pystencils/simp/simplificationstrategy.py
@@ -1,14 +1,16 @@
-import sympy as sp
from collections import namedtuple
-from typing import Callable, Any, Optional, Sequence
+from typing import Any, Callable, Optional, Sequence
+
+import sympy as sp
+
from pystencils.simp.assignment_collection import AssignmentCollection
class SimplificationStrategy:
"""A simplification strategy is an ordered collection of simplification rules.
- Each simplification is a function taking an equation collection, and returning a new simplified
- equation collection. The strategy can nicely print intermediate simplification stages and results
+ Each simplification is a function taking an assignment collection, and returning a new simplified
+ assignment collection. The strategy can nicely print intermediate simplification stages and results
to Jupyter notebooks.
"""
@@ -90,7 +92,7 @@ class SimplificationStrategy:
assignment_collection = t(assignment_collection)
end_time = timeit.default_timer()
op = assignment_collection.operation_count
- time_str = "%.2f ms" % ((end_time - start_time) * 1000,)
+ time_str = f"{(end_time - start_time) * 1000:.2f} ms"
total = op['adds'] + op['muls'] + op['divs']
report.add(ReportElement(t.__name__, time_str, op['adds'], op['muls'], op['divs'], total))
return report
@@ -127,7 +129,7 @@ class SimplificationStrategy:
def _repr_html_(self):
def print_assignment_collection(title, c):
- text = '<h5 style="padding-bottom:10px">%s</h5> <div style="padding-left:20px;">' % (title, )
+ text = f'<h5 style="padding-bottom:10px">{title}</h5> <div style="padding-left:20px;">'
if self.restrict_symbols:
text += "\n".join(["$$" + sp.latex(e) + '$$'
for e in c.new_filtered(self.restrict_symbols).main_assignments])
@@ -149,5 +151,5 @@ class SimplificationStrategy:
def __repr__(self):
result = "Simplification Strategy:\n"
for t in self._rules:
- result += " - %s\n" % (t.__name__,)
+ result += f" - {t.__name__}\n"
return result
diff --git a/pystencils/slicing.py b/pystencils/slicing.py
index 0fab3678c7fbc6de5a61da2f47d07f46fb8e857a..64b9d308f21dfbea63d4096323fa014b725dc572 100644
--- a/pystencils/slicing.py
+++ b/pystencils/slicing.py
@@ -1,4 +1,5 @@
import sympy as sp
+
from pystencils.field import create_numpy_array_with_layout, get_layout_of_array
@@ -88,9 +89,12 @@ def shift_slice(slices, offset):
raise ValueError()
if hasattr(offset, '__len__'):
- return [shift_slice_component(k, off) for k, off in zip(slices, offset)]
+ return tuple(shift_slice_component(k, off) for k, off in zip(slices, offset))
else:
- return [shift_slice_component(k, offset) for k in slices]
+ if isinstance(slices, slice) or isinstance(slices, int) or isinstance(slices, float):
+ return shift_slice_component(slices, offset)
+ else:
+ return tuple(shift_slice_component(k, offset) for k in slices)
def slice_from_direction(direction_name, dim, normal_offset=0, tangential_offset=0):
diff --git a/pystencils/spatial_coordinates.py b/pystencils/spatial_coordinates.py
new file mode 100644
index 0000000000000000000000000000000000000000..6c3ba4db7d98b50bce9442619fbbce07782004a1
--- /dev/null
+++ b/pystencils/spatial_coordinates.py
@@ -0,0 +1,18 @@
+
+import sympy
+
+import pystencils
+import pystencils.astnodes
+
+x_, y_, z_ = tuple(pystencils.astnodes.LoopOverCoordinate.get_loop_counter_symbol(i) for i in range(3))
+x_staggered, y_staggered, z_staggered = x_ + 0.5, y_ + 0.5, z_ + 0.5
+
+
+def x_vector(ndim):
+ return sympy.Matrix(tuple(pystencils.astnodes.LoopOverCoordinate.get_loop_counter_symbol(i) for i in range(ndim)))
+
+
+def x_staggered_vector(ndim):
+ return sympy.Matrix(tuple(
+ pystencils.astnodes.LoopOverCoordinate.get_loop_counter_symbol(i) + 0.5 for i in range(ndim)
+ ))
diff --git a/pystencils/stencils.py b/pystencils/stencil.py
similarity index 79%
rename from pystencils/stencils.py
rename to pystencils/stencil.py
index 4036b4ec1c7fb9b750ea47f07ab331374e27ccca..28d179c50d2716e4aa1530b2409abb77e6b10e66 100644
--- a/pystencils/stencils.py
+++ b/pystencils/stencil.py
@@ -1,19 +1,41 @@
+"""This submodule offers functions to work with stencils in expression an offset-list form."""
+from collections import defaultdict
from typing import Sequence
+
import numpy as np
import sympy as sp
-from collections import defaultdict
def inverse_direction(direction):
- """Returns inverse i.e. negative of given direction tuple"""
+ """Returns inverse i.e. negative of given direction tuple
+
+ Example:
+ >>> inverse_direction((1, -1, 0))
+ (-1, 1, 0)
+ """
return tuple([-i for i in direction])
-def is_valid_stencil(stencil, max_neighborhood=None):
+def inverse_direction_string(direction):
+ """Returns inverse of given direction string"""
+ return offset_to_direction_string(inverse_direction(direction_string_to_offset(direction)))
+
+
+def is_valid(stencil, max_neighborhood=None):
"""
Tests if a nested sequence is a valid stencil i.e. all the inner sequences have the same length.
If max_neighborhood is specified, it is also verified that the stencil does not contain any direction components
with absolute value greater than the maximal neighborhood.
+
+ Examples:
+ >>> is_valid([(1, 0), (1, 0, 0)]) # stencil entries have different length
+ False
+ >>> is_valid([(2, 0), (1, 0)])
+ True
+ >>> is_valid([(2, 0), (1, 0)], max_neighborhood=1)
+ False
+ >>> is_valid([(2, 0), (1, 0)], max_neighborhood=2)
+ True
"""
expected_dim = len(stencil[0])
for d in stencil:
@@ -26,15 +48,33 @@ def is_valid_stencil(stencil, max_neighborhood=None):
return True
-def is_symmetric_stencil(stencil):
- """Tests for every direction d, that -d is also in the stencil"""
+def is_symmetric(stencil):
+ """Tests for every direction d, that -d is also in the stencil
+
+ Examples:
+ >>> is_symmetric([(1, 0), (0, 1)])
+ False
+ >>> is_symmetric([(1, 0), (-1, 0)])
+ True
+ """
for d in stencil:
if inverse_direction(d) not in stencil:
return False
return True
-def stencils_have_same_entries(s1, s2):
+def have_same_entries(s1, s2):
+ """Checks if two stencils are the same
+
+ Examples:
+ >>> stencil1 = [(1, 0), (-1, 0), (0, 1), (0, -1)]
+ >>> stencil2 = [(-1, 0), (0, -1), (1, 0), (0, 1)]
+ >>> stencil3 = [(-1, 0), (0, -1), (1, 0)]
+ >>> have_same_entries(stencil1, stencil2)
+ True
+ >>> have_same_entries(stencil1, stencil3)
+ False
+ """
if len(s1) != len(s2):
return False
return len(set(s1) - set(s2)) == 0
@@ -43,7 +83,7 @@ def stencils_have_same_entries(s1, s2):
# -------------------------------------Expression - Coefficient Form Conversion ----------------------------------------
-def stencil_coefficient_dict(expr):
+def coefficient_dict(expr):
"""Extracts coefficients in front of field accesses in a expression.
Expression may only access a single field at a single index.
@@ -57,12 +97,12 @@ def stencil_coefficient_dict(expr):
Examples:
>>> import pystencils as ps
>>> f = ps.fields("f(3) : double[2D]")
- >>> field, coeffs, nonlinear_part = stencil_coefficient_dict(2 * f[0, 1](1) + 3 * f[-1, 0](1) + 123)
+ >>> field, coeffs, nonlinear_part = coefficient_dict(2 * f[0, 1](1) + 3 * f[-1, 0](1) + 123)
>>> assert nonlinear_part == 123 and field == f(1)
>>> sorted(coeffs.items())
[((-1, 0), 3), ((0, 1), 2)]
"""
- from .field import Field
+ from pystencils.field import Field
expr = expr.expand()
field_accesses = expr.atoms(Field.Access)
fields = set(fa.field for fa in field_accesses)
@@ -77,70 +117,70 @@ def stencil_coefficient_dict(expr):
field = fields.pop()
idx = accessed_indices.pop()
- coefficients = defaultdict(lambda: 0)
- coefficients.update({fa.offsets: expr.coeff(fa) for fa in field_accesses})
+ coeffs = defaultdict(lambda: 0)
+ coeffs.update({fa.offsets: expr.coeff(fa) for fa in field_accesses})
- linear_part = sum(c * field[off](*idx) for off, c in coefficients.items())
+ linear_part = sum(c * field[off](*idx) for off, c in coeffs.items())
nonlinear_part = expr - linear_part
- return field(*idx), coefficients, nonlinear_part
+ return field(*idx), coeffs, nonlinear_part
-def stencil_coefficients(expr):
+def coefficients(expr):
"""Returns two lists - one with accessed offsets and one with their coefficients.
- Same restrictions as `stencil_coefficient_dict` apply. Expression must not have any nonlinear part
+ Same restrictions as `coefficient_dict` apply. Expression must not have any nonlinear part
>>> import pystencils as ps
>>> f = ps.fields("f(3) : double[2D]")
- >>> coff = stencil_coefficients(2 * f[0, 1](1) + 3 * f[-1, 0](1))
+ >>> coff = coefficients(2 * f[0, 1](1) + 3 * f[-1, 0](1))
"""
- field_center, coefficients, nonlinear_part = stencil_coefficient_dict(expr)
+ field_center, coeffs, nonlinear_part = coefficient_dict(expr)
assert nonlinear_part == 0
- stencil = list(coefficients.keys())
- entries = [coefficients[c] for c in stencil]
+ stencil = list(coeffs.keys())
+ entries = [coeffs[c] for c in stencil]
return stencil, entries
-def stencil_coefficient_list(expr, matrix_form=False):
+def coefficient_list(expr, matrix_form=False):
"""Returns stencil coefficients in the form of nested lists
- Same restrictions as `stencil_coefficient_dict` apply. Expression must not have any nonlinear part
+ Same restrictions as `coefficient_dict` apply. Expression must not have any nonlinear part
Examples:
>>> import pystencils as ps
>>> f = ps.fields("f: double[2D]")
- >>> stencil_coefficient_list(2 * f[0, 1] + 3 * f[-1, 0])
+ >>> coefficient_list(2 * f[0, 1] + 3 * f[-1, 0])
[[0, 0, 0], [3, 0, 0], [0, 2, 0]]
- >>> stencil_coefficient_list(2 * f[0, 1] + 3 * f[-1, 0], matrix_form=True)
+ >>> coefficient_list(2 * f[0, 1] + 3 * f[-1, 0], matrix_form=True)
Matrix([
[0, 2, 0],
[3, 0, 0],
[0, 0, 0]])
"""
- field_center, coefficients, nonlinear_part = stencil_coefficient_dict(expr)
+ field_center, coeffs, nonlinear_part = coefficient_dict(expr)
assert nonlinear_part == 0
field = field_center.field
dim = field.spatial_dimensions
max_offsets = defaultdict(lambda: 0)
- for offset in coefficients.keys():
+ for offset in coeffs.keys():
for d, off in enumerate(offset):
max_offsets[d] = max(max_offsets[d], abs(off))
if dim == 1:
- result = [coefficients[(i,)] for i in range(-max_offsets[0], max_offsets[0] + 1)]
+ result = [coeffs[(i,)] for i in range(-max_offsets[0], max_offsets[0] + 1)]
return sp.Matrix(result) if matrix_form else result
else:
y_range = list(range(-max_offsets[1], max_offsets[1] + 1))
if matrix_form:
y_range.reverse()
if dim == 2:
- result = [[coefficients[(i, j)]
+ result = [[coeffs[(i, j)]
for i in range(-max_offsets[0], max_offsets[0] + 1)]
for j in y_range]
return sp.Matrix(result) if matrix_form else result
elif dim == 3:
- result = [[[coefficients[(i, j, k)]
+ result = [[[coeffs[(i, j, k)]
for i in range(-max_offsets[0], max_offsets[0] + 1)]
for j in y_range]
for k in range(-max_offsets[2], max_offsets[2] + 1)]
@@ -256,10 +296,10 @@ def direction_string_to_offset(direction: str, dim: int = 3):
# -------------------------------------- Visualization -----------------------------------------------------------------
-def visualize_stencil(stencil, **kwargs):
+def plot(stencil, **kwargs):
dim = len(stencil[0])
if dim == 2:
- visualize_stencil_2d(stencil, **kwargs)
+ plot_2d(stencil, **kwargs)
else:
slicing = False
if 'slice' in kwargs:
@@ -267,12 +307,12 @@ def visualize_stencil(stencil, **kwargs):
del kwargs['slice']
if slicing:
- visualize_stencil_3d_by_slicing(stencil, **kwargs)
+ plot_3d_slicing(stencil, **kwargs)
else:
- visualize_stencil_3d(stencil, **kwargs)
+ plot_3d(stencil, **kwargs)
-def visualize_stencil_2d(stencil, axes=None, figure=None, data=None, textsize='12', **kwargs):
+def plot_2d(stencil, axes=None, figure=None, data=None, textsize='12', **kwargs):
"""
Creates a matplotlib 2D plot of the stencil
@@ -292,14 +332,14 @@ def visualize_stencil_2d(stencil, axes=None, figure=None, data=None, textsize='1
text_box_style = BoxStyle("Round", pad=0.3)
head_length = 0.1
- max_offsets = [max(abs(d[c]) for d in stencil) for c in (0, 1)]
+ max_offsets = [max(abs(int(d[c])) for d in stencil) for c in (0, 1)]
if data is None:
data = list(range(len(stencil)))
for direction, annotation in zip(stencil, data):
assert len(direction) == 2, "Works only for 2D stencils"
-
+ direction = tuple(int(i) for i in direction)
if not(direction[0] == 0 and direction[1] == 0):
axes.arrow(0, 0, direction[0], direction[1], head_width=0.08, head_length=head_length, color='k')
@@ -328,7 +368,7 @@ def visualize_stencil_2d(stencil, axes=None, figure=None, data=None, textsize='1
axes.set_ylim([-border - max_offsets[1], border + max_offsets[1]])
-def visualize_stencil_3d_by_slicing(stencil, slice_axis=2, figure=None, data=None, **kwargs):
+def plot_3d_slicing(stencil, slice_axis=2, figure=None, data=None, **kwargs):
"""Visualizes a 3D, first-neighborhood stencil by plotting 3 slices along a given axis.
Args:
@@ -357,12 +397,12 @@ def visualize_stencil_3d_by_slicing(stencil, slice_axis=2, figure=None, data=Non
splitted_data[split_idx].append(i if data is None else data[i])
for i in range(3):
- visualize_stencil_2d(splitted_directions[i], axes=axes[i], data=splitted_data[i], **kwargs)
+ plot_2d(splitted_directions[i], axes=axes[i], data=splitted_data[i], **kwargs)
for i in [-1, 0, 1]:
- axes[i + 1].set_title("Cut at %s=%d" % (axes_names[slice_axis], i))
+ axes[i + 1].set_title("Cut at %s=%d" % (axes_names[slice_axis], i), y=1.08)
-def visualize_stencil_3d(stencil, figure=None, axes=None, data=None, textsize='8'):
+def plot_3d(stencil, figure=None, axes=None, data=None, textsize='8'):
"""
Draws 3D stencil into a 3D coordinate system, parameters are similar to :func:`visualize_stencil_2d`
If data is None, no labels are drawn. To draw the labels as in the 2D case, use ``data=list(range(len(stencil)))``
@@ -389,7 +429,10 @@ def visualize_stencil_3d(stencil, figure=None, axes=None, data=None, textsize='8
if figure is None:
figure = plt.figure()
axes = figure.gca(projection='3d')
- axes.set_aspect("equal")
+ try:
+ axes.set_aspect("equal")
+ except NotImplementedError:
+ pass
if data is None:
data = [None] * len(stencil)
@@ -405,6 +448,7 @@ def visualize_stencil_3d(stencil, figure=None, axes=None, data=None, textsize='8
for d, annotation in zip(stencil, data):
assert len(d) == 3, "Works only for 3D stencils"
+ d = tuple(int(i) for i in d)
if not (d[0] == 0 and d[1] == 0 and d[2] == 0):
if d[0] == 0:
color = '#348abd'
@@ -434,14 +478,14 @@ def visualize_stencil_3d(stencil, figure=None, axes=None, data=None, textsize='8
axes.set_axis_off()
-def visualize_stencil_expression(expr, **kwargs):
+def plot_expression(expr, **kwargs):
"""Displays coefficients of a linear update expression of a single field as matplotlib arrow drawing."""
- stencil, coefficients = stencil_coefficients(expr)
+ stencil, coeffs = coefficients(expr)
dim = len(stencil[0])
assert 0 < dim <= 3
if dim == 1:
- return stencil_coefficient_list(expr, matrix_form=True)
+ return coefficient_list(expr, matrix_form=True)
elif dim == 2:
- return visualize_stencil_2d(stencil, data=coefficients, **kwargs)
+ return plot_2d(stencil, data=coeffs, **kwargs)
elif dim == 3:
- return visualize_stencil_3d_by_slicing(stencil, data=coefficients, **kwargs)
+ return plot_3d_slicing(stencil, data=coeffs, **kwargs)
diff --git a/pystencils/sympyextensions.py b/pystencils/sympyextensions.py
index db5a6792eff11ff00abbd02a2309966d237fc359..25d9bfbf9a192a1e0ff25d6263bf72fd7e668e83 100644
--- a/pystencils/sympyextensions.py
+++ b/pystencils/sympyextensions.py
@@ -1,13 +1,17 @@
import itertools
-import warnings
import operator
-from functools import reduce, partial
-from collections import defaultdict, Counter
+import warnings
+from collections import Counter, defaultdict
+from functools import partial, reduce
+from typing import Callable, Dict, Iterable, List, Optional, Sequence, Tuple, TypeVar, Union
+
import sympy as sp
from sympy.functions import Abs
-from typing import Optional, Union, List, TypeVar, Iterable, Sequence, Callable, Dict, Tuple
-from pystencils.data_types import get_type_of_expression, get_base_type, cast_func
+from sympy.core.numbers import Zero
+
from pystencils.assignment import Assignment
+from pystencils.data_types import cast_func, get_type_of_expression, PointerType, VectorType
+from pystencils.kernelparameters import FieldPointerSymbol
T = TypeVar('T')
@@ -158,7 +162,7 @@ def fast_subs(expression: T, substitutions: Dict,
if skip and skip(expr):
return expr
if hasattr(expr, "fast_subs"):
- return expr.fast_subs(substitutions)
+ return expr.fast_subs(substitutions, skip)
if expr in substitutions:
return substitutions[expr]
if not hasattr(expr, 'args'):
@@ -258,8 +262,8 @@ def subs_additive(expr: sp.Expr, replacement: sp.Expr, subexpression: sp.Expr,
if not param_list:
return current_expr
else:
- if current_expr.func == sp.Mul and sp.numbers.Zero() in param_list:
- return sp.numbers.Zero()
+ if current_expr.func == sp.Mul and Zero() in param_list:
+ return Zero()
else:
return current_expr.func(*param_list, evaluate=False)
@@ -269,7 +273,7 @@ def subs_additive(expr: sp.Expr, replacement: sp.Expr, subexpression: sp.Expr,
def replace_second_order_products(expr: sp.Expr, search_symbols: Iterable[sp.Symbol],
positive: Optional[bool] = None,
replace_mixed: Optional[List[Assignment]] = None) -> sp.Expr:
- """Replaces second order mixed terms like x*y by 2*( (x+y)**2 - x**2 - y**2 ).
+ """Replaces second order mixed terms like 4*x*y by 2*( (x+y)**2 - x**2 - y**2 ).
This makes the term longer - simplify usually is undoing these - however this
transformation can be done to find more common sub-expressions
@@ -290,7 +294,7 @@ def replace_second_order_products(expr: sp.Expr, search_symbols: Iterable[sp.Sym
if expr.is_Mul:
distinct_search_symbols = set()
nr_of_search_terms = 0
- other_factors = 1
+ other_factors = sp.Integer(1)
for t in expr.args:
if t in search_symbols:
nr_of_search_terms += 1
@@ -442,7 +446,6 @@ def count_operations(term: Union[sp.Expr, List[sp.Expr]],
result = {'adds': 0, 'muls': 0, 'divs': 0, 'sqrts': 0,
'fast_sqrts': 0, 'fast_inv_sqrts': 0, 'fast_div': 0}
-
if isinstance(term, Sequence):
for element in term:
r = count_operations(element, only_type)
@@ -452,16 +455,20 @@ def count_operations(term: Union[sp.Expr, List[sp.Expr]],
elif isinstance(term, Assignment):
term = term.rhs
- if hasattr(term, 'evalf'):
- term = term.evalf()
-
def check_type(e):
if only_type is None:
return True
+ if isinstance(e, FieldPointerSymbol) and only_type == "real":
+ return only_type == "int"
+
try:
- base_type = get_base_type(get_type_of_expression(e))
+ base_type = get_type_of_expression(e)
except ValueError:
return False
+ if isinstance(base_type, VectorType):
+ return False
+ if isinstance(base_type, PointerType):
+ return only_type == 'int'
if only_type == 'int' and (base_type.is_int() or base_type.is_uint()):
return True
if only_type == 'real' and (base_type.is_float()):
@@ -486,7 +493,7 @@ def count_operations(term: Union[sp.Expr, List[sp.Expr]],
pass
elif isinstance(t, sp.Symbol):
visit_children = False
- elif isinstance(t, sp.tensor.Indexed):
+ elif isinstance(t, sp.Indexed):
visit_children = False
elif t.is_integer:
pass
@@ -501,18 +508,22 @@ def count_operations(term: Union[sp.Expr, List[sp.Expr]],
result['fast_div'] += 1
elif t.func is sp.Pow:
if check_type(t.args[0]):
- visit_children = False
+ visit_children = True
if t.exp.is_integer and t.exp.is_number:
if t.exp >= 0:
result['muls'] += int(t.exp) - 1
else:
- result['muls'] -= 1
+ if result['muls'] > 0:
+ result['muls'] -= 1
result['divs'] += 1
result['muls'] += (-int(t.exp)) - 1
elif sp.nsimplify(t.exp) == sp.Rational(1, 2):
result['sqrts'] += 1
+ elif sp.nsimplify(t.exp) == -sp.Rational(1, 2):
+ result["sqrts"] += 1
+ result["divs"] += 1
else:
- warnings.warn("Cannot handle exponent", t.exp, " of sp.Pow node")
+ warnings.warn(f"Cannot handle exponent {t.exp} of sp.Pow node")
else:
warnings.warn("Counting operations: only integer exponents are supported in Pow, "
"counting will be inaccurate")
@@ -523,7 +534,7 @@ def count_operations(term: Union[sp.Expr, List[sp.Expr]],
elif isinstance(t, sp.Rel):
pass
else:
- warnings.warn("Unknown sympy node of type " + str(t.func) + " counting will be inaccurate")
+ warnings.warn(f"Unknown sympy node of type {str(t.func)} counting will be inaccurate")
if visit_children:
for a in t.args:
@@ -571,12 +582,6 @@ def get_symmetric_part(expr: sp.Expr, symbols: Iterable[sp.Symbol]) -> sp.Expr:
return sp.Rational(1, 2) * (expr + expr.subs(substitution_dict))
-def sort_assignments_topologically(assignments: Sequence[Assignment]) -> List[Assignment]:
- """Sorts assignments in topological order, such that symbols used on rhs occur first on a lhs"""
- res = sp.cse_main.reps_toposort([[e.lhs, e.rhs] for e in assignments])
- return [Assignment(a, b) for a, b in res]
-
-
class SymbolCreator:
def __getattribute__(self, name):
return sp.Symbol(name)
diff --git a/pystencils/transformations.py b/pystencils/transformations.py
index 4490e3e1a8e265549879e30fe7c60da02e510336..100d0c20a2702dabbdb874fda1cc6d0022cfd7ec 100644
--- a/pystencils/transformations.py
+++ b/pystencils/transformations.py
@@ -1,20 +1,25 @@
+import hashlib
+import pickle
import warnings
-from collections import defaultdict, OrderedDict, namedtuple
+from collections import OrderedDict, defaultdict, namedtuple
from copy import deepcopy
from types import MappingProxyType
-import pickle
-import hashlib
+
+import numpy as np
import sympy as sp
-from sympy.logic.boolalg import Boolean
-from sympy.tensor import IndexedBase
-from pystencils.simp.assignment_collection import AssignmentCollection
+from sympy.core.numbers import ImaginaryUnit
+from sympy.logic.boolalg import Boolean, BooleanFunction
+
+import pystencils.astnodes as ast
+import pystencils.integer_functions
from pystencils.assignment import Assignment
-from pystencils.field import AbstractField, FieldType, Field
-from pystencils.data_types import TypedSymbol, PointerType, StructType, get_base_type, reinterpret_cast_func, \
- cast_func, pointer_arithmetic_func, get_type_of_expression, collate_types, create_type
+from pystencils.data_types import (
+ PointerType, StructType, TypedImaginaryUnit, TypedSymbol, cast_func, collate_types, create_type,
+ get_base_type, get_type_of_expression, pointer_arithmetic_func, reinterpret_cast_func)
+from pystencils.field import AbstractField, Field, FieldType
from pystencils.kernelparameters import FieldPointerSymbol
+from pystencils.simp.assignment_collection import AssignmentCollection
from pystencils.slicing import normalize_slice
-import pystencils.astnodes as ast
class NestedScopes:
@@ -132,7 +137,7 @@ def get_common_shape(field_set):
fixed_field_names = ",".join([f.name for f in field_set if f.has_fixed_shape])
var_field_names = ",".join([f.name for f in field_set if not f.has_fixed_shape])
msg = "Mixing fixed-shaped and variable-shape fields in a single kernel is not possible\n"
- msg += "Variable shaped: %s \nFixed shaped: %s" % (var_field_names, fixed_field_names)
+ msg += f"Variable shaped: {var_field_names} \nFixed shaped: {fixed_field_names}"
raise ValueError(msg)
shape_set = set([f.spatial_shape for f in field_set])
@@ -144,12 +149,11 @@ def get_common_shape(field_set):
return shape
-def make_loop_over_domain(body, function_name, iteration_slice=None, ghost_layers=None, loop_order=None):
+def make_loop_over_domain(body, iteration_slice=None, ghost_layers=None, loop_order=None):
"""Uses :class:`pystencils.field.Field.Access` to create (multiple) loops around given AST.
Args:
body: Block object with inner loop contents
- function_name: name of generated C function
iteration_slice: if not None, iteration is done only over this slice of the field
ghost_layers: a sequence of pairs for each coordinate with lower and upper nr of ghost layers
if None, the number of ghost layers is determined automatically and assumed to be equal for a
@@ -157,14 +161,17 @@ def make_loop_over_domain(body, function_name, iteration_slice=None, ghost_layer
loop_order: loop ordering from outer to inner loop (optimal ordering is same as layout)
Returns:
- :class:`LoopOverCoordinate` instance with nested loops, ordered according to field layouts
+ tuple of loop-node, ghost_layer_info
"""
# find correct ordering by inspecting participating FieldAccesses
field_accesses = body.atoms(AbstractField.AbstractAccess)
field_accesses = {e for e in field_accesses if not e.is_absolute_access}
# exclude accesses to buffers from field_list, because buffers are treated separately
- field_list = [e.field for e in field_accesses if not FieldType.is_buffer(e.field)]
+ field_list = [e.field for e in field_accesses if not (FieldType.is_buffer(e.field) or FieldType.is_custom(e.field))]
+ if len(field_list) == 0: # when kernel contains only custom fields
+ field_list = [e.field for e in field_accesses if not (FieldType.is_buffer(e.field))]
+
fields = set(field_list)
if loop_order is None:
@@ -200,8 +207,7 @@ def make_loop_over_domain(body, function_name, iteration_slice=None, ghost_layer
sp.sympify(slice_component))
current_body.insert_front(assignment)
- ast_node = ast.KernelFunction(current_body, ghost_layers=ghost_layers, function_name=function_name, backend='cpu')
- return ast_node
+ return current_body, ghost_layers
def create_intermediate_base_pointer(field_access, coordinates, previous_ptr):
@@ -238,7 +244,7 @@ def create_intermediate_base_pointer(field_access, coordinates, previous_ptr):
if coordinate_id < field.spatial_dimensions:
offset += field.strides[coordinate_id] * field_access.offsets[coordinate_id]
- if type(field_access.offsets[coordinate_id]) is int:
+ if field_access.offsets[coordinate_id].is_Integer:
name += "_%d%d" % (coordinate_id, field_access.offsets[coordinate_id])
else:
list_to_hash.append(field_access.offsets[coordinate_id])
@@ -299,6 +305,7 @@ def parse_base_pointer_info(base_pointer_specification, loop_order, spatial_dime
if elem in specified_coordinates:
raise ValueError("Coordinate %d specified two times" % (elem,))
specified_coordinates.add(elem)
+
for element in spec_group:
if type(element) is int:
add_new_element(element)
@@ -319,7 +326,7 @@ def parse_base_pointer_info(base_pointer_specification, loop_order, spatial_dime
index = int(element[len("index"):])
add_new_element(spatial_dimensions + index)
else:
- raise ValueError("Unknown specification %s" % (element,))
+ raise ValueError(f"Unknown specification {element}")
result.append(new_group)
@@ -449,9 +456,15 @@ def resolve_field_accesses(ast_node, read_only_field_names=set(),
if field.name in field_to_base_pointer_info:
base_pointer_info = field_to_base_pointer_info[field.name]
else:
- base_pointer_info = [list(range(field.index_dimensions + field.spatial_dimensions))]
+ base_pointer_info = [
+ list(
+ range(field.index_dimensions + field.spatial_dimensions))
+ ]
- field_ptr = FieldPointerSymbol(field.name, field.dtype, const=field.name in read_only_field_names)
+ field_ptr = FieldPointerSymbol(
+ field.name,
+ field.dtype,
+ const=field.name in read_only_field_names)
def create_coordinate_dict(group_param):
coordinates = {}
@@ -472,6 +485,8 @@ def resolve_field_accesses(ast_node, read_only_field_names=set(),
if isinstance(field.dtype, StructType):
assert field.index_dimensions == 1
accessed_field_name = field_access.index[0]
+ if isinstance(accessed_field_name, sp.Symbol):
+ accessed_field_name = accessed_field_name.name
assert isinstance(accessed_field_name, str)
coordinates[e] = field.dtype.get_element_offset(accessed_field_name)
else:
@@ -495,7 +510,10 @@ def resolve_field_accesses(ast_node, read_only_field_names=set(),
field_access.offsets, field_access.index)
if isinstance(get_base_type(field_access.field.dtype), StructType):
- new_type = field_access.field.dtype.get_element_type(field_access.index[0])
+ accessed_field_name = field_access.index[0]
+ if isinstance(accessed_field_name, sp.Symbol):
+ accessed_field_name = accessed_field_name.name
+ new_type = field_access.field.dtype.get_element_type(accessed_field_name)
result = reinterpret_cast_func(result, new_type)
return visit_sympy_expr(result, enclosing_block, sympy_assignment)
@@ -503,7 +521,10 @@ def resolve_field_accesses(ast_node, read_only_field_names=set(),
if isinstance(expr, ast.ResolvedFieldAccess):
return expr
- new_args = [visit_sympy_expr(e, enclosing_block, sympy_assignment) for e in expr.args]
+ if hasattr(expr, 'args'):
+ new_args = [visit_sympy_expr(e, enclosing_block, sympy_assignment) for e in expr.args]
+ else:
+ new_args = []
kwargs = {'evaluate': False} if type(expr) in (sp.Add, sp.Mul, sp.Piecewise) else {}
return expr.func(*new_args, **kwargs) if new_args else expr
@@ -521,7 +542,9 @@ def resolve_field_accesses(ast_node, read_only_field_names=set(),
if sub_ast.false_block:
visit_node(sub_ast.false_block)
else:
- for i, a in enumerate(sub_ast.args):
+ if isinstance(sub_ast, (bool, int, float)):
+ return
+ for a in sub_ast.args:
visit_node(a)
return visit_node(ast_node)
@@ -610,13 +633,18 @@ def move_constants_before_loop(ast_node):
else:
target.insert_before(child, child_to_insert_before)
elif exists_already and exists_already.rhs == child.rhs:
- pass
+ if target.args.index(exists_already) > target.args.index(child_to_insert_before):
+ assert target.args.count(exists_already) == 1
+ assert target.args.count(child_to_insert_before) == 1
+ target.args.remove(exists_already)
+ target.insert_before(exists_already, child_to_insert_before)
else:
# this variable already exists in outer block, but with different rhs
# -> symbol has to be renamed
assert isinstance(child.lhs, TypedSymbol)
new_symbol = TypedSymbol(sp.Dummy().name, child.lhs.dtype)
- target.insert_before(ast.SympyAssignment(new_symbol, child.rhs), child_to_insert_before)
+ target.insert_before(ast.SympyAssignment(new_symbol, child.rhs, is_const=child.is_const),
+ child_to_insert_before)
substitute_variables[child.lhs] = new_symbol
@@ -640,7 +668,7 @@ def split_inner_loop(ast_node: ast.Node, symbol_groups):
outer_loop = outer_loop[0]
symbols_with_temporary_array = OrderedDict()
- assignment_map = OrderedDict((a.lhs, a) for a in inner_loop.body.args)
+ assignment_map = OrderedDict((a.lhs, a) for a in inner_loop.body.args if hasattr(a, 'lhs'))
assignment_groups = []
for symbol_group in symbol_groups:
@@ -663,22 +691,27 @@ def split_inner_loop(ast_node: ast.Node, symbol_groups):
if not isinstance(symbol, AbstractField.AbstractAccess):
assert type(symbol) is TypedSymbol
new_ts = TypedSymbol(symbol.name, PointerType(symbol.dtype))
- symbols_with_temporary_array[symbol] = IndexedBase(new_ts, shape=(1,))[inner_loop.loop_counter_symbol]
+ symbols_with_temporary_array[symbol] = sp.IndexedBase(
+ new_ts, shape=(1, ))[inner_loop.loop_counter_symbol]
assignment_group = []
for assignment in inner_loop.body.args:
if assignment.lhs in symbols_resolved:
- new_rhs = assignment.rhs.subs(symbols_with_temporary_array.items())
+ new_rhs = assignment.rhs.subs(
+ symbols_with_temporary_array.items())
if not isinstance(assignment.lhs, AbstractField.AbstractAccess) and assignment.lhs in symbol_group:
assert type(assignment.lhs) is TypedSymbol
new_ts = TypedSymbol(assignment.lhs.name, PointerType(assignment.lhs.dtype))
- new_lhs = IndexedBase(new_ts, shape=(1,))[inner_loop.loop_counter_symbol]
+ new_lhs = sp.IndexedBase(new_ts, shape=(1, ))[inner_loop.loop_counter_symbol]
else:
new_lhs = assignment.lhs
assignment_group.append(ast.SympyAssignment(new_lhs, new_rhs))
assignment_groups.append(assignment_group)
- new_loops = [inner_loop.new_loop_with_different_body(ast.Block(group)) for group in assignment_groups]
+ new_loops = [
+ inner_loop.new_loop_with_different_body(ast.Block(group))
+ for group in assignment_groups
+ ]
inner_loop.parent.replace(inner_loop, ast.Block(new_loops))
for tmp_array in symbols_with_temporary_array:
@@ -713,8 +746,9 @@ def cut_loop(loop_node, cutting_points):
elif new_end - new_start == 0:
pass
else:
- new_loop = ast.LoopOverCoordinate(deepcopy(loop_node.body), loop_node.coordinate_to_loop_over,
- new_start, new_end, loop_node.step)
+ new_loop = ast.LoopOverCoordinate(
+ deepcopy(loop_node.body), loop_node.coordinate_to_loop_over,
+ new_start, new_end, loop_node.step)
new_loops.append(new_loop)
new_start = new_end
loop_node.parent.replace(loop_node, new_loops)
@@ -777,13 +811,14 @@ class KernelConstraintsCheck:
"""
FieldAndIndex = namedtuple('FieldAndIndex', ['field', 'index'])
- def __init__(self, type_for_symbol, check_independence_condition):
+ def __init__(self, type_for_symbol, check_independence_condition, check_double_write_condition=True):
self._type_for_symbol = type_for_symbol
self.scopes = NestedScopes()
self._field_writes = defaultdict(set)
self.fields_read = set()
self.check_independence_condition = check_independence_condition
+ self.check_double_write_condition = check_double_write_condition
def process_assignment(self, assignment):
# for checks it is crucial to process rhs before lhs to catch e.g. a = a + 1
@@ -792,28 +827,61 @@ class KernelConstraintsCheck:
return ast.SympyAssignment(new_lhs, new_rhs)
def process_expression(self, rhs, type_constants=True):
+ from pystencils.interpolation_astnodes import InterpolatorAccess
+
self._update_accesses_rhs(rhs)
if isinstance(rhs, AbstractField.AbstractAccess):
self.fields_read.add(rhs.field)
self.fields_read.update(rhs.indirect_addressing_fields)
return rhs
+ elif isinstance(rhs, InterpolatorAccess):
+ new_args = [self.process_expression(arg, type_constants) for arg in rhs.offsets]
+ if new_args:
+ rhs.offsets = new_args
+ return rhs
+ elif isinstance(rhs, ImaginaryUnit):
+ return TypedImaginaryUnit(create_type(self._type_for_symbol['_complex_type']))
elif isinstance(rhs, TypedSymbol):
return rhs
elif isinstance(rhs, sp.Symbol):
return TypedSymbol(rhs.name, self._type_for_symbol[rhs.name])
+ elif type_constants and isinstance(rhs, np.generic):
+ return cast_func(rhs, create_type(rhs.dtype))
elif type_constants and isinstance(rhs, sp.Number):
return cast_func(rhs, create_type(self._type_for_symbol['_constant']))
+ # Very important that this clause comes before BooleanFunction
+ elif isinstance(rhs, cast_func):
+ return cast_func(
+ self.process_expression(rhs.args[0], type_constants=False),
+ rhs.dtype)
+ elif isinstance(rhs, BooleanFunction) or \
+ type(rhs) in pystencils.integer_functions.__dict__.values():
+ new_args = [self.process_expression(a, type_constants) for a in rhs.args]
+ types_of_expressions = [get_type_of_expression(a) for a in new_args]
+ arg_type = collate_types(types_of_expressions, forbid_collation_to_float=True)
+ new_args = [a if not hasattr(a, 'dtype') or a.dtype == arg_type
+ else cast_func(a, arg_type)
+ for a in new_args]
+ return rhs.func(*new_args)
elif isinstance(rhs, sp.Mul):
- new_args = [self.process_expression(arg, type_constants) if arg not in (-1, 1) else arg for arg in rhs.args]
+ new_args = [
+ self.process_expression(arg, type_constants)
+ if arg not in (-1, 1) else arg for arg in rhs.args
+ ]
return rhs.func(*new_args) if new_args else rhs
elif isinstance(rhs, sp.Indexed):
return rhs
else:
if isinstance(rhs, sp.Pow):
# don't process exponents -> they should remain integers
- return sp.Pow(self.process_expression(rhs.args[0], type_constants), rhs.args[1])
+ return sp.Pow(
+ self.process_expression(rhs.args[0], type_constants),
+ rhs.args[1])
else:
- new_args = [self.process_expression(arg, type_constants) for arg in rhs.args]
+ new_args = [
+ self.process_expression(arg, type_constants)
+ for arg in rhs.args
+ ]
return rhs.func(*new_args) if new_args else rhs
@property
@@ -823,7 +891,7 @@ class KernelConstraintsCheck:
def _process_lhs(self, lhs):
assert isinstance(lhs, sp.Symbol)
self._update_accesses_lhs(lhs)
- if not isinstance(lhs, AbstractField.AbstractAccess) and not isinstance(lhs, TypedSymbol):
+ if not isinstance(lhs, (AbstractField.AbstractAccess, TypedSymbol)):
return TypedSymbol(lhs.name, self._type_for_symbol[lhs.name])
else:
return lhs
@@ -832,18 +900,20 @@ class KernelConstraintsCheck:
if isinstance(lhs, AbstractField.AbstractAccess):
fai = self.FieldAndIndex(lhs.field, lhs.index)
self._field_writes[fai].add(lhs.offsets)
- if len(self._field_writes[fai]) > 1:
- raise ValueError("Field {} is written at two different locations".format(lhs.field.name))
+ if self.check_double_write_condition and len(self._field_writes[fai]) > 1:
+ raise ValueError(
+ f"Field {lhs.field.name} is written at two different locations")
elif isinstance(lhs, sp.Symbol):
if self.scopes.is_defined_locally(lhs):
- raise ValueError("Assignments not in SSA form, multiple assignments to {}".format(lhs.name))
+ raise ValueError(f"Assignments not in SSA form, multiple assignments to {lhs.name}")
if lhs in self.scopes.free_parameters:
- raise ValueError("Symbol {} is written, after it has been read".format(lhs.name))
+ raise ValueError(f"Symbol {lhs.name} is written, after it has been read")
self.scopes.define_symbol(lhs)
def _update_accesses_rhs(self, rhs):
if isinstance(rhs, AbstractField.AbstractAccess) and self.check_independence_condition:
- writes = self._field_writes[self.FieldAndIndex(rhs.field, rhs.index)]
+ writes = self._field_writes[self.FieldAndIndex(
+ rhs.field, rhs.index)]
for write_offset in writes:
assert len(writes) == 1
if write_offset != rhs.offsets:
@@ -869,21 +939,29 @@ def add_types(eqs, type_for_symbol, check_independence_condition):
``fields_read, fields_written, typed_equations`` set of read fields, set of written fields,
list of equations where symbols have been replaced by typed symbols
"""
- if isinstance(type_for_symbol, str) or not hasattr(type_for_symbol, '__getitem__'):
+ if isinstance(type_for_symbol, (str, type)) or not hasattr(type_for_symbol, '__getitem__'):
type_for_symbol = typing_from_sympy_inspection(eqs, type_for_symbol)
check = KernelConstraintsCheck(type_for_symbol, check_independence_condition)
def visit(obj):
- if isinstance(obj, list) or isinstance(obj, tuple):
+ if isinstance(obj, (list, tuple)):
return [visit(e) for e in obj]
- if isinstance(obj, sp.Eq) or isinstance(obj, ast.SympyAssignment) or isinstance(obj, Assignment):
+ if isinstance(obj, (sp.Eq, ast.SympyAssignment, Assignment)):
return check.process_assignment(obj)
elif isinstance(obj, ast.Conditional):
check.scopes.push()
- false_block = None if obj.false_block is None else visit(obj.false_block)
- result = ast.Conditional(check.process_expression(obj.condition_expr, type_constants=False),
- true_block=visit(obj.true_block), false_block=false_block)
+ # Disable double write check inside conditionals
+ # would be triggered by e.g. in-kernel boundaries
+ old_double_write = check.check_double_write_condition
+ check.check_double_write_condition = False
+ false_block = None if obj.false_block is None else visit(
+ obj.false_block)
+ result = ast.Conditional(check.process_expression(
+ obj.condition_expr, type_constants=False),
+ true_block=visit(obj.true_block),
+ false_block=false_block)
+ check.check_double_write_condition = old_double_write
check.scopes.pop()
return result
elif isinstance(obj, ast.Block):
@@ -954,7 +1032,8 @@ def insert_casts(node):
# TODO optimize pow, don't cast integer on double
types = [get_type_of_expression(arg) for arg in args]
assert len(types) > 0
- target = collate_types(types)
+ # Never ever, ever collate to float type for boolean functions!
+ target = collate_types(types, forbid_collation_to_float=isinstance(node.func, BooleanFunction))
zipped = list(zip(args, types))
if target.func is PointerType:
assert node.func is sp.Add
@@ -985,20 +1064,27 @@ def insert_casts(node):
target = collate_types(types)
zipped = list(zip(expressions, types))
casted_expressions = cast(zipped, target)
- args = [arg.func(*[expr, arg.cond]) for (arg, expr) in zip(args, casted_expressions)]
+ args = [
+ arg.func(*[expr, arg.cond])
+ for (arg, expr) in zip(args, casted_expressions)
+ ]
return node.func(*args)
-def remove_conditionals_in_staggered_kernel(function_node: ast.KernelFunction) -> None:
- """Removes conditionals of a kernel that iterates over staggered positions by splitting the loops at last element"""
+def remove_conditionals_in_staggered_kernel(function_node: ast.KernelFunction, include_first=True) -> None:
+ """Removes conditionals of a kernel that iterates over staggered positions by splitting the loops at last or
+ first and last element"""
all_inner_loops = [l for l in function_node.atoms(ast.LoopOverCoordinate) if l.is_innermost_loop]
assert len(all_inner_loops) == 1, "Transformation works only on kernels with exactly one inner loop"
inner_loop = all_inner_loops.pop()
for loop in parents_of_type(inner_loop, ast.LoopOverCoordinate, include_current=True):
- cut_loop(loop, [loop.stop - 1])
+ if include_first:
+ cut_loop(loop, [loop.start + 1, loop.stop - 1])
+ else:
+ cut_loop(loop, [loop.stop - 1])
simplify_conditionals(function_node.body, loop_counter_simplification=True)
cleanup_blocks(function_node.body)
@@ -1010,7 +1096,7 @@ def remove_conditionals_in_staggered_kernel(function_node: ast.KernelFunction) -
# --------------------------------------- Helper Functions -------------------------------------------------------------
-def typing_from_sympy_inspection(eqs, default_type="double"):
+def typing_from_sympy_inspection(eqs, default_type="double", default_int_type='int64'):
"""
Creates a default symbol name to type mapping.
If a sympy Boolean is assigned to a symbol it is assumed to be 'bool' otherwise the default type, usually ('double')
@@ -1022,21 +1108,33 @@ def typing_from_sympy_inspection(eqs, default_type="double"):
dictionary, mapping symbol name to type
"""
result = defaultdict(lambda: default_type)
+ if hasattr(default_type, 'numpy_dtype'):
+ result['_complex_type'] = (np.zeros((1,), default_type.numpy_dtype) * 1j).dtype
+ else:
+ result['_complex_type'] = (np.zeros((1,), default_type) * 1j).dtype
for eq in eqs:
if isinstance(eq, ast.Conditional):
result.update(typing_from_sympy_inspection(eq.true_block.args))
if eq.false_block:
- result.update(typing_from_sympy_inspection(eq.false_block.args))
+ result.update(typing_from_sympy_inspection(
+ eq.false_block.args))
elif isinstance(eq, ast.Node) and not isinstance(eq, ast.SympyAssignment):
continue
else:
from pystencils.cpu.vectorization import vec_all, vec_any
- if isinstance(eq.rhs, vec_all) or isinstance(eq.rhs, vec_any):
+ if isinstance(eq.rhs, (vec_all, vec_any)):
result[eq.lhs.name] = "bool"
# problematic case here is when rhs is a symbol: then it is impossible to decide here without
# further information what type the left hand side is - default fallback is the dict value then
if isinstance(eq.rhs, Boolean) and not isinstance(eq.rhs, sp.Symbol):
result[eq.lhs.name] = "bool"
+ try:
+ result[eq.lhs.name] = get_type_of_expression(eq.rhs,
+ default_float_type=default_type,
+ default_int_type=default_int_type,
+ symbol_type_dict=result)
+ except Exception:
+ pass # gracefully fail in case get_type_of_expression cannot determine type
return result
@@ -1078,13 +1176,17 @@ def get_optimal_loop_ordering(fields):
ref_field = next(iter(fields))
for field in fields:
if field.spatial_dimensions != ref_field.spatial_dimensions:
- raise ValueError("All fields have to have the same number of spatial dimensions. Spatial field dimensions: "
- + str({f.name: f.spatial_shape for f in fields}))
+ raise ValueError(
+ "All fields have to have the same number of spatial dimensions. Spatial field dimensions: "
+ + str({f.name: f.spatial_shape
+ for f in fields}))
layouts = set([field.layout for field in fields])
if len(layouts) > 1:
- raise ValueError("Due to different layout of the fields no optimal loop ordering exists "
- + str({f.name: f.layout for f in fields}))
+ raise ValueError(
+ "Due to different layout of the fields no optimal loop ordering exists "
+ + str({f.name: f.layout
+ for f in fields}))
layout = list(layouts)[0]
return list(layout)
@@ -1104,13 +1206,13 @@ def get_loop_hierarchy(ast_node):
return reversed(result)
-def get_loop_counter_symbol_hierarchy(astNode):
+def get_loop_counter_symbol_hierarchy(ast_node):
"""Determines the loop counter symbols around a given AST node.
- :param astNode: the AST node
+ :param ast_node: the AST node
:return: list of loop counter symbols, where the first list entry is the symbol of the innermost loop
"""
result = []
- node = astNode
+ node = ast_node
while node is not None:
node = get_next_parent_of_type(node, ast.LoopOverCoordinate)
if node:
@@ -1129,7 +1231,9 @@ def replace_inner_stride_with_one(ast_node: ast.KernelFunction) -> None:
"""
inner_loops = []
inner_loop_counters = set()
- for loop in filtered_tree_iteration(ast_node, ast.LoopOverCoordinate, stop_type=ast.SympyAssignment):
+ for loop in filtered_tree_iteration(ast_node,
+ ast.LoopOverCoordinate,
+ stop_type=ast.SympyAssignment):
if loop.is_innermost_loop:
inner_loops.append(loop)
inner_loop_counters.add(loop.coordinate_to_loop_over)
@@ -1140,8 +1244,10 @@ def replace_inner_stride_with_one(ast_node: ast.KernelFunction) -> None:
inner_loop_counter = inner_loop_counters.pop()
parameters = ast_node.get_parameters()
- stride_params = [p.symbol for p in parameters
- if p.is_field_stride and p.symbol.coordinate == inner_loop_counter]
+ stride_params = [
+ p.symbol for p in parameters
+ if p.is_field_stride and p.symbol.coordinate == inner_loop_counter
+ ]
subs_dict = {stride_param: 1 for stride_param in stride_params}
if subs_dict:
ast_node.subs(subs_dict)
@@ -1152,17 +1258,23 @@ def loop_blocking(ast_node: ast.KernelFunction, block_size) -> int:
Args:
ast_node: kernel function node before vectorization transformation has been applied
- block_size: sequence defining block size in x, y, (z) direction
+ block_size: sequence defining block size in x, y, (z) direction.
+ If chosen as zero the direction will not be used for blocking.
Returns:
number of dimensions blocked
"""
- loops = [l for l in filtered_tree_iteration(ast_node, ast.LoopOverCoordinate, stop_type=ast.SympyAssignment)]
+ loops = [
+ l for l in filtered_tree_iteration(
+ ast_node, ast.LoopOverCoordinate, stop_type=ast.SympyAssignment)
+ ]
body = ast_node.body
coordinates = []
+ coordinates_taken_into_account = 0
loop_starts = {}
loop_stops = {}
+
for loop in loops:
coord = loop.coordinate_to_loop_over
if coord not in coordinates:
@@ -1171,26 +1283,98 @@ def loop_blocking(ast_node: ast.KernelFunction, block_size) -> int:
loop_stops[coord] = loop.stop
else:
assert loop.start == loop_starts[coord] and loop.stop == loop_stops[coord], \
- "Multiple loops over coordinate {} with different loop bounds".format(coord)
+ f"Multiple loops over coordinate {coord} with different loop bounds"
# Create the outer loops that iterate over the blocks
outer_loop = None
for coord in reversed(coordinates):
+ if block_size[coord] == 0:
+ continue
+ coordinates_taken_into_account += 1
body = ast.Block([outer_loop]) if outer_loop else body
- outer_loop = ast.LoopOverCoordinate(body, coord, loop_starts[coord], loop_stops[coord],
- step=block_size[coord], is_block_loop=True)
+ outer_loop = ast.LoopOverCoordinate(body,
+ coord,
+ loop_starts[coord],
+ loop_stops[coord],
+ step=block_size[coord],
+ is_block_loop=True)
ast_node.body = ast.Block([outer_loop])
# modify the existing loops to only iterate within one block
for inner_loop in loops:
coord = inner_loop.coordinate_to_loop_over
+ if block_size[coord] == 0:
+ continue
block_ctr = ast.LoopOverCoordinate.get_block_loop_counter_symbol(coord)
loop_range = inner_loop.stop - inner_loop.start
- if sp.sympify(loop_range).is_number and loop_range % block_size[coord] == 0:
+ if sp.sympify(
+ loop_range).is_number and loop_range % block_size[coord] == 0:
stop = block_ctr + block_size[coord]
else:
stop = sp.Min(inner_loop.stop, block_ctr + block_size[coord])
inner_loop.start = block_ctr
inner_loop.stop = stop
- return len(coordinates)
+ return coordinates_taken_into_account
+
+
+def implement_interpolations(ast_node: ast.Node,
+ implement_by_texture_accesses: bool = False,
+ vectorize: bool = False,
+ use_hardware_interpolation_for_f32=True):
+ from pystencils.interpolation_astnodes import (InterpolatorAccess, TextureCachedField)
+ # TODO: perform this function on assignments, when unify_shape_symbols allows differently sized fields
+
+ assert not(implement_by_texture_accesses and vectorize), \
+ "can only implement interpolations either by texture accesses or CPU vectorization"
+ FLOAT32_T = create_type('float32')
+
+ interpolation_accesses = ast_node.atoms(InterpolatorAccess)
+ if not interpolation_accesses:
+ return ast_node
+
+ def can_use_hw_interpolation(i):
+ return (use_hardware_interpolation_for_f32
+ and implement_by_texture_accesses
+ and i.dtype == FLOAT32_T
+ and isinstance(i.symbol.interpolator, TextureCachedField))
+
+ if implement_by_texture_accesses:
+
+ for i in interpolation_accesses:
+ from pystencils.interpolation_astnodes import _InterpolationSymbol
+
+ try:
+ import pycuda.driver as cuda
+ texture = TextureCachedField.from_interpolator(i.interpolator)
+ if can_use_hw_interpolation(i):
+ texture.filter_mode = cuda.filter_mode.LINEAR
+ else:
+ texture.filter_mode = cuda.filter_mode.POINT
+ texture.read_as_integer = True
+ except Exception as e:
+ raise e
+ i.symbol = _InterpolationSymbol(str(texture), i.symbol.field, texture)
+
+ # from pystencils.math_optimizations import ReplaceOptim, optimize_ast
+
+ # ImplementInterpolationByStencils = ReplaceOptim(lambda e: isinstance(e, InterpolatorAccess)
+ # and not can_use_hw_interpolation(i),
+ # lambda e: e.implementation_with_stencils()
+ # )
+
+ # RemoveConjugate = ReplaceOptim(lambda e: isinstance(e, sp.conjugate),
+ # lambda e: e.args[0]
+ # )
+ if vectorize:
+ # TODO can be done in _interpolator_access_to_stencils field.absolute_access == simd_gather
+ raise NotImplementedError()
+ else:
+ substitutions = {i: i.implementation_with_stencils()
+ for i in interpolation_accesses if not can_use_hw_interpolation(i)}
+ if isinstance(ast_node, AssignmentCollection):
+ ast_node = ast_node.subs(substitutions)
+ else:
+ ast_node.subs(substitutions)
+
+ return ast_node
diff --git a/pystencils/utils.py b/pystencils/utils.py
index 6e620b5f28ff6aee874d666e0881d889c1fdf033..bdeab95363c651e4a7b31348521726d82e82c646 100644
--- a/pystencils/utils.py
+++ b/pystencils/utils.py
@@ -1,11 +1,12 @@
import os
-from tempfile import NamedTemporaryFile
+import itertools
+from collections import Counter
from contextlib import contextmanager
+from tempfile import NamedTemporaryFile
from typing import Mapping
-from collections import Counter
-import sympy as sp
import numpy as np
+import sympy as sp
class DotDict(dict):
@@ -14,6 +15,13 @@ class DotDict(dict):
__setattr__ = dict.__setitem__
__delattr__ = dict.__delitem__
+ # Recursively make DotDict: https://stackoverflow.com/questions/13520421/recursive-dotdict
+ def __init__(self, dct={}):
+ for key, value in dct.items():
+ if isinstance(value, dict):
+ value = DotDict(value)
+ self[key] = value
+
def all_equal(iterator):
iterator = iter(iterator)
@@ -89,16 +97,21 @@ def fully_contains(l1, l2):
def boolean_array_bounding_box(boolean_array):
- """Returns bounding box around "true" area of boolean array"""
- dim = len(boolean_array.shape)
+ """Returns bounding box around "true" area of boolean array
+
+ >>> a = np.zeros((4, 4), dtype=bool)
+ >>> a[1:-1, 1:-1] = True
+ >>> boolean_array_bounding_box(a)
+ [(1, 3), (1, 3)]
+ """
+ dim = boolean_array.ndim
+ shape = boolean_array.shape
+ assert 0 not in shape, "Shape must not contain zero"
bounds = []
- for i in range(dim):
- for j in range(dim):
- if i != j:
- arr_1d = np.any(boolean_array, axis=j)
- begin = np.argmax(arr_1d)
- end = begin + np.argmin(arr_1d[begin:])
- bounds.append((begin, end))
+ for ax in itertools.combinations(reversed(range(dim)), dim - 1):
+ nonzero = np.any(boolean_array, axis=ax)
+ t = np.where(nonzero)[0][[0, -1]]
+ bounds.append((t[0], t[1] + 1))
return bounds
@@ -210,7 +223,8 @@ class LinearEquationSystem:
return 'multiple'
def solution(self):
- """Solves the system if it has a single solution. Returns a dictionary mapping symbol to solution value."""
+ """Solves the system. Under- and overdetermined systems are supported.
+ Returns a dictionary mapping symbol to solution value."""
return sp.solve_linear_system(self._matrix, *self.unknowns)
def _resize_if_necessary(self, new_rows=1):
@@ -226,8 +240,3 @@ class LinearEquationSystem:
break
result -= 1
self.next_zero_row = result
-
-
-def find_unique_solutions_with_zeros(system: LinearEquationSystem):
- if not system.solution_structure() != 'multiple':
- raise ValueError("Function works only for underdetermined systems")
diff --git a/pystencils_tests/benchmark/benchmark.py b/pystencils_tests/benchmark/benchmark.py
index 6ecb6aaa828f9a2c42d53e09c4190ea11ee8cb84..29066127cea347299dfc3f52825a1ddf5d75e247 100644
--- a/pystencils_tests/benchmark/benchmark.py
+++ b/pystencils_tests/benchmark/benchmark.py
@@ -1,15 +1,17 @@
-import os
import math
+import os
import time
+
import numpy as np
import sympy as sp
-from influxdb import InfluxDBClient
from git import Repo
-from kerncraft.models import ECM, Benchmark, Roofline, RooflineIACA
+from influxdb import InfluxDBClient
from kerncraft.machinemodel import MachineModel
+from kerncraft.models import ECM, Benchmark, Roofline, RooflineIACA
from kerncraft.prefixedunit import PrefixedUnit
+
+from pystencils import Assignment, Field, create_kernel
from pystencils.kerncraft_coupling import KerncraftParameters, PyStencilsKerncraftKernel
-from pystencils import Field, Assignment, create_kernel
def output_benchmark(analysis):
diff --git a/pystencils_tests/benchmark/generate.py b/pystencils_tests/benchmark/generate.py
index 09e2769e2289525089e92649e48713cc5e9e593d..fba398489ce1f19982ae1a3611bc5437f204af6b 100644
--- a/pystencils_tests/benchmark/generate.py
+++ b/pystencils_tests/benchmark/generate.py
@@ -1,6 +1,7 @@
-import sympy as sp
import numpy as np
-from pystencils import Field, Assignment, create_kernel
+import sympy as sp
+
+from pystencils import Assignment, Field, create_kernel
def meassure():
@@ -47,5 +48,3 @@ def meassure():
if __name__ == "__main__":
meassure()
-
-
diff --git a/pystencils_tests/kerncraft_inputs/Example_SandyBridgeEP_E5-2680.yml b/pystencils_tests/kerncraft_inputs/Example_SandyBridgeEP_E5-2680.yml
new file mode 100644
index 0000000000000000000000000000000000000000..890e2e8952bdf9fcdda92565027e29700226ddbe
--- /dev/null
+++ b/pystencils_tests/kerncraft_inputs/Example_SandyBridgeEP_E5-2680.yml
@@ -0,0 +1,980 @@
+kerncraft version: 0.8.6.dev0
+model name: Intel(R) Xeon(R) CPU E5-2680 0 @ 2.70GHz
+model type: Intel Xeon SandyBridge EN/EP processor
+clock: 2.7 GHz
+
+sockets: 2
+cores per socket: 8
+threads per core: 2
+NUMA domains per socket: 1
+cores per NUMA domain: 8
+transparent hugepage: always
+
+in-core model: !!omap
+ - IACA: SNB
+ - OSACA: SNB
+ - LLVM-MCA: -mcpu=sandybridge
+isa: x86
+
+FLOPs per cycle:
+ SP: {total: 16, ADD: 8, MUL: 8}
+ DP: {total: 8, ADD: 4, MUL: 4}
+
+compiler: !!omap
+- icc: -O3 -xAVX -fno-alias -qopenmp -ffreestanding -nolib-inline
+- clang: -O3 -march=corei7-avx -mtune=corei7-avx -D_POSIX_C_SOURCE=200809L -fopenmp -ffreestanding
+- gcc: -O3 -march=corei7-avx -D_POSIX_C_SOURCE=200809L -fopenmp -lm -ffreestanding
+
+overlapping model:
+ ports:
+ IACA: ['0', 0DV, '1', '2', '3', '4', '5']
+ OSACA: ['0', 0DV, '1', '2', '3', '4', '5']
+ LLVM-MCA: [SBDivider, SBFPDivider, SBPort0, SBPort1, SBPort23, SBPort4, SBPort5]
+ performance counter metric: Max(UOPS_DISPATCHED_PORT_PORT_0:PMC[0-3], UOPS_DISPATCHED_PORT_PORT_1:PMC[0-3], UOPS_DISPATCHED_PORT_PORT_4:PMC[0-3], UOPS_DISPATCHED_PORT_PORT_5:PMC[0-3])
+non-overlapping model:
+ ports:
+ IACA: [2D, 3D]
+ OSACA: [2D, 3D]
+ LLVM-MCA: [SBPort23]
+ performance counter metric: T_nOL + T_L1L2 + T_L2L3 + T_L3MEM
+
+cacheline size: 64 B
+memory hierarchy:
+- level: L1
+ cache per group: {sets: 64, ways: 8, cl_size: 64, replacement_policy: LRU, write_allocate: true,
+ write_back: true, load_from: L2, store_to: L2}
+ cores per group: 1
+ threads per group: 2
+ groups: 16
+ performance counter metrics:
+ accesses: MEM_UOPS_RETIRED_LOADS:PMC[0-3] + MEM_UOPS_RETIRED_STORES:PMC[0-3]
+ misses: L1D_REPLACEMENT:PMC[0-3]
+ evicts: L1D_M_EVICT:PMC[0-3]
+ upstream throughput: [architecture code analyzer, [2D, 3D]]
+ transfers overlap: false
+- level: L2
+ cache per group: {sets: 512, ways: 8, cl_size: 64, replacement_policy: LRU, write_allocate: true,
+ write_back: true, load_from: L3, store_to: L3}
+ cores per group: 1
+ threads per group: 2
+ groups: 16
+ upstream throughput: [32 B/cy, half-duplex]
+ transfers overlap: false
+ performance counter metrics:
+ accesses: L1D_REPLACEMENT:PMC[0-3] + L1D_M_EVICT:PMC[0-3]
+ misses: L2_LINES_IN_ALL:PMC[0-3]
+ evicts: L2_TRANS_L2_WB:PMC[0-3]
+- level: L3
+ cache per group: {sets: 20480, ways: 16, cl_size: 64, replacement_policy: LRU, write_allocate: true,
+ write_back: true}
+ cores per group: 8
+ threads per group: 16
+ groups: 2
+ upstream throughput: [32 B/cy, half-duplex]
+ transfers overlap: false
+ performance counter metrics:
+ accesses: L2_LINES_IN_ALL:PMC[0-3] + L2_TRANS_L2_WB:PMC[0-3]
+ misses: (CAS_COUNT_RD:MBOX0C[01] + CAS_COUNT_RD:MBOX1C[01] + CAS_COUNT_RD:MBOX2C[01]
+ + CAS_COUNT_RD:MBOX3C[01])
+ evicts: (CAS_COUNT_WR:MBOX0C[01] + CAS_COUNT_WR:MBOX1C[01] + CAS_COUNT_WR:MBOX2C[01]
+ + CAS_COUNT_WR:MBOX3C[01])
+- level: MEM
+ cores per group: 8
+ upstream throughput: [full socket memory bandwidth, half-duplex]
+ transfers overlap: false
+ size per group:
+ threads per group: 16
+
+benchmarks:
+ kernels:
+ copy:
+ FLOPs per iteration: 0
+ fastest bench kernel: copy_avx
+ read streams: {bytes: 8.00 B, streams: 1}
+ read+write streams: {bytes: 0.00 B, streams: 0}
+ write streams: {bytes: 8.00 B, streams: 1}
+ daxpy:
+ FLOPs per iteration: 2
+ fastest bench kernel: daxpy_avx
+ read streams: {bytes: 16.00 B, streams: 2}
+ read+write streams: {bytes: 8.00 B, streams: 1}
+ write streams: {bytes: 8.00 B, streams: 1}
+ load:
+ FLOPs per iteration: 0
+ fastest bench kernel: load_avx
+ read streams: {bytes: 8.00 B, streams: 1}
+ read+write streams: {bytes: 0.00 B, streams: 0}
+ write streams: {bytes: 0.00 B, streams: 0}
+ triad:
+ FLOPs per iteration: 2
+ fastest bench kernel: triad_avx
+ read streams: {bytes: 24.00 B, streams: 3}
+ read+write streams: {bytes: 0.00 B, streams: 0}
+ write streams: {bytes: 8.00 B, streams: 1}
+ update:
+ FLOPs per iteration: 0
+ fastest bench kernel: update_avx
+ read streams: {bytes: 8.00 B, streams: 1}
+ read+write streams: {bytes: 8.00 B, streams: 1}
+ write streams: {bytes: 8.00 B, streams: 1}
+ measurements:
+ L1:
+ 1:
+ cores: [1, 2, 3, 4, 5, 6, 7, 8]
+ results:
+ copy: [83.27 GB/s, 166.52 GB/s, 249.78 GB/s, 333.02 GB/s, 416.34 GB/s, 495.96
+ GB/s, 578.56 GB/s, 660.60 GB/s]
+ daxpy: [116.88 GB/s, 233.68 GB/s, 311.60 GB/s, 409.72 GB/s, 509.79 GB/s,
+ 559.65 GB/s, 612.77 GB/s, 719.71 GB/s]
+ load: [84.07 GB/s, 168.13 GB/s, 252.21 GB/s, 336.04 GB/s, 420.34 GB/s, 504.02
+ GB/s, 588.04 GB/s, 668.37 GB/s]
+ triad: [100.24 GB/s, 211.57 GB/s, 314.53 GB/s, 392.73 GB/s, 506.87 GB/s,
+ 589.51 GB/s, 687.28 GB/s, 782.17 GB/s]
+ update: [84.77 GB/s, 160.10 GB/s, 237.12 GB/s, 312.74 GB/s, 392.54 GB/s,
+ 465.53 GB/s, 516.02 GB/s, 567.27 GB/s]
+ size per core: [21.12 kB, 21.12 kB, 21.12 kB, 21.12 kB, 21.12 kB, 21.12 kB,
+ 21.12 kB, 21.12 kB]
+ size per thread: [21.12 kB, 21.12 kB, 21.12 kB, 21.12 kB, 21.12 kB, 21.12
+ kB, 21.12 kB, 21.12 kB]
+ stats:
+ copy:
+ - [83.24 GB/s, 83.25 GB/s, 83.26 GB/s, 83.26 GB/s, 83.27 GB/s, 83.26 GB/s,
+ 83.25 GB/s, 83.23 GB/s, 83.24 GB/s, 83.25 GB/s]
+ - [166.49 GB/s, 166.47 GB/s, 166.51 GB/s, 166.49 GB/s, 166.48 GB/s, 166.52
+ GB/s, 166.51 GB/s, 166.51 GB/s, 166.51 GB/s, 166.50 GB/s]
+ - [249.78 GB/s, 249.75 GB/s, 249.73 GB/s, 249.72 GB/s, 249.74 GB/s, 249.76
+ GB/s, 249.76 GB/s, 249.74 GB/s, 249.73 GB/s, 249.75 GB/s]
+ - [332.98 GB/s, 327.92 GB/s, 332.30 GB/s, 332.95 GB/s, 333.00 GB/s, 333.01
+ GB/s, 332.95 GB/s, 333.00 GB/s, 332.99 GB/s, 333.02 GB/s]
+ - [416.26 GB/s, 416.23 GB/s, 416.28 GB/s, 416.27 GB/s, 416.23 GB/s, 416.27
+ GB/s, 416.34 GB/s, 416.26 GB/s, 416.16 GB/s, 416.23 GB/s]
+ - [495.84 GB/s, 495.93 GB/s, 495.88 GB/s, 495.91 GB/s, 495.96 GB/s, 495.92
+ GB/s, 495.89 GB/s, 495.87 GB/s, 495.96 GB/s, 495.92 GB/s]
+ - [578.51 GB/s, 578.52 GB/s, 578.39 GB/s, 578.56 GB/s, 578.48 GB/s, 578.44
+ GB/s, 578.51 GB/s, 578.48 GB/s, 578.51 GB/s, 578.53 GB/s]
+ - [422.14 GB/s, 660.55 GB/s, 660.60 GB/s, 660.49 GB/s, 660.52 GB/s, 660.48
+ GB/s, 660.56 GB/s, 660.56 GB/s, 660.52 GB/s, 651.64 GB/s]
+ daxpy:
+ - [116.87 GB/s, 116.82 GB/s, 116.85 GB/s, 116.84 GB/s, 116.83 GB/s, 116.85
+ GB/s, 116.88 GB/s, 116.87 GB/s, 116.86 GB/s, 116.82 GB/s]
+ - [214.69 GB/s, 229.83 GB/s, 221.16 GB/s, 233.60 GB/s, 232.90 GB/s, 233.68
+ GB/s, 207.83 GB/s, 233.65 GB/s, 212.71 GB/s, 214.07 GB/s]
+ - [282.77 GB/s, 307.63 GB/s, 307.09 GB/s, 310.67 GB/s, 307.50 GB/s, 311.40
+ GB/s, 307.06 GB/s, 305.89 GB/s, 311.60 GB/s, 308.47 GB/s]
+ - [404.96 GB/s, 408.54 GB/s, 395.76 GB/s, 409.72 GB/s, 316.70 GB/s, 408.07
+ GB/s, 347.34 GB/s, 406.03 GB/s, 391.75 GB/s, 385.10 GB/s]
+ - [479.84 GB/s, 509.24 GB/s, 502.60 GB/s, 449.79 GB/s, 402.46 GB/s, 489.18
+ GB/s, 491.15 GB/s, 491.20 GB/s, 384.36 GB/s, 509.79 GB/s]
+ - [515.12 GB/s, 496.21 GB/s, 517.52 GB/s, 540.00 GB/s, 501.82 GB/s, 507.84
+ GB/s, 496.71 GB/s, 479.42 GB/s, 559.65 GB/s, 519.55 GB/s]
+ - [584.86 GB/s, 580.10 GB/s, 583.34 GB/s, 612.77 GB/s, 607.15 GB/s, 607.89
+ GB/s, 589.85 GB/s, 609.59 GB/s, 592.86 GB/s, 568.07 GB/s]
+ - [719.71 GB/s, 660.98 GB/s, 675.88 GB/s, 679.51 GB/s, 696.97 GB/s, 635.23
+ GB/s, 644.06 GB/s, 694.74 GB/s, 654.01 GB/s, 656.57 GB/s]
+ load:
+ - [84.04 GB/s, 84.06 GB/s, 84.06 GB/s, 84.04 GB/s, 84.05 GB/s, 84.05 GB/s,
+ 84.07 GB/s, 84.04 GB/s, 84.05 GB/s, 84.06 GB/s]
+ - [168.09 GB/s, 168.12 GB/s, 168.06 GB/s, 168.11 GB/s, 168.12 GB/s, 168.13
+ GB/s, 168.13 GB/s, 168.12 GB/s, 168.10 GB/s, 168.13 GB/s]
+ - [252.16 GB/s, 252.21 GB/s, 252.07 GB/s, 252.07 GB/s, 252.18 GB/s, 252.16
+ GB/s, 252.21 GB/s, 252.20 GB/s, 252.20 GB/s, 252.17 GB/s]
+ - [335.94 GB/s, 336.03 GB/s, 335.99 GB/s, 336.04 GB/s, 336.00 GB/s, 335.98
+ GB/s, 335.97 GB/s, 335.89 GB/s, 335.99 GB/s, 336.03 GB/s]
+ - [420.30 GB/s, 420.18 GB/s, 420.30 GB/s, 420.33 GB/s, 420.25 GB/s, 420.28
+ GB/s, 420.31 GB/s, 420.31 GB/s, 420.34 GB/s, 420.33 GB/s]
+ - [503.98 GB/s, 503.99 GB/s, 503.97 GB/s, 503.98 GB/s, 504.02 GB/s, 503.99
+ GB/s, 503.92 GB/s, 503.98 GB/s, 503.94 GB/s, 503.97 GB/s]
+ - [587.93 GB/s, 588.01 GB/s, 588.04 GB/s, 587.94 GB/s, 587.97 GB/s, 588.01
+ GB/s, 588.00 GB/s, 587.92 GB/s, 588.04 GB/s, 588.02 GB/s]
+ - [668.21 GB/s, 668.22 GB/s, 668.29 GB/s, 668.24 GB/s, 668.27 GB/s, 668.37
+ GB/s, 668.28 GB/s, 668.14 GB/s, 668.19 GB/s, 668.19 GB/s]
+ triad:
+ - [100.00 GB/s, 99.71 GB/s, 99.74 GB/s, 100.24 GB/s, 99.72 GB/s, 99.62 GB/s,
+ 99.54 GB/s, 99.61 GB/s, 99.72 GB/s, 99.71 GB/s]
+ - [208.08 GB/s, 210.33 GB/s, 211.57 GB/s, 208.34 GB/s, 210.03 GB/s, 209.16
+ GB/s, 210.21 GB/s, 209.48 GB/s, 210.03 GB/s, 208.80 GB/s]
+ - [311.43 GB/s, 311.08 GB/s, 311.41 GB/s, 311.10 GB/s, 313.13 GB/s, 314.53
+ GB/s, 311.59 GB/s, 311.80 GB/s, 311.57 GB/s, 311.89 GB/s]
+ - [391.65 GB/s, 392.34 GB/s, 391.84 GB/s, 392.07 GB/s, 391.96 GB/s, 392.73
+ GB/s, 391.66 GB/s, 391.83 GB/s, 392.09 GB/s, 391.88 GB/s]
+ - [504.20 GB/s, 506.77 GB/s, 503.22 GB/s, 506.74 GB/s, 502.78 GB/s, 506.15
+ GB/s, 506.87 GB/s, 502.85 GB/s, 505.82 GB/s, 506.57 GB/s]
+ - [587.75 GB/s, 589.51 GB/s, 588.01 GB/s, 587.29 GB/s, 588.04 GB/s, 587.92
+ GB/s, 588.08 GB/s, 587.94 GB/s, 587.82 GB/s, 587.55 GB/s]
+ - [686.03 GB/s, 685.97 GB/s, 685.01 GB/s, 685.88 GB/s, 685.61 GB/s, 687.12
+ GB/s, 684.97 GB/s, 686.09 GB/s, 685.81 GB/s, 687.28 GB/s]
+ - [782.05 GB/s, 781.73 GB/s, 781.13 GB/s, 781.87 GB/s, 782.17 GB/s, 781.24
+ GB/s, 781.82 GB/s, 781.92 GB/s, 781.90 GB/s, 781.66 GB/s]
+ update:
+ - [84.76 GB/s, 84.76 GB/s, 84.77 GB/s, 84.75 GB/s, 84.75 GB/s, 84.75 GB/s,
+ 84.75 GB/s, 84.75 GB/s, 84.74 GB/s, 57.21 GB/s]
+ - [157.73 GB/s, 155.29 GB/s, 147.91 GB/s, 160.10 GB/s, 156.33 GB/s, 158.06
+ GB/s, 159.23 GB/s, 156.16 GB/s, 155.30 GB/s, 159.15 GB/s]
+ - [232.07 GB/s, 230.40 GB/s, 234.05 GB/s, 232.69 GB/s, 215.80 GB/s, 232.76
+ GB/s, 236.01 GB/s, 237.12 GB/s, 234.66 GB/s, 234.86 GB/s]
+ - [303.60 GB/s, 304.21 GB/s, 306.83 GB/s, 309.43 GB/s, 312.69 GB/s, 311.75
+ GB/s, 301.74 GB/s, 307.54 GB/s, 312.74 GB/s, 312.19 GB/s]
+ - [386.45 GB/s, 382.41 GB/s, 387.87 GB/s, 392.54 GB/s, 369.42 GB/s, 341.87
+ GB/s, 352.85 GB/s, 390.87 GB/s, 382.44 GB/s, 383.50 GB/s]
+ - [459.60 GB/s, 384.27 GB/s, 437.39 GB/s, 459.42 GB/s, 465.53 GB/s, 447.31
+ GB/s, 440.00 GB/s, 409.94 GB/s, 412.94 GB/s, 446.74 GB/s]
+ - [489.85 GB/s, 489.35 GB/s, 435.92 GB/s, 492.39 GB/s, 446.44 GB/s, 501.71
+ GB/s, 516.02 GB/s, 478.87 GB/s, 494.52 GB/s, 493.04 GB/s]
+ - [521.08 GB/s, 553.73 GB/s, 541.34 GB/s, 527.75 GB/s, 554.87 GB/s, 536.30
+ GB/s, 540.66 GB/s, 551.02 GB/s, 567.27 GB/s, 565.31 GB/s]
+ threads: [1, 2, 3, 4, 5, 6, 7, 8]
+ threads per core: 1
+ total size: [21.12 kB, 42.24 kB, 63.36 kB, 84.48 kB, 105.60 kB, 126.72 kB,
+ 147.84 kB, 168.96 kB]
+ 2:
+ cores: [1, 2, 3, 4, 5, 6, 7, 8]
+ results:
+ copy: [80.41 GB/s, 160.83 GB/s, 240.43 GB/s, 320.63 GB/s, 401.66 GB/s, 454.32
+ GB/s, 539.77 GB/s, 628.51 GB/s]
+ daxpy: [95.87 GB/s, 187.75 GB/s, 270.68 GB/s, 371.80 GB/s, 454.05 GB/s,
+ 503.46 GB/s, 606.85 GB/s, 689.34 GB/s]
+ load: [82.30 GB/s, 164.06 GB/s, 244.78 GB/s, 326.21 GB/s, 408.56 GB/s, 490.13
+ GB/s, 569.95 GB/s, 651.79 GB/s]
+ triad: [93.22 GB/s, 186.75 GB/s, 288.55 GB/s, 340.91 GB/s, 442.20 GB/s,
+ 534.62 GB/s, 597.98 GB/s, 707.54 GB/s]
+ update: [83.25 GB/s, 166.04 GB/s, 248.21 GB/s, 330.58 GB/s, 414.71 GB/s,
+ 496.97 GB/s, 578.67 GB/s, 656.56 GB/s]
+ size per core: [21.12 kB, 21.12 kB, 21.12 kB, 21.12 kB, 21.12 kB, 21.12 kB,
+ 21.12 kB, 21.12 kB]
+ size per thread: [10.56 kB, 10.56 kB, 10.56 kB, 10.56 kB, 10.56 kB, 10.56
+ kB, 10.56 kB, 10.56 kB]
+ stats:
+ copy:
+ - [80.37 GB/s, 79.07 GB/s, 80.39 GB/s, 80.39 GB/s, 80.41 GB/s, 80.29 GB/s,
+ 80.36 GB/s, 79.05 GB/s, 77.87 GB/s, 80.37 GB/s]
+ - [160.76 GB/s, 160.63 GB/s, 160.76 GB/s, 160.71 GB/s, 160.80 GB/s, 160.74
+ GB/s, 160.83 GB/s, 160.69 GB/s, 160.79 GB/s, 160.78 GB/s]
+ - [240.43 GB/s, 240.20 GB/s, 240.36 GB/s, 240.37 GB/s, 237.17 GB/s, 240.39
+ GB/s, 240.14 GB/s, 240.24 GB/s, 240.26 GB/s, 240.10 GB/s]
+ - [320.46 GB/s, 320.47 GB/s, 320.63 GB/s, 320.52 GB/s, 320.40 GB/s, 320.40
+ GB/s, 320.51 GB/s, 320.46 GB/s, 319.72 GB/s, 320.44 GB/s]
+ - [401.40 GB/s, 399.28 GB/s, 401.66 GB/s, 401.53 GB/s, 401.52 GB/s, 401.55
+ GB/s, 401.60 GB/s, 401.47 GB/s, 401.47 GB/s, 401.35 GB/s]
+ - [447.24 GB/s, 453.65 GB/s, 453.54 GB/s, 453.86 GB/s, 453.82 GB/s, 453.62
+ GB/s, 453.48 GB/s, 454.32 GB/s, 453.86 GB/s, 446.79 GB/s]
+ - [538.79 GB/s, 538.47 GB/s, 539.02 GB/s, 538.25 GB/s, 538.72 GB/s, 538.89
+ GB/s, 539.37 GB/s, 539.41 GB/s, 539.77 GB/s, 538.49 GB/s]
+ - [628.14 GB/s, 618.54 GB/s, 628.12 GB/s, 623.90 GB/s, 628.27 GB/s, 623.78
+ GB/s, 618.17 GB/s, 623.43 GB/s, 628.51 GB/s, 628.43 GB/s]
+ daxpy:
+ - [95.77 GB/s, 93.25 GB/s, 92.87 GB/s, 95.87 GB/s, 95.84 GB/s, 95.81 GB/s,
+ 95.80 GB/s, 94.99 GB/s, 95.81 GB/s, 95.86 GB/s]
+ - [184.53 GB/s, 186.60 GB/s, 183.99 GB/s, 187.48 GB/s, 187.75 GB/s, 181.53
+ GB/s, 183.82 GB/s, 187.75 GB/s, 184.13 GB/s, 180.61 GB/s]
+ - [258.46 GB/s, 270.13 GB/s, 264.76 GB/s, 262.23 GB/s, 265.05 GB/s, 267.25
+ GB/s, 270.68 GB/s, 268.08 GB/s, 266.20 GB/s, 265.66 GB/s]
+ - [367.99 GB/s, 367.15 GB/s, 361.68 GB/s, 364.86 GB/s, 368.76 GB/s, 363.27
+ GB/s, 364.95 GB/s, 366.97 GB/s, 371.80 GB/s, 366.55 GB/s]
+ - [441.95 GB/s, 442.77 GB/s, 444.97 GB/s, 454.05 GB/s, 441.02 GB/s, 445.96
+ GB/s, 442.49 GB/s, 440.23 GB/s, 449.29 GB/s, 452.66 GB/s]
+ - [501.31 GB/s, 489.91 GB/s, 495.43 GB/s, 503.39 GB/s, 488.03 GB/s, 497.71
+ GB/s, 503.46 GB/s, 496.85 GB/s, 497.38 GB/s, 468.90 GB/s]
+ - [604.57 GB/s, 580.51 GB/s, 587.67 GB/s, 594.32 GB/s, 561.32 GB/s, 588.09
+ GB/s, 606.85 GB/s, 600.91 GB/s, 599.40 GB/s, 598.24 GB/s]
+ - [646.48 GB/s, 655.06 GB/s, 684.70 GB/s, 653.61 GB/s, 671.61 GB/s, 689.34
+ GB/s, 673.74 GB/s, 685.49 GB/s, 681.48 GB/s, 683.23 GB/s]
+ load:
+ - [82.19 GB/s, 82.08 GB/s, 82.22 GB/s, 82.10 GB/s, 82.14 GB/s, 82.17 GB/s,
+ 82.22 GB/s, 82.28 GB/s, 82.30 GB/s, 81.98 GB/s]
+ - [163.22 GB/s, 163.43 GB/s, 164.06 GB/s, 164.03 GB/s, 163.19 GB/s, 163.83
+ GB/s, 163.29 GB/s, 163.88 GB/s, 163.83 GB/s, 163.11 GB/s]
+ - [244.32 GB/s, 244.47 GB/s, 244.65 GB/s, 244.29 GB/s, 243.96 GB/s, 244.50
+ GB/s, 244.78 GB/s, 244.52 GB/s, 244.48 GB/s, 244.72 GB/s]
+ - [325.18 GB/s, 326.21 GB/s, 325.49 GB/s, 325.86 GB/s, 325.73 GB/s, 325.72
+ GB/s, 326.00 GB/s, 325.41 GB/s, 325.63 GB/s, 325.82 GB/s]
+ - [407.81 GB/s, 407.96 GB/s, 407.59 GB/s, 408.56 GB/s, 407.64 GB/s, 407.61
+ GB/s, 408.09 GB/s, 407.95 GB/s, 408.30 GB/s, 408.32 GB/s]
+ - [488.65 GB/s, 489.73 GB/s, 489.38 GB/s, 489.81 GB/s, 490.13 GB/s, 489.31
+ GB/s, 488.74 GB/s, 489.38 GB/s, 488.17 GB/s, 489.51 GB/s]
+ - [569.95 GB/s, 567.21 GB/s, 566.08 GB/s, 567.88 GB/s, 567.69 GB/s, 569.58
+ GB/s, 568.61 GB/s, 568.35 GB/s, 569.70 GB/s, 568.87 GB/s]
+ - [650.43 GB/s, 651.58 GB/s, 650.86 GB/s, 651.34 GB/s, 651.04 GB/s, 651.79
+ GB/s, 650.28 GB/s, 650.31 GB/s, 650.81 GB/s, 651.09 GB/s]
+ triad:
+ - [93.22 GB/s, 90.73 GB/s, 92.48 GB/s, 92.53 GB/s, 92.37 GB/s, 92.50 GB/s,
+ 92.48 GB/s, 90.28 GB/s, 92.35 GB/s, 92.51 GB/s]
+ - [186.75 GB/s, 184.51 GB/s, 184.17 GB/s, 186.66 GB/s, 186.43 GB/s, 184.59
+ GB/s, 186.71 GB/s, 186.30 GB/s, 186.64 GB/s, 186.12 GB/s]
+ - [287.77 GB/s, 288.55 GB/s, 287.76 GB/s, 287.76 GB/s, 288.19 GB/s, 287.70
+ GB/s, 287.42 GB/s, 288.12 GB/s, 287.66 GB/s, 288.01 GB/s]
+ - [339.82 GB/s, 338.95 GB/s, 340.11 GB/s, 340.11 GB/s, 340.25 GB/s, 340.20
+ GB/s, 339.90 GB/s, 340.22 GB/s, 340.91 GB/s, 340.01 GB/s]
+ - [440.41 GB/s, 440.65 GB/s, 441.59 GB/s, 442.20 GB/s, 441.67 GB/s, 432.59
+ GB/s, 440.20 GB/s, 440.81 GB/s, 440.24 GB/s, 441.38 GB/s]
+ - [534.30 GB/s, 527.60 GB/s, 528.52 GB/s, 509.55 GB/s, 527.68 GB/s, 527.63
+ GB/s, 533.66 GB/s, 534.62 GB/s, 534.60 GB/s, 534.19 GB/s]
+ - [595.90 GB/s, 595.94 GB/s, 597.91 GB/s, 580.22 GB/s, 597.98 GB/s, 597.66
+ GB/s, 596.16 GB/s, 567.03 GB/s, 580.88 GB/s, 578.29 GB/s]
+ - [703.80 GB/s, 705.57 GB/s, 694.84 GB/s, 682.59 GB/s, 694.37 GB/s, 696.56
+ GB/s, 704.50 GB/s, 704.95 GB/s, 694.52 GB/s, 707.54 GB/s]
+ update:
+ - [83.18 GB/s, 83.24 GB/s, 83.25 GB/s, 83.16 GB/s, 83.22 GB/s, 83.23 GB/s,
+ 83.22 GB/s, 83.21 GB/s, 83.20 GB/s, 83.17 GB/s]
+ - [165.65 GB/s, 165.76 GB/s, 165.99 GB/s, 166.04 GB/s, 165.49 GB/s, 165.87
+ GB/s, 165.58 GB/s, 165.96 GB/s, 165.67 GB/s, 165.66 GB/s]
+ - [247.30 GB/s, 248.14 GB/s, 247.84 GB/s, 247.90 GB/s, 247.77 GB/s, 247.60
+ GB/s, 248.21 GB/s, 247.95 GB/s, 248.05 GB/s, 247.83 GB/s]
+ - [330.49 GB/s, 330.07 GB/s, 329.91 GB/s, 329.90 GB/s, 330.58 GB/s, 329.30
+ GB/s, 329.92 GB/s, 330.03 GB/s, 330.04 GB/s, 330.12 GB/s]
+ - [413.89 GB/s, 414.04 GB/s, 413.56 GB/s, 414.06 GB/s, 414.15 GB/s, 413.94
+ GB/s, 414.04 GB/s, 414.71 GB/s, 414.32 GB/s, 413.93 GB/s]
+ - [496.97 GB/s, 496.80 GB/s, 496.17 GB/s, 495.42 GB/s, 496.17 GB/s, 496.66
+ GB/s, 495.55 GB/s, 496.27 GB/s, 495.52 GB/s, 496.80 GB/s]
+ - [564.44 GB/s, 577.86 GB/s, 574.38 GB/s, 571.96 GB/s, 564.76 GB/s, 578.67
+ GB/s, 565.89 GB/s, 572.49 GB/s, 571.80 GB/s, 572.01 GB/s]
+ - [647.68 GB/s, 656.56 GB/s, 655.56 GB/s, 644.04 GB/s, 655.30 GB/s, 648.80
+ GB/s, 654.77 GB/s, 653.58 GB/s, 656.27 GB/s, 653.79 GB/s]
+ threads: [2, 4, 6, 8, 10, 12, 14, 16]
+ threads per core: 2
+ total size: [21.12 kB, 42.24 kB, 63.36 kB, 84.48 kB, 105.60 kB, 126.72 kB,
+ 147.84 kB, 168.96 kB]
+ L2:
+ 1:
+ cores: [1, 2, 3, 4, 5, 6, 7, 8]
+ results:
+ copy: [36.74 GB/s, 73.65 GB/s, 107.11 GB/s, 141.43 GB/s, 179.70 GB/s, 215.63
+ GB/s, 247.20 GB/s, 282.42 GB/s]
+ daxpy: [44.59 GB/s, 88.24 GB/s, 132.21 GB/s, 175.78 GB/s, 219.11 GB/s, 259.95
+ GB/s, 305.84 GB/s, 346.83 GB/s]
+ load: [31.46 GB/s, 62.97 GB/s, 93.73 GB/s, 125.46 GB/s, 157.32 GB/s, 183.63
+ GB/s, 214.02 GB/s, 245.17 GB/s]
+ triad: [37.79 GB/s, 75.08 GB/s, 111.43 GB/s, 148.90 GB/s, 185.54 GB/s, 223.72
+ GB/s, 258.53 GB/s, 299.32 GB/s]
+ update: [48.46 GB/s, 96.10 GB/s, 141.97 GB/s, 189.18 GB/s, 234.73 GB/s,
+ 280.47 GB/s, 330.94 GB/s, 365.43 GB/s]
+ size per core: [168.96 kB, 168.96 kB, 168.96 kB, 168.96 kB, 168.96 kB, 168.96
+ kB, 168.96 kB, 168.96 kB]
+ size per thread: [168.96 kB, 168.96 kB, 168.96 kB, 168.96 kB, 168.96 kB, 168.96
+ kB, 168.96 kB, 168.96 kB]
+ stats:
+ copy:
+ - [36.38 GB/s, 36.59 GB/s, 36.18 GB/s, 36.57 GB/s, 36.26 GB/s, 34.61 GB/s,
+ 35.96 GB/s, 35.84 GB/s, 36.74 GB/s, 36.53 GB/s]
+ - [68.97 GB/s, 70.42 GB/s, 69.88 GB/s, 71.40 GB/s, 69.05 GB/s, 72.46 GB/s,
+ 70.32 GB/s, 73.65 GB/s, 72.14 GB/s, 69.81 GB/s]
+ - [107.08 GB/s, 103.53 GB/s, 107.11 GB/s, 103.66 GB/s, 103.88 GB/s, 106.48
+ GB/s, 97.32 GB/s, 105.92 GB/s, 104.16 GB/s, 104.84 GB/s]
+ - [138.97 GB/s, 136.86 GB/s, 140.88 GB/s, 138.96 GB/s, 140.58 GB/s, 138.51
+ GB/s, 141.43 GB/s, 139.53 GB/s, 141.20 GB/s, 139.43 GB/s]
+ - [158.20 GB/s, 171.06 GB/s, 179.70 GB/s, 171.43 GB/s, 174.27 GB/s, 175.01
+ GB/s, 165.20 GB/s, 170.89 GB/s, 173.01 GB/s, 175.17 GB/s]
+ - [209.74 GB/s, 204.59 GB/s, 215.27 GB/s, 215.63 GB/s, 210.59 GB/s, 206.94
+ GB/s, 211.03 GB/s, 201.61 GB/s, 214.45 GB/s, 208.15 GB/s]
+ - [241.38 GB/s, 246.88 GB/s, 246.90 GB/s, 247.20 GB/s, 235.27 GB/s, 227.39
+ GB/s, 239.48 GB/s, 244.45 GB/s, 246.68 GB/s, 235.87 GB/s]
+ - [271.07 GB/s, 282.42 GB/s, 282.38 GB/s, 276.20 GB/s, 269.85 GB/s, 276.96
+ GB/s, 268.64 GB/s, 269.61 GB/s, 279.68 GB/s, 280.63 GB/s]
+ daxpy:
+ - [44.54 GB/s, 44.59 GB/s, 44.50 GB/s, 44.42 GB/s, 44.41 GB/s, 44.06 GB/s,
+ 43.39 GB/s, 44.02 GB/s, 44.34 GB/s, 44.28 GB/s]
+ - [85.35 GB/s, 87.05 GB/s, 86.47 GB/s, 86.90 GB/s, 86.92 GB/s, 88.24 GB/s,
+ 87.39 GB/s, 87.60 GB/s, 87.55 GB/s, 84.19 GB/s]
+ - [129.21 GB/s, 130.47 GB/s, 123.29 GB/s, 127.92 GB/s, 132.21 GB/s, 128.37
+ GB/s, 127.09 GB/s, 128.72 GB/s, 129.34 GB/s, 128.69 GB/s]
+ - [171.53 GB/s, 169.64 GB/s, 173.92 GB/s, 173.74 GB/s, 168.53 GB/s, 171.54
+ GB/s, 173.96 GB/s, 175.78 GB/s, 171.29 GB/s, 171.33 GB/s]
+ - [219.11 GB/s, 208.86 GB/s, 211.66 GB/s, 216.47 GB/s, 212.73 GB/s, 204.90
+ GB/s, 208.87 GB/s, 215.75 GB/s, 213.61 GB/s, 214.56 GB/s]
+ - [250.69 GB/s, 241.36 GB/s, 255.22 GB/s, 250.29 GB/s, 253.80 GB/s, 256.34
+ GB/s, 254.38 GB/s, 259.95 GB/s, 245.69 GB/s, 259.12 GB/s]
+ - [296.08 GB/s, 301.77 GB/s, 297.40 GB/s, 305.84 GB/s, 288.62 GB/s, 283.76
+ GB/s, 293.61 GB/s, 291.93 GB/s, 299.74 GB/s, 289.76 GB/s]
+ - [344.46 GB/s, 334.36 GB/s, 339.31 GB/s, 330.88 GB/s, 343.26 GB/s, 327.28
+ GB/s, 344.53 GB/s, 346.83 GB/s, 344.29 GB/s, 346.28 GB/s]
+ load:
+ - [31.40 GB/s, 31.23 GB/s, 31.29 GB/s, 31.24 GB/s, 31.46 GB/s, 31.20 GB/s,
+ 31.33 GB/s, 30.01 GB/s, 30.08 GB/s, 31.40 GB/s]
+ - [61.20 GB/s, 60.74 GB/s, 61.93 GB/s, 61.22 GB/s, 61.20 GB/s, 60.03 GB/s,
+ 59.33 GB/s, 59.94 GB/s, 58.54 GB/s, 62.97 GB/s]
+ - [91.53 GB/s, 93.73 GB/s, 93.05 GB/s, 90.07 GB/s, 91.60 GB/s, 90.11 GB/s,
+ 90.21 GB/s, 90.43 GB/s, 89.15 GB/s, 93.10 GB/s]
+ - [122.80 GB/s, 116.57 GB/s, 120.68 GB/s, 122.54 GB/s, 122.75 GB/s, 121.79
+ GB/s, 125.30 GB/s, 125.46 GB/s, 122.28 GB/s, 124.51 GB/s]
+ - [151.01 GB/s, 151.10 GB/s, 148.68 GB/s, 151.17 GB/s, 147.24 GB/s, 153.65
+ GB/s, 146.48 GB/s, 150.48 GB/s, 150.74 GB/s, 157.32 GB/s]
+ - [181.52 GB/s, 173.89 GB/s, 181.58 GB/s, 174.01 GB/s, 176.40 GB/s, 179.73
+ GB/s, 174.06 GB/s, 181.26 GB/s, 180.57 GB/s, 183.63 GB/s]
+ - [214.02 GB/s, 205.69 GB/s, 207.64 GB/s, 204.18 GB/s, 208.42 GB/s, 211.39
+ GB/s, 206.58 GB/s, 204.90 GB/s, 204.75 GB/s, 208.91 GB/s]
+ - [232.16 GB/s, 233.90 GB/s, 241.32 GB/s, 237.45 GB/s, 235.41 GB/s, 241.17
+ GB/s, 237.52 GB/s, 245.17 GB/s, 241.17 GB/s, 234.08 GB/s]
+ triad:
+ - [37.62 GB/s, 37.54 GB/s, 37.79 GB/s, 37.67 GB/s, 37.76 GB/s, 37.77 GB/s,
+ 37.68 GB/s, 35.83 GB/s, 37.06 GB/s, 37.50 GB/s]
+ - [72.79 GB/s, 74.76 GB/s, 73.15 GB/s, 74.68 GB/s, 73.88 GB/s, 73.27 GB/s,
+ 75.08 GB/s, 73.48 GB/s, 71.27 GB/s, 72.05 GB/s]
+ - [106.26 GB/s, 105.22 GB/s, 109.70 GB/s, 109.07 GB/s, 110.84 GB/s, 111.43
+ GB/s, 106.32 GB/s, 109.73 GB/s, 106.22 GB/s, 107.20 GB/s]
+ - [142.10 GB/s, 148.90 GB/s, 148.11 GB/s, 144.38 GB/s, 144.77 GB/s, 145.42
+ GB/s, 147.36 GB/s, 142.94 GB/s, 145.39 GB/s, 139.42 GB/s]
+ - [182.07 GB/s, 176.75 GB/s, 181.39 GB/s, 183.31 GB/s, 181.87 GB/s, 183.71
+ GB/s, 180.48 GB/s, 178.11 GB/s, 181.36 GB/s, 185.54 GB/s]
+ - [219.85 GB/s, 217.02 GB/s, 218.86 GB/s, 217.09 GB/s, 212.24 GB/s, 212.22
+ GB/s, 219.33 GB/s, 208.81 GB/s, 215.84 GB/s, 223.72 GB/s]
+ - [258.06 GB/s, 232.27 GB/s, 247.04 GB/s, 240.55 GB/s, 236.11 GB/s, 251.88
+ GB/s, 258.53 GB/s, 247.32 GB/s, 251.53 GB/s, 245.10 GB/s]
+ - [273.67 GB/s, 292.81 GB/s, 288.67 GB/s, 289.75 GB/s, 293.98 GB/s, 283.56
+ GB/s, 295.33 GB/s, 280.11 GB/s, 299.32 GB/s, 285.18 GB/s]
+ update:
+ - [47.30 GB/s, 48.33 GB/s, 48.17 GB/s, 47.38 GB/s, 48.16 GB/s, 46.99 GB/s,
+ 48.46 GB/s, 47.51 GB/s, 46.20 GB/s, 48.26 GB/s]
+ - [92.10 GB/s, 92.30 GB/s, 95.73 GB/s, 95.53 GB/s, 86.95 GB/s, 96.10 GB/s,
+ 94.16 GB/s, 89.72 GB/s, 92.00 GB/s, 93.10 GB/s]
+ - [137.06 GB/s, 140.40 GB/s, 136.20 GB/s, 139.57 GB/s, 140.69 GB/s, 136.20
+ GB/s, 141.53 GB/s, 129.76 GB/s, 136.47 GB/s, 141.97 GB/s]
+ - [184.84 GB/s, 177.96 GB/s, 178.61 GB/s, 179.03 GB/s, 176.59 GB/s, 180.62
+ GB/s, 182.26 GB/s, 182.27 GB/s, 189.18 GB/s, 185.49 GB/s]
+ - [232.17 GB/s, 217.86 GB/s, 232.40 GB/s, 223.10 GB/s, 228.52 GB/s, 234.73
+ GB/s, 232.00 GB/s, 233.14 GB/s, 231.69 GB/s, 225.01 GB/s]
+ - [276.16 GB/s, 274.80 GB/s, 272.58 GB/s, 272.43 GB/s, 280.47 GB/s, 276.90
+ GB/s, 264.76 GB/s, 272.47 GB/s, 277.77 GB/s, 271.42 GB/s]
+ - [330.94 GB/s, 312.06 GB/s, 312.83 GB/s, 312.62 GB/s, 292.44 GB/s, 315.68
+ GB/s, 316.67 GB/s, 321.25 GB/s, 321.71 GB/s, 315.05 GB/s]
+ - [362.85 GB/s, 356.49 GB/s, 365.43 GB/s, 332.52 GB/s, 354.30 GB/s, 354.68
+ GB/s, 335.54 GB/s, 358.54 GB/s, 363.22 GB/s, 360.01 GB/s]
+ threads: [1, 2, 3, 4, 5, 6, 7, 8]
+ threads per core: 1
+ total size: [168.96 kB, 337.92 kB, 506.88 kB, 675.84 kB, 844.80 kB, 1.01 MB,
+ 1.18 MB, 1.35 MB]
+ 2:
+ cores: [1, 2, 3, 4, 5, 6, 7, 8]
+ results:
+ copy: [36.83 GB/s, 72.70 GB/s, 108.11 GB/s, 142.21 GB/s, 178.07 GB/s, 213.30
+ GB/s, 251.98 GB/s, 283.06 GB/s]
+ daxpy: [45.34 GB/s, 90.11 GB/s, 134.85 GB/s, 180.06 GB/s, 224.22 GB/s, 268.27
+ GB/s, 312.15 GB/s, 358.38 GB/s]
+ load: [33.99 GB/s, 67.65 GB/s, 100.93 GB/s, 134.81 GB/s, 165.89 GB/s, 196.09
+ GB/s, 233.31 GB/s, 262.05 GB/s]
+ triad: [38.60 GB/s, 76.58 GB/s, 114.50 GB/s, 150.54 GB/s, 189.60 GB/s, 227.05
+ GB/s, 263.75 GB/s, 301.02 GB/s]
+ update: [49.25 GB/s, 97.34 GB/s, 146.81 GB/s, 194.71 GB/s, 239.97 GB/s,
+ 287.14 GB/s, 330.84 GB/s, 384.71 GB/s]
+ size per core: [168.96 kB, 168.96 kB, 168.96 kB, 168.96 kB, 168.96 kB, 168.96
+ kB, 168.96 kB, 168.96 kB]
+ size per thread: [84.48 kB, 84.48 kB, 84.48 kB, 84.48 kB, 84.48 kB, 84.48
+ kB, 84.48 kB, 84.48 kB]
+ stats:
+ copy:
+ - [36.83 GB/s, 36.67 GB/s, 34.90 GB/s, 36.44 GB/s, 35.13 GB/s, 35.07 GB/s,
+ 35.53 GB/s, 36.15 GB/s, 35.85 GB/s, 36.23 GB/s]
+ - [71.52 GB/s, 70.16 GB/s, 70.67 GB/s, 71.20 GB/s, 72.70 GB/s, 70.14 GB/s,
+ 70.53 GB/s, 69.17 GB/s, 71.57 GB/s, 70.22 GB/s]
+ - [104.39 GB/s, 104.74 GB/s, 103.12 GB/s, 108.11 GB/s, 105.30 GB/s, 102.80
+ GB/s, 102.90 GB/s, 107.06 GB/s, 103.45 GB/s, 105.45 GB/s]
+ - [139.02 GB/s, 134.63 GB/s, 140.72 GB/s, 141.32 GB/s, 140.35 GB/s, 141.19
+ GB/s, 135.44 GB/s, 142.21 GB/s, 140.96 GB/s, 142.05 GB/s]
+ - [177.86 GB/s, 177.74 GB/s, 177.42 GB/s, 175.35 GB/s, 176.42 GB/s, 173.13
+ GB/s, 174.32 GB/s, 170.24 GB/s, 178.07 GB/s, 177.88 GB/s]
+ - [206.27 GB/s, 211.63 GB/s, 209.06 GB/s, 210.54 GB/s, 208.80 GB/s, 209.99
+ GB/s, 208.77 GB/s, 206.41 GB/s, 213.30 GB/s, 206.39 GB/s]
+ - [240.18 GB/s, 238.36 GB/s, 244.16 GB/s, 236.26 GB/s, 244.12 GB/s, 238.49
+ GB/s, 242.23 GB/s, 244.46 GB/s, 251.98 GB/s, 242.55 GB/s]
+ - [279.77 GB/s, 282.91 GB/s, 278.73 GB/s, 276.91 GB/s, 283.06 GB/s, 273.23
+ GB/s, 278.33 GB/s, 280.88 GB/s, 277.54 GB/s, 281.83 GB/s]
+ daxpy:
+ - [45.32 GB/s, 44.62 GB/s, 45.29 GB/s, 45.18 GB/s, 45.17 GB/s, 45.07 GB/s,
+ 44.69 GB/s, 45.17 GB/s, 45.11 GB/s, 45.34 GB/s]
+ - [89.94 GB/s, 89.97 GB/s, 89.37 GB/s, 89.90 GB/s, 88.37 GB/s, 89.13 GB/s,
+ 90.11 GB/s, 89.67 GB/s, 89.90 GB/s, 89.93 GB/s]
+ - [134.83 GB/s, 134.85 GB/s, 132.02 GB/s, 134.33 GB/s, 133.82 GB/s, 132.39
+ GB/s, 131.67 GB/s, 134.62 GB/s, 132.71 GB/s, 131.67 GB/s]
+ - [175.52 GB/s, 173.36 GB/s, 176.83 GB/s, 177.98 GB/s, 175.73 GB/s, 173.42
+ GB/s, 180.06 GB/s, 179.55 GB/s, 176.71 GB/s, 175.85 GB/s]
+ - [222.00 GB/s, 216.86 GB/s, 220.17 GB/s, 218.14 GB/s, 220.60 GB/s, 219.43
+ GB/s, 220.58 GB/s, 224.22 GB/s, 220.89 GB/s, 222.28 GB/s]
+ - [258.75 GB/s, 262.88 GB/s, 261.77 GB/s, 268.27 GB/s, 263.66 GB/s, 262.59
+ GB/s, 266.54 GB/s, 261.67 GB/s, 262.80 GB/s, 263.72 GB/s]
+ - [298.65 GB/s, 312.15 GB/s, 308.52 GB/s, 304.22 GB/s, 301.87 GB/s, 305.53
+ GB/s, 309.84 GB/s, 310.67 GB/s, 310.49 GB/s, 311.99 GB/s]
+ - [347.55 GB/s, 350.67 GB/s, 348.93 GB/s, 358.38 GB/s, 352.35 GB/s, 352.05
+ GB/s, 353.82 GB/s, 356.00 GB/s, 348.07 GB/s, 349.87 GB/s]
+ load:
+ - [33.99 GB/s, 32.54 GB/s, 32.94 GB/s, 33.17 GB/s, 33.83 GB/s, 31.55 GB/s,
+ 31.91 GB/s, 33.86 GB/s, 33.93 GB/s, 33.75 GB/s]
+ - [66.22 GB/s, 64.94 GB/s, 67.64 GB/s, 67.52 GB/s, 65.01 GB/s, 67.21 GB/s,
+ 66.07 GB/s, 66.43 GB/s, 67.65 GB/s, 64.84 GB/s]
+ - [98.58 GB/s, 97.97 GB/s, 98.39 GB/s, 98.50 GB/s, 98.77 GB/s, 97.84 GB/s,
+ 99.58 GB/s, 100.93 GB/s, 100.50 GB/s, 99.94 GB/s]
+ - [130.23 GB/s, 131.10 GB/s, 131.04 GB/s, 127.83 GB/s, 134.81 GB/s, 132.68
+ GB/s, 131.80 GB/s, 129.42 GB/s, 130.76 GB/s, 126.96 GB/s]
+ - [164.90 GB/s, 165.18 GB/s, 161.19 GB/s, 164.33 GB/s, 162.76 GB/s, 165.04
+ GB/s, 162.20 GB/s, 165.89 GB/s, 164.34 GB/s, 159.66 GB/s]
+ - [192.69 GB/s, 193.33 GB/s, 188.88 GB/s, 190.70 GB/s, 194.60 GB/s, 190.92
+ GB/s, 191.36 GB/s, 192.89 GB/s, 191.85 GB/s, 196.09 GB/s]
+ - [227.70 GB/s, 223.95 GB/s, 222.79 GB/s, 227.09 GB/s, 227.04 GB/s, 229.45
+ GB/s, 228.09 GB/s, 227.83 GB/s, 233.31 GB/s, 227.49 GB/s]
+ - [257.94 GB/s, 261.47 GB/s, 262.05 GB/s, 257.70 GB/s, 259.70 GB/s, 259.23
+ GB/s, 261.09 GB/s, 253.81 GB/s, 254.21 GB/s, 259.34 GB/s]
+ triad:
+ - [38.60 GB/s, 36.68 GB/s, 38.07 GB/s, 38.10 GB/s, 37.89 GB/s, 36.48 GB/s,
+ 38.33 GB/s, 38.12 GB/s, 37.43 GB/s, 37.87 GB/s]
+ - [76.58 GB/s, 74.97 GB/s, 75.74 GB/s, 76.02 GB/s, 72.66 GB/s, 74.73 GB/s,
+ 76.37 GB/s, 76.18 GB/s, 74.59 GB/s, 75.75 GB/s]
+ - [111.71 GB/s, 114.50 GB/s, 108.96 GB/s, 111.49 GB/s, 111.56 GB/s, 111.66
+ GB/s, 113.43 GB/s, 114.37 GB/s, 111.67 GB/s, 108.14 GB/s]
+ - [146.29 GB/s, 147.84 GB/s, 149.09 GB/s, 149.93 GB/s, 150.54 GB/s, 145.50
+ GB/s, 145.16 GB/s, 149.47 GB/s, 146.30 GB/s, 149.32 GB/s]
+ - [186.73 GB/s, 186.46 GB/s, 180.47 GB/s, 187.32 GB/s, 184.34 GB/s, 187.34
+ GB/s, 186.55 GB/s, 183.81 GB/s, 189.60 GB/s, 188.70 GB/s]
+ - [224.81 GB/s, 219.69 GB/s, 227.05 GB/s, 224.25 GB/s, 223.36 GB/s, 225.86
+ GB/s, 216.09 GB/s, 221.98 GB/s, 218.47 GB/s, 226.37 GB/s]
+ - [263.29 GB/s, 259.28 GB/s, 258.81 GB/s, 258.77 GB/s, 256.56 GB/s, 256.49
+ GB/s, 256.39 GB/s, 263.75 GB/s, 262.00 GB/s, 261.48 GB/s]
+ - [299.28 GB/s, 292.80 GB/s, 293.63 GB/s, 297.93 GB/s, 293.02 GB/s, 295.95
+ GB/s, 287.92 GB/s, 301.02 GB/s, 300.76 GB/s, 297.01 GB/s]
+ update:
+ - [49.07 GB/s, 47.17 GB/s, 47.56 GB/s, 49.25 GB/s, 46.44 GB/s, 49.04 GB/s,
+ 48.91 GB/s, 49.20 GB/s, 48.30 GB/s, 48.85 GB/s]
+ - [96.45 GB/s, 97.11 GB/s, 94.03 GB/s, 92.56 GB/s, 95.39 GB/s, 97.34 GB/s,
+ 96.06 GB/s, 92.25 GB/s, 95.53 GB/s, 97.08 GB/s]
+ - [137.54 GB/s, 135.13 GB/s, 145.80 GB/s, 141.29 GB/s, 138.99 GB/s, 143.44
+ GB/s, 146.81 GB/s, 142.94 GB/s, 133.84 GB/s, 146.33 GB/s]
+ - [190.64 GB/s, 185.02 GB/s, 194.24 GB/s, 187.48 GB/s, 194.52 GB/s, 188.51
+ GB/s, 189.17 GB/s, 194.71 GB/s, 194.37 GB/s, 190.83 GB/s]
+ - [239.97 GB/s, 219.74 GB/s, 233.72 GB/s, 234.38 GB/s, 235.78 GB/s, 235.11
+ GB/s, 235.62 GB/s, 226.09 GB/s, 235.93 GB/s, 230.51 GB/s]
+ - [280.16 GB/s, 275.22 GB/s, 260.15 GB/s, 286.01 GB/s, 280.61 GB/s, 287.14
+ GB/s, 283.75 GB/s, 275.23 GB/s, 283.71 GB/s, 285.38 GB/s]
+ - [311.15 GB/s, 318.00 GB/s, 325.21 GB/s, 328.34 GB/s, 318.09 GB/s, 328.66
+ GB/s, 329.69 GB/s, 316.97 GB/s, 328.51 GB/s, 330.84 GB/s]
+ - [374.41 GB/s, 369.73 GB/s, 358.15 GB/s, 375.54 GB/s, 384.71 GB/s, 357.66
+ GB/s, 369.71 GB/s, 375.35 GB/s, 370.25 GB/s, 364.01 GB/s]
+ threads: [2, 4, 6, 8, 10, 12, 14, 16]
+ threads per core: 2
+ total size: [168.96 kB, 337.92 kB, 506.88 kB, 675.84 kB, 844.80 kB, 1.01 MB,
+ 1.18 MB, 1.35 MB]
+ L3:
+ 1:
+ cores: [1, 2, 3, 4, 5, 6, 7, 8]
+ results:
+ copy: [21.93 GB/s, 43.10 GB/s, 65.38 GB/s, 85.69 GB/s, 105.64 GB/s, 127.34
+ GB/s, 148.22 GB/s, 171.52 GB/s]
+ daxpy: [30.98 GB/s, 62.27 GB/s, 93.13 GB/s, 123.27 GB/s, 153.64 GB/s, 185.97
+ GB/s, 216.67 GB/s, 247.41 GB/s]
+ load: [23.47 GB/s, 46.84 GB/s, 69.74 GB/s, 92.76 GB/s, 115.37 GB/s, 139.23
+ GB/s, 163.12 GB/s, 186.65 GB/s]
+ triad: [24.72 GB/s, 49.11 GB/s, 72.42 GB/s, 95.36 GB/s, 119.46 GB/s, 144.60
+ GB/s, 168.66 GB/s, 189.45 GB/s]
+ update: [31.39 GB/s, 62.11 GB/s, 91.95 GB/s, 122.24 GB/s, 151.40 GB/s, 182.28
+ GB/s, 216.07 GB/s, 239.92 GB/s]
+ size per core: [13.20 MB, 6.60 MB, 4.40 MB, 3.30 MB, 2.64 MB, 2.20 MB, 1.89
+ MB, 1.65 MB]
+ size per thread: [13.20 MB, 6.60 MB, 4.40 MB, 3.30 MB, 2.64 MB, 2.20 MB, 1.89
+ MB, 1.65 MB]
+ stats:
+ copy:
+ - [21.64 GB/s, 20.85 GB/s, 20.56 GB/s, 21.69 GB/s, 21.06 GB/s, 21.46 GB/s,
+ 21.93 GB/s, 21.73 GB/s, 21.83 GB/s, 21.69 GB/s]
+ - [42.86 GB/s, 42.70 GB/s, 42.72 GB/s, 38.47 GB/s, 42.82 GB/s, 43.10 GB/s,
+ 42.66 GB/s, 42.44 GB/s, 42.61 GB/s, 42.48 GB/s]
+ - [64.95 GB/s, 64.34 GB/s, 63.93 GB/s, 65.38 GB/s, 64.36 GB/s, 63.60 GB/s,
+ 62.65 GB/s, 63.66 GB/s, 63.51 GB/s, 63.75 GB/s]
+ - [84.07 GB/s, 83.97 GB/s, 83.34 GB/s, 83.91 GB/s, 81.16 GB/s, 85.69 GB/s,
+ 85.40 GB/s, 85.37 GB/s, 85.42 GB/s, 84.48 GB/s]
+ - [102.83 GB/s, 104.24 GB/s, 105.42 GB/s, 103.68 GB/s, 105.22 GB/s, 105.64
+ GB/s, 103.15 GB/s, 102.02 GB/s, 100.60 GB/s, 105.09 GB/s]
+ - [125.46 GB/s, 122.23 GB/s, 123.56 GB/s, 124.59 GB/s, 127.03 GB/s, 125.39
+ GB/s, 124.50 GB/s, 127.02 GB/s, 126.95 GB/s, 127.34 GB/s]
+ - [147.99 GB/s, 146.65 GB/s, 139.23 GB/s, 147.69 GB/s, 146.42 GB/s, 145.65
+ GB/s, 148.22 GB/s, 143.77 GB/s, 147.96 GB/s, 147.70 GB/s]
+ - [168.36 GB/s, 168.24 GB/s, 164.99 GB/s, 165.32 GB/s, 167.08 GB/s, 165.98
+ GB/s, 165.39 GB/s, 165.84 GB/s, 166.15 GB/s, 171.52 GB/s]
+ daxpy:
+ - [30.92 GB/s, 30.74 GB/s, 30.87 GB/s, 30.98 GB/s, 30.45 GB/s, 29.62 GB/s,
+ 29.54 GB/s, 30.04 GB/s, 30.94 GB/s, 30.93 GB/s]
+ - [61.96 GB/s, 61.38 GB/s, 61.27 GB/s, 62.27 GB/s, 61.36 GB/s, 61.27 GB/s,
+ 62.06 GB/s, 60.01 GB/s, 61.49 GB/s, 62.16 GB/s]
+ - [92.26 GB/s, 93.06 GB/s, 88.45 GB/s, 92.18 GB/s, 93.13 GB/s, 92.11 GB/s,
+ 92.28 GB/s, 92.28 GB/s, 93.03 GB/s, 92.78 GB/s]
+ - [123.22 GB/s, 123.06 GB/s, 123.27 GB/s, 119.42 GB/s, 122.94 GB/s, 122.54
+ GB/s, 123.24 GB/s, 115.90 GB/s, 121.65 GB/s, 122.47 GB/s]
+ - [151.70 GB/s, 145.65 GB/s, 149.53 GB/s, 152.52 GB/s, 153.64 GB/s, 152.93
+ GB/s, 152.81 GB/s, 153.01 GB/s, 153.04 GB/s, 152.06 GB/s]
+ - [184.04 GB/s, 171.51 GB/s, 184.83 GB/s, 184.09 GB/s, 185.97 GB/s, 183.75
+ GB/s, 184.66 GB/s, 182.54 GB/s, 184.39 GB/s, 184.40 GB/s]
+ - [198.70 GB/s, 216.51 GB/s, 216.17 GB/s, 203.10 GB/s, 211.40 GB/s, 215.04
+ GB/s, 215.48 GB/s, 216.03 GB/s, 216.24 GB/s, 216.67 GB/s]
+ - [246.02 GB/s, 247.35 GB/s, 245.00 GB/s, 244.65 GB/s, 229.12 GB/s, 243.37
+ GB/s, 247.22 GB/s, 247.41 GB/s, 246.03 GB/s, 244.83 GB/s]
+ load:
+ - [23.08 GB/s, 23.38 GB/s, 22.88 GB/s, 23.43 GB/s, 23.05 GB/s, 23.23 GB/s,
+ 22.97 GB/s, 22.39 GB/s, 23.47 GB/s, 23.33 GB/s]
+ - [46.39 GB/s, 46.40 GB/s, 46.45 GB/s, 46.36 GB/s, 46.69 GB/s, 46.62 GB/s,
+ 46.84 GB/s, 45.98 GB/s, 46.73 GB/s, 46.80 GB/s]
+ - [69.18 GB/s, 68.61 GB/s, 69.74 GB/s, 69.34 GB/s, 68.39 GB/s, 69.73 GB/s,
+ 67.76 GB/s, 69.65 GB/s, 69.70 GB/s, 69.16 GB/s]
+ - [92.29 GB/s, 91.67 GB/s, 92.76 GB/s, 90.78 GB/s, 92.76 GB/s, 90.76 GB/s,
+ 91.58 GB/s, 91.60 GB/s, 91.03 GB/s, 92.72 GB/s]
+ - [114.04 GB/s, 113.82 GB/s, 112.26 GB/s, 112.65 GB/s, 114.09 GB/s, 113.81
+ GB/s, 113.72 GB/s, 114.70 GB/s, 115.37 GB/s, 112.57 GB/s]
+ - [136.42 GB/s, 135.83 GB/s, 134.93 GB/s, 135.43 GB/s, 135.94 GB/s, 139.23
+ GB/s, 137.52 GB/s, 137.59 GB/s, 135.97 GB/s, 136.96 GB/s]
+ - [157.88 GB/s, 163.12 GB/s, 159.53 GB/s, 160.16 GB/s, 162.18 GB/s, 159.58
+ GB/s, 161.55 GB/s, 159.81 GB/s, 162.97 GB/s, 163.10 GB/s]
+ - [183.41 GB/s, 181.86 GB/s, 183.55 GB/s, 183.38 GB/s, 181.66 GB/s, 186.65
+ GB/s, 179.62 GB/s, 174.70 GB/s, 180.10 GB/s, 181.49 GB/s]
+ triad:
+ - [24.72 GB/s, 23.66 GB/s, 23.58 GB/s, 23.75 GB/s, 23.62 GB/s, 24.37 GB/s,
+ 24.44 GB/s, 23.57 GB/s, 23.30 GB/s, 23.57 GB/s]
+ - [49.11 GB/s, 46.87 GB/s, 47.13 GB/s, 46.83 GB/s, 46.58 GB/s, 46.73 GB/s,
+ 46.32 GB/s, 47.22 GB/s, 46.79 GB/s, 48.73 GB/s]
+ - [72.29 GB/s, 69.87 GB/s, 70.57 GB/s, 68.89 GB/s, 68.56 GB/s, 69.02 GB/s,
+ 72.42 GB/s, 69.37 GB/s, 72.34 GB/s, 69.44 GB/s]
+ - [94.95 GB/s, 94.67 GB/s, 91.05 GB/s, 90.46 GB/s, 95.36 GB/s, 91.63 GB/s,
+ 94.06 GB/s, 95.30 GB/s, 93.99 GB/s, 94.71 GB/s]
+ - [119.32 GB/s, 117.99 GB/s, 119.46 GB/s, 117.28 GB/s, 118.97 GB/s, 115.67
+ GB/s, 116.64 GB/s, 117.99 GB/s, 119.02 GB/s, 117.75 GB/s]
+ - [138.63 GB/s, 144.53 GB/s, 144.60 GB/s, 135.72 GB/s, 141.86 GB/s, 139.64
+ GB/s, 142.95 GB/s, 140.89 GB/s, 142.10 GB/s, 143.97 GB/s]
+ - [168.66 GB/s, 166.77 GB/s, 157.10 GB/s, 164.75 GB/s, 164.00 GB/s, 164.38
+ GB/s, 163.94 GB/s, 158.58 GB/s, 165.60 GB/s, 164.39 GB/s]
+ - [184.53 GB/s, 187.00 GB/s, 186.87 GB/s, 179.43 GB/s, 185.70 GB/s, 187.49
+ GB/s, 189.45 GB/s, 186.82 GB/s, 188.50 GB/s, 185.96 GB/s]
+ update:
+ - [30.60 GB/s, 31.20 GB/s, 30.65 GB/s, 31.39 GB/s, 30.89 GB/s, 30.75 GB/s,
+ 30.58 GB/s, 30.99 GB/s, 30.69 GB/s, 31.34 GB/s]
+ - [60.99 GB/s, 62.11 GB/s, 61.42 GB/s, 61.55 GB/s, 61.79 GB/s, 61.24 GB/s,
+ 61.37 GB/s, 61.74 GB/s, 61.45 GB/s, 61.58 GB/s]
+ - [91.11 GB/s, 91.21 GB/s, 91.95 GB/s, 91.19 GB/s, 91.14 GB/s, 91.36 GB/s,
+ 91.30 GB/s, 91.70 GB/s, 90.84 GB/s, 91.09 GB/s]
+ - [120.90 GB/s, 120.49 GB/s, 121.35 GB/s, 122.24 GB/s, 120.37 GB/s, 119.83
+ GB/s, 119.32 GB/s, 119.48 GB/s, 119.11 GB/s, 119.76 GB/s]
+ - [146.72 GB/s, 147.18 GB/s, 147.81 GB/s, 151.40 GB/s, 147.81 GB/s, 146.84
+ GB/s, 147.51 GB/s, 148.15 GB/s, 146.89 GB/s, 148.41 GB/s]
+ - [179.93 GB/s, 179.68 GB/s, 182.28 GB/s, 179.65 GB/s, 179.06 GB/s, 182.25
+ GB/s, 182.03 GB/s, 179.10 GB/s, 178.82 GB/s, 177.84 GB/s]
+ - [208.84 GB/s, 210.17 GB/s, 210.20 GB/s, 210.81 GB/s, 209.88 GB/s, 211.16
+ GB/s, 216.07 GB/s, 211.77 GB/s, 208.89 GB/s, 210.47 GB/s]
+ - [236.56 GB/s, 239.05 GB/s, 237.81 GB/s, 237.20 GB/s, 238.68 GB/s, 237.69
+ GB/s, 239.05 GB/s, 239.38 GB/s, 239.92 GB/s, 238.63 GB/s]
+ threads: [1, 2, 3, 4, 5, 6, 7, 8]
+ threads per core: 1
+ total size: [13.20 MB, 13.20 MB, 13.20 MB, 13.20 MB, 13.20 MB, 13.20 MB, 13.20
+ MB, 13.20 MB]
+ 2:
+ cores: [1, 2, 3, 4, 5, 6, 7, 8]
+ results:
+ copy: [23.35 GB/s, 45.63 GB/s, 68.10 GB/s, 89.46 GB/s, 111.10 GB/s, 134.20
+ GB/s, 154.44 GB/s, 174.89 GB/s]
+ daxpy: [32.32 GB/s, 64.16 GB/s, 96.12 GB/s, 126.75 GB/s, 156.91 GB/s, 188.57
+ GB/s, 221.57 GB/s, 251.65 GB/s]
+ load: [25.14 GB/s, 50.38 GB/s, 75.49 GB/s, 101.06 GB/s, 126.04 GB/s, 151.12
+ GB/s, 172.57 GB/s, 196.91 GB/s]
+ triad: [25.15 GB/s, 50.37 GB/s, 75.31 GB/s, 99.12 GB/s, 123.25 GB/s, 150.29
+ GB/s, 171.60 GB/s, 197.81 GB/s]
+ update: [32.98 GB/s, 65.60 GB/s, 97.60 GB/s, 130.34 GB/s, 162.76 GB/s, 194.12
+ GB/s, 229.02 GB/s, 260.35 GB/s]
+ size per core: [13.20 MB, 6.60 MB, 4.40 MB, 3.30 MB, 2.64 MB, 2.20 MB, 1.89
+ MB, 1.65 MB]
+ size per thread: [6.60 MB, 3.30 MB, 2.20 MB, 1.65 MB, 1.32 MB, 1.10 MB, 0.94
+ MB, 825.00 kB]
+ stats:
+ copy:
+ - [22.79 GB/s, 22.55 GB/s, 22.86 GB/s, 22.74 GB/s, 23.09 GB/s, 22.51 GB/s,
+ 23.35 GB/s, 23.32 GB/s, 23.02 GB/s, 22.75 GB/s]
+ - [45.32 GB/s, 45.15 GB/s, 45.63 GB/s, 44.84 GB/s, 44.54 GB/s, 44.33 GB/s,
+ 44.68 GB/s, 44.98 GB/s, 44.64 GB/s, 44.75 GB/s]
+ - [68.10 GB/s, 67.88 GB/s, 67.98 GB/s, 67.32 GB/s, 67.02 GB/s, 67.14 GB/s,
+ 67.71 GB/s, 67.19 GB/s, 63.08 GB/s, 68.04 GB/s]
+ - [89.46 GB/s, 88.53 GB/s, 88.51 GB/s, 89.13 GB/s, 89.32 GB/s, 84.53 GB/s,
+ 87.51 GB/s, 88.95 GB/s, 88.91 GB/s, 87.62 GB/s]
+ - [108.72 GB/s, 110.42 GB/s, 106.02 GB/s, 111.08 GB/s, 110.70 GB/s, 111.10
+ GB/s, 110.24 GB/s, 109.68 GB/s, 109.55 GB/s, 108.86 GB/s]
+ - [133.21 GB/s, 127.37 GB/s, 132.83 GB/s, 132.67 GB/s, 133.02 GB/s, 132.65
+ GB/s, 134.20 GB/s, 132.96 GB/s, 118.86 GB/s, 131.20 GB/s]
+ - [152.95 GB/s, 153.90 GB/s, 153.80 GB/s, 153.22 GB/s, 153.32 GB/s, 142.75
+ GB/s, 152.99 GB/s, 154.44 GB/s, 154.43 GB/s, 152.24 GB/s]
+ - [174.89 GB/s, 171.49 GB/s, 157.46 GB/s, 172.90 GB/s, 173.42 GB/s, 171.07
+ GB/s, 171.82 GB/s, 170.68 GB/s, 172.19 GB/s, 161.38 GB/s]
+ daxpy:
+ - [31.88 GB/s, 32.27 GB/s, 31.11 GB/s, 32.20 GB/s, 32.17 GB/s, 32.32 GB/s,
+ 32.20 GB/s, 32.32 GB/s, 30.76 GB/s, 32.03 GB/s]
+ - [64.16 GB/s, 63.70 GB/s, 64.04 GB/s, 63.55 GB/s, 60.64 GB/s, 64.05 GB/s,
+ 63.56 GB/s, 63.36 GB/s, 63.94 GB/s, 63.86 GB/s]
+ - [96.12 GB/s, 95.66 GB/s, 95.93 GB/s, 95.93 GB/s, 96.10 GB/s, 95.94 GB/s,
+ 95.78 GB/s, 95.79 GB/s, 95.17 GB/s, 89.44 GB/s]
+ - [126.04 GB/s, 126.43 GB/s, 126.09 GB/s, 124.90 GB/s, 125.07 GB/s, 125.74
+ GB/s, 118.86 GB/s, 125.80 GB/s, 125.10 GB/s, 126.75 GB/s]
+ - [155.92 GB/s, 155.99 GB/s, 156.32 GB/s, 151.54 GB/s, 156.49 GB/s, 156.91
+ GB/s, 154.92 GB/s, 155.92 GB/s, 156.20 GB/s, 154.49 GB/s]
+ - [185.57 GB/s, 180.38 GB/s, 187.51 GB/s, 187.10 GB/s, 186.44 GB/s, 187.13
+ GB/s, 187.31 GB/s, 188.10 GB/s, 187.91 GB/s, 188.57 GB/s]
+ - [207.55 GB/s, 219.63 GB/s, 219.38 GB/s, 219.81 GB/s, 220.29 GB/s, 219.72
+ GB/s, 221.05 GB/s, 216.76 GB/s, 221.57 GB/s, 220.75 GB/s]
+ - [250.81 GB/s, 250.78 GB/s, 251.19 GB/s, 251.28 GB/s, 249.10 GB/s, 250.42
+ GB/s, 251.65 GB/s, 244.31 GB/s, 250.40 GB/s, 250.19 GB/s]
+ load:
+ - [24.84 GB/s, 24.86 GB/s, 25.09 GB/s, 25.04 GB/s, 24.74 GB/s, 24.87 GB/s,
+ 25.01 GB/s, 25.08 GB/s, 25.14 GB/s, 25.00 GB/s]
+ - [50.03 GB/s, 49.40 GB/s, 50.28 GB/s, 50.08 GB/s, 50.37 GB/s, 49.75 GB/s,
+ 50.01 GB/s, 50.38 GB/s, 49.89 GB/s, 50.24 GB/s]
+ - [74.37 GB/s, 74.65 GB/s, 74.40 GB/s, 73.45 GB/s, 73.31 GB/s, 73.00 GB/s,
+ 75.49 GB/s, 73.94 GB/s, 74.42 GB/s, 74.80 GB/s]
+ - [99.51 GB/s, 99.43 GB/s, 98.90 GB/s, 99.83 GB/s, 98.74 GB/s, 100.75 GB/s,
+ 99.33 GB/s, 99.81 GB/s, 100.00 GB/s, 101.06 GB/s]
+ - [126.04 GB/s, 126.03 GB/s, 124.70 GB/s, 124.86 GB/s, 125.31 GB/s, 124.78
+ GB/s, 125.99 GB/s, 123.52 GB/s, 124.45 GB/s, 123.01 GB/s]
+ - [146.95 GB/s, 150.27 GB/s, 151.12 GB/s, 150.93 GB/s, 150.68 GB/s, 149.75
+ GB/s, 150.67 GB/s, 146.01 GB/s, 148.34 GB/s, 149.15 GB/s]
+ - [169.40 GB/s, 172.12 GB/s, 172.40 GB/s, 171.99 GB/s, 172.57 GB/s, 171.95
+ GB/s, 167.06 GB/s, 169.66 GB/s, 168.34 GB/s, 169.45 GB/s]
+ - [192.68 GB/s, 191.98 GB/s, 192.82 GB/s, 191.84 GB/s, 191.97 GB/s, 196.91
+ GB/s, 193.36 GB/s, 190.12 GB/s, 192.04 GB/s, 193.93 GB/s]
+ triad:
+ - [24.78 GB/s, 25.03 GB/s, 25.07 GB/s, 24.81 GB/s, 24.65 GB/s, 24.80 GB/s,
+ 24.71 GB/s, 25.15 GB/s, 24.70 GB/s, 24.25 GB/s]
+ - [49.63 GB/s, 48.68 GB/s, 49.73 GB/s, 49.97 GB/s, 50.37 GB/s, 49.89 GB/s,
+ 49.59 GB/s, 49.00 GB/s, 49.96 GB/s, 49.61 GB/s]
+ - [74.88 GB/s, 74.99 GB/s, 75.31 GB/s, 73.20 GB/s, 74.50 GB/s, 72.88 GB/s,
+ 73.43 GB/s, 73.74 GB/s, 74.59 GB/s, 74.60 GB/s]
+ - [95.80 GB/s, 97.67 GB/s, 98.93 GB/s, 97.79 GB/s, 98.74 GB/s, 97.74 GB/s,
+ 98.87 GB/s, 99.12 GB/s, 97.90 GB/s, 97.96 GB/s]
+ - [121.15 GB/s, 120.28 GB/s, 120.66 GB/s, 121.19 GB/s, 121.09 GB/s, 121.68
+ GB/s, 121.30 GB/s, 123.22 GB/s, 122.51 GB/s, 123.25 GB/s]
+ - [146.72 GB/s, 146.38 GB/s, 146.25 GB/s, 146.49 GB/s, 146.29 GB/s, 144.30
+ GB/s, 142.89 GB/s, 150.29 GB/s, 146.37 GB/s, 146.30 GB/s]
+ - [166.36 GB/s, 168.18 GB/s, 168.79 GB/s, 170.27 GB/s, 169.26 GB/s, 170.98
+ GB/s, 170.77 GB/s, 171.43 GB/s, 169.53 GB/s, 171.60 GB/s]
+ - [190.83 GB/s, 197.81 GB/s, 196.29 GB/s, 197.12 GB/s, 196.21 GB/s, 188.40
+ GB/s, 191.07 GB/s, 195.14 GB/s, 192.48 GB/s, 194.23 GB/s]
+ update:
+ - [32.74 GB/s, 32.98 GB/s, 32.73 GB/s, 32.57 GB/s, 32.63 GB/s, 32.41 GB/s,
+ 32.61 GB/s, 32.24 GB/s, 32.52 GB/s, 32.49 GB/s]
+ - [65.22 GB/s, 65.07 GB/s, 64.65 GB/s, 65.26 GB/s, 63.70 GB/s, 64.19 GB/s,
+ 64.35 GB/s, 64.83 GB/s, 65.60 GB/s, 63.99 GB/s]
+ - [97.60 GB/s, 96.65 GB/s, 97.50 GB/s, 96.07 GB/s, 97.12 GB/s, 96.41 GB/s,
+ 96.85 GB/s, 96.80 GB/s, 97.10 GB/s, 97.10 GB/s]
+ - [129.18 GB/s, 127.79 GB/s, 129.50 GB/s, 129.46 GB/s, 128.85 GB/s, 128.69
+ GB/s, 129.02 GB/s, 130.34 GB/s, 129.92 GB/s, 129.11 GB/s]
+ - [160.00 GB/s, 161.81 GB/s, 160.37 GB/s, 159.56 GB/s, 160.38 GB/s, 161.91
+ GB/s, 160.54 GB/s, 161.43 GB/s, 160.59 GB/s, 162.76 GB/s]
+ - [192.24 GB/s, 193.69 GB/s, 191.11 GB/s, 190.65 GB/s, 193.10 GB/s, 191.30
+ GB/s, 192.50 GB/s, 193.37 GB/s, 191.98 GB/s, 194.12 GB/s]
+ - [221.45 GB/s, 229.02 GB/s, 226.33 GB/s, 224.81 GB/s, 225.62 GB/s, 224.79
+ GB/s, 226.03 GB/s, 227.09 GB/s, 226.46 GB/s, 225.88 GB/s]
+ - [255.45 GB/s, 256.52 GB/s, 254.06 GB/s, 257.76 GB/s, 256.85 GB/s, 256.27
+ GB/s, 260.35 GB/s, 259.96 GB/s, 258.40 GB/s, 255.79 GB/s]
+ threads: [2, 4, 6, 8, 10, 12, 14, 16]
+ threads per core: 2
+ total size: [13.20 MB, 13.20 MB, 13.20 MB, 13.20 MB, 13.20 MB, 13.20 MB, 13.20
+ MB, 13.20 MB]
+ MEM:
+ 1:
+ cores: [1, 2, 3, 4, 5, 6, 7, 8]
+ results:
+ copy: [11.12 GB/s, 20.53 GB/s, 24.86 GB/s, 26.20 GB/s, 26.47 GB/s, 26.35
+ GB/s, 26.24 GB/s, 26.17 GB/s]
+ daxpy: [16.10 GB/s, 30.00 GB/s, 36.88 GB/s, 38.86 GB/s, 39.36 GB/s, 39.19
+ GB/s, 39.02 GB/s, 38.88 GB/s]
+ load: [12.30 GB/s, 23.50 GB/s, 33.04 GB/s, 40.59 GB/s, 44.03 GB/s, 44.56
+ GB/s, 44.26 GB/s, 43.77 GB/s]
+ triad: [12.41 GB/s, 24.13 GB/s, 29.24 GB/s, 30.73 GB/s, 30.68 GB/s, 30.58
+ GB/s, 30.54 GB/s, 30.63 GB/s]
+ update: [17.40 GB/s, 31.16 GB/s, 36.80 GB/s, 39.06 GB/s, 39.80 GB/s, 39.77
+ GB/s, 39.50 GB/s, 39.24 GB/s]
+ size per core: [300.00 MB, 150.00 MB, 100.00 MB, 75.00 MB, 60.00 MB, 50.00
+ MB, 42.86 MB, 37.50 MB]
+ size per thread: [300.00 MB, 150.00 MB, 100.00 MB, 75.00 MB, 60.00 MB, 50.00
+ MB, 42.86 MB, 37.50 MB]
+ stats:
+ copy:
+ - [10.83 GB/s, 10.83 GB/s, 10.81 GB/s, 10.82 GB/s, 10.82 GB/s, 10.82 GB/s,
+ 10.83 GB/s, 10.81 GB/s, 10.82 GB/s, 11.12 GB/s]
+ - [20.34 GB/s, 20.38 GB/s, 20.37 GB/s, 20.34 GB/s, 20.41 GB/s, 20.39 GB/s,
+ 20.39 GB/s, 20.39 GB/s, 20.53 GB/s, 20.35 GB/s]
+ - [24.70 GB/s, 24.76 GB/s, 24.80 GB/s, 24.86 GB/s, 24.75 GB/s, 24.80 GB/s,
+ 24.77 GB/s, 24.82 GB/s, 24.81 GB/s, 24.73 GB/s]
+ - [26.10 GB/s, 26.16 GB/s, 26.14 GB/s, 26.16 GB/s, 26.10 GB/s, 26.15 GB/s,
+ 26.10 GB/s, 26.15 GB/s, 26.11 GB/s, 26.20 GB/s]
+ - [26.45 GB/s, 26.44 GB/s, 26.41 GB/s, 26.43 GB/s, 26.45 GB/s, 26.44 GB/s,
+ 26.46 GB/s, 26.47 GB/s, 26.45 GB/s, 26.44 GB/s]
+ - [26.34 GB/s, 26.30 GB/s, 26.31 GB/s, 26.33 GB/s, 26.26 GB/s, 26.35 GB/s,
+ 26.30 GB/s, 26.30 GB/s, 26.30 GB/s, 26.34 GB/s]
+ - [26.20 GB/s, 26.24 GB/s, 26.21 GB/s, 26.22 GB/s, 26.22 GB/s, 26.20 GB/s,
+ 26.20 GB/s, 26.23 GB/s, 26.22 GB/s, 26.23 GB/s]
+ - [26.15 GB/s, 26.17 GB/s, 26.12 GB/s, 26.15 GB/s, 26.15 GB/s, 26.15 GB/s,
+ 26.12 GB/s, 26.14 GB/s, 26.14 GB/s, 26.17 GB/s]
+ daxpy:
+ - [15.77 GB/s, 15.77 GB/s, 16.04 GB/s, 15.68 GB/s, 15.72 GB/s, 15.76 GB/s,
+ 15.91 GB/s, 15.77 GB/s, 16.10 GB/s, 16.04 GB/s]
+ - [29.88 GB/s, 29.80 GB/s, 30.00 GB/s, 29.87 GB/s, 29.87 GB/s, 30.00 GB/s,
+ 29.79 GB/s, 29.80 GB/s, 29.80 GB/s, 29.82 GB/s]
+ - [36.63 GB/s, 36.73 GB/s, 36.64 GB/s, 36.64 GB/s, 36.81 GB/s, 36.88 GB/s,
+ 36.62 GB/s, 36.65 GB/s, 36.74 GB/s, 36.71 GB/s]
+ - [38.82 GB/s, 38.83 GB/s, 38.86 GB/s, 38.81 GB/s, 38.81 GB/s, 38.82 GB/s,
+ 38.85 GB/s, 38.80 GB/s, 38.84 GB/s, 38.73 GB/s]
+ - [39.32 GB/s, 39.30 GB/s, 39.34 GB/s, 39.36 GB/s, 39.28 GB/s, 39.33 GB/s,
+ 39.31 GB/s, 39.25 GB/s, 39.32 GB/s, 39.33 GB/s]
+ - [39.10 GB/s, 39.12 GB/s, 39.14 GB/s, 39.16 GB/s, 39.17 GB/s, 39.17 GB/s,
+ 39.13 GB/s, 39.15 GB/s, 39.14 GB/s, 39.19 GB/s]
+ - [39.01 GB/s, 39.01 GB/s, 39.02 GB/s, 39.02 GB/s, 39.00 GB/s, 39.00 GB/s,
+ 38.97 GB/s, 39.02 GB/s, 38.98 GB/s, 39.01 GB/s]
+ - [38.76 GB/s, 38.86 GB/s, 38.83 GB/s, 38.82 GB/s, 38.87 GB/s, 38.88 GB/s,
+ 38.81 GB/s, 38.83 GB/s, 38.88 GB/s, 38.88 GB/s]
+ load:
+ - [11.97 GB/s, 11.96 GB/s, 11.98 GB/s, 11.97 GB/s, 11.96 GB/s, 12.05 GB/s,
+ 12.30 GB/s, 12.18 GB/s, 11.97 GB/s, 11.96 GB/s]
+ - [22.85 GB/s, 22.85 GB/s, 22.87 GB/s, 22.94 GB/s, 23.50 GB/s, 22.86 GB/s,
+ 22.86 GB/s, 23.25 GB/s, 22.85 GB/s, 22.86 GB/s]
+ - [33.04 GB/s, 32.43 GB/s, 32.51 GB/s, 32.52 GB/s, 32.52 GB/s, 32.81 GB/s,
+ 32.77 GB/s, 32.54 GB/s, 32.53 GB/s, 32.53 GB/s]
+ - [39.95 GB/s, 39.94 GB/s, 39.93 GB/s, 40.15 GB/s, 40.59 GB/s, 40.36 GB/s,
+ 40.28 GB/s, 39.93 GB/s, 39.94 GB/s, 39.98 GB/s]
+ - [43.98 GB/s, 43.86 GB/s, 43.90 GB/s, 43.80 GB/s, 43.83 GB/s, 43.86 GB/s,
+ 44.03 GB/s, 43.94 GB/s, 43.83 GB/s, 43.92 GB/s]
+ - [44.46 GB/s, 44.34 GB/s, 44.56 GB/s, 44.51 GB/s, 44.32 GB/s, 44.32 GB/s,
+ 44.51 GB/s, 44.48 GB/s, 44.32 GB/s, 44.34 GB/s]
+ - [44.03 GB/s, 44.26 GB/s, 44.08 GB/s, 44.18 GB/s, 44.10 GB/s, 43.99 GB/s,
+ 44.07 GB/s, 44.06 GB/s, 43.94 GB/s, 43.97 GB/s]
+ - [43.48 GB/s, 43.77 GB/s, 43.51 GB/s, 43.49 GB/s, 43.47 GB/s, 43.73 GB/s,
+ 43.55 GB/s, 43.68 GB/s, 43.49 GB/s, 43.50 GB/s]
+ triad:
+ - [12.11 GB/s, 12.02 GB/s, 12.03 GB/s, 12.10 GB/s, 12.03 GB/s, 12.04 GB/s,
+ 12.05 GB/s, 12.17 GB/s, 12.02 GB/s, 12.41 GB/s]
+ - [23.43 GB/s, 23.25 GB/s, 23.25 GB/s, 23.36 GB/s, 23.28 GB/s, 23.24 GB/s,
+ 23.61 GB/s, 23.29 GB/s, 23.31 GB/s, 24.13 GB/s]
+ - [28.92 GB/s, 29.10 GB/s, 29.17 GB/s, 29.04 GB/s, 28.91 GB/s, 29.16 GB/s,
+ 28.82 GB/s, 29.01 GB/s, 29.24 GB/s, 28.88 GB/s]
+ - [30.65 GB/s, 30.62 GB/s, 30.73 GB/s, 30.59 GB/s, 30.69 GB/s, 30.68 GB/s,
+ 30.59 GB/s, 30.59 GB/s, 30.57 GB/s, 30.67 GB/s]
+ - [30.53 GB/s, 30.67 GB/s, 30.65 GB/s, 30.53 GB/s, 30.63 GB/s, 30.68 GB/s,
+ 30.50 GB/s, 30.67 GB/s, 30.64 GB/s, 30.67 GB/s]
+ - [30.45 GB/s, 30.58 GB/s, 30.51 GB/s, 30.49 GB/s, 30.52 GB/s, 30.49 GB/s,
+ 30.56 GB/s, 30.55 GB/s, 30.47 GB/s, 30.47 GB/s]
+ - [30.51 GB/s, 30.47 GB/s, 30.50 GB/s, 30.47 GB/s, 30.52 GB/s, 30.54 GB/s,
+ 30.54 GB/s, 30.50 GB/s, 30.49 GB/s, 30.50 GB/s]
+ - [30.58 GB/s, 30.34 GB/s, 30.56 GB/s, 30.54 GB/s, 30.63 GB/s, 30.53 GB/s,
+ 30.59 GB/s, 30.50 GB/s, 30.54 GB/s, 30.47 GB/s]
+ update:
+ - [17.33 GB/s, 17.32 GB/s, 17.34 GB/s, 17.35 GB/s, 17.40 GB/s, 17.35 GB/s,
+ 17.36 GB/s, 17.39 GB/s, 17.35 GB/s, 17.35 GB/s]
+ - [31.12 GB/s, 31.15 GB/s, 31.10 GB/s, 31.16 GB/s, 31.07 GB/s, 31.08 GB/s,
+ 31.09 GB/s, 31.12 GB/s, 31.12 GB/s, 31.08 GB/s]
+ - [36.80 GB/s, 36.42 GB/s, 35.92 GB/s, 36.39 GB/s, 35.99 GB/s, 35.98 GB/s,
+ 36.37 GB/s, 36.39 GB/s, 36.38 GB/s, 36.44 GB/s]
+ - [39.03 GB/s, 39.05 GB/s, 39.02 GB/s, 39.06 GB/s, 39.01 GB/s, 39.02 GB/s,
+ 39.02 GB/s, 39.00 GB/s, 39.00 GB/s, 39.00 GB/s]
+ - [39.76 GB/s, 39.80 GB/s, 39.80 GB/s, 39.78 GB/s, 39.76 GB/s, 39.79 GB/s,
+ 39.79 GB/s, 39.77 GB/s, 39.77 GB/s, 39.71 GB/s]
+ - [39.71 GB/s, 39.72 GB/s, 39.72 GB/s, 39.66 GB/s, 39.74 GB/s, 39.70 GB/s,
+ 39.76 GB/s, 39.74 GB/s, 39.77 GB/s, 39.74 GB/s]
+ - [39.50 GB/s, 39.47 GB/s, 39.45 GB/s, 39.43 GB/s, 39.46 GB/s, 39.45 GB/s,
+ 39.45 GB/s, 39.40 GB/s, 39.43 GB/s, 39.47 GB/s]
+ - [39.21 GB/s, 39.18 GB/s, 39.19 GB/s, 39.19 GB/s, 39.21 GB/s, 39.19 GB/s,
+ 39.18 GB/s, 39.21 GB/s, 39.20 GB/s, 39.24 GB/s]
+ threads: [1, 2, 3, 4, 5, 6, 7, 8]
+ threads per core: 1
+ total size: [300.00 MB, 300.00 MB, 300.00 MB, 300.00 MB, 300.00 MB, 300.00
+ MB, 300.00 MB, 300.00 MB]
+ 2:
+ cores: [1, 2, 3, 4, 5, 6, 7, 8]
+ results:
+ copy: [10.79 GB/s, 20.46 GB/s, 24.69 GB/s, 25.42 GB/s, 25.63 GB/s, 25.45
+ GB/s, 25.32 GB/s, 25.06 GB/s]
+ daxpy: [15.97 GB/s, 29.70 GB/s, 35.95 GB/s, 37.55 GB/s, 37.81 GB/s, 37.78
+ GB/s, 37.64 GB/s, 37.33 GB/s]
+ load: [13.46 GB/s, 25.84 GB/s, 35.75 GB/s, 40.54 GB/s, 42.38 GB/s, 42.30
+ GB/s, 41.85 GB/s, 41.19 GB/s]
+ triad: [12.05 GB/s, 22.53 GB/s, 27.53 GB/s, 29.10 GB/s, 29.68 GB/s, 29.79
+ GB/s, 29.85 GB/s, 29.64 GB/s]
+ update: [19.12 GB/s, 33.86 GB/s, 38.51 GB/s, 39.38 GB/s, 39.20 GB/s, 38.80
+ GB/s, 38.39 GB/s, 38.02 GB/s]
+ size per core: [300.00 MB, 150.00 MB, 100.00 MB, 75.00 MB, 60.00 MB, 50.00
+ MB, 42.86 MB, 37.50 MB]
+ size per thread: [150.00 MB, 75.00 MB, 50.00 MB, 37.50 MB, 30.00 MB, 25.00
+ MB, 21.43 MB, 18.75 MB]
+ stats:
+ copy:
+ - [10.71 GB/s, 10.69 GB/s, 10.71 GB/s, 10.70 GB/s, 10.79 GB/s, 10.58 GB/s,
+ 10.70 GB/s, 10.69 GB/s, 10.69 GB/s, 10.70 GB/s]
+ - [20.27 GB/s, 20.31 GB/s, 20.27 GB/s, 20.26 GB/s, 20.31 GB/s, 20.26 GB/s,
+ 20.24 GB/s, 20.26 GB/s, 20.26 GB/s, 20.46 GB/s]
+ - [24.69 GB/s, 24.66 GB/s, 24.64 GB/s, 24.63 GB/s, 24.67 GB/s, 24.64 GB/s,
+ 24.64 GB/s, 24.68 GB/s, 24.61 GB/s, 24.63 GB/s]
+ - [25.42 GB/s, 25.41 GB/s, 25.40 GB/s, 25.36 GB/s, 25.40 GB/s, 25.39 GB/s,
+ 25.40 GB/s, 25.38 GB/s, 25.41 GB/s, 25.39 GB/s]
+ - [25.55 GB/s, 25.57 GB/s, 25.58 GB/s, 25.63 GB/s, 25.57 GB/s, 25.57 GB/s,
+ 25.58 GB/s, 25.55 GB/s, 25.57 GB/s, 25.49 GB/s]
+ - [25.42 GB/s, 25.42 GB/s, 25.41 GB/s, 25.39 GB/s, 25.40 GB/s, 25.43 GB/s,
+ 25.45 GB/s, 25.44 GB/s, 25.43 GB/s, 25.43 GB/s]
+ - [25.27 GB/s, 25.31 GB/s, 25.28 GB/s, 25.31 GB/s, 25.32 GB/s, 25.31 GB/s,
+ 25.29 GB/s, 25.30 GB/s, 25.25 GB/s, 25.28 GB/s]
+ - [25.03 GB/s, 25.01 GB/s, 25.01 GB/s, 25.04 GB/s, 25.00 GB/s, 25.03 GB/s,
+ 25.06 GB/s, 25.04 GB/s, 25.04 GB/s, 25.04 GB/s]
+ daxpy:
+ - [15.81 GB/s, 15.81 GB/s, 15.97 GB/s, 15.62 GB/s, 15.64 GB/s, 15.83 GB/s,
+ 15.63 GB/s, 15.82 GB/s, 15.81 GB/s, 15.63 GB/s]
+ - [29.62 GB/s, 29.56 GB/s, 29.61 GB/s, 29.59 GB/s, 29.70 GB/s, 29.61 GB/s,
+ 29.65 GB/s, 29.65 GB/s, 29.58 GB/s, 29.59 GB/s]
+ - [35.95 GB/s, 35.89 GB/s, 35.92 GB/s, 35.92 GB/s, 35.95 GB/s, 35.90 GB/s,
+ 35.87 GB/s, 35.90 GB/s, 35.92 GB/s, 35.82 GB/s]
+ - [37.55 GB/s, 37.46 GB/s, 37.52 GB/s, 37.51 GB/s, 37.55 GB/s, 37.51 GB/s,
+ 37.44 GB/s, 37.41 GB/s, 37.50 GB/s, 37.40 GB/s]
+ - [37.79 GB/s, 37.76 GB/s, 37.80 GB/s, 37.77 GB/s, 37.76 GB/s, 37.81 GB/s,
+ 37.78 GB/s, 37.81 GB/s, 37.79 GB/s, 37.78 GB/s]
+ - [37.71 GB/s, 37.68 GB/s, 37.68 GB/s, 37.73 GB/s, 37.74 GB/s, 37.66 GB/s,
+ 37.78 GB/s, 37.74 GB/s, 37.71 GB/s, 37.70 GB/s]
+ - [37.61 GB/s, 37.60 GB/s, 37.61 GB/s, 37.62 GB/s, 37.64 GB/s, 37.61 GB/s,
+ 37.60 GB/s, 37.59 GB/s, 37.63 GB/s, 37.60 GB/s]
+ - [37.23 GB/s, 37.21 GB/s, 37.26 GB/s, 37.27 GB/s, 37.28 GB/s, 37.33 GB/s,
+ 37.29 GB/s, 37.31 GB/s, 37.26 GB/s, 37.29 GB/s]
+ load:
+ - [13.34 GB/s, 13.36 GB/s, 13.35 GB/s, 13.34 GB/s, 13.35 GB/s, 13.38 GB/s,
+ 13.46 GB/s, 13.35 GB/s, 13.35 GB/s, 13.35 GB/s]
+ - [25.63 GB/s, 25.64 GB/s, 25.84 GB/s, 25.64 GB/s, 25.74 GB/s, 25.63 GB/s,
+ 25.64 GB/s, 25.63 GB/s, 25.64 GB/s, 25.68 GB/s]
+ - [35.38 GB/s, 35.56 GB/s, 35.50 GB/s, 35.75 GB/s, 35.50 GB/s, 35.39 GB/s,
+ 35.46 GB/s, 35.39 GB/s, 35.75 GB/s, 35.40 GB/s]
+ - [40.37 GB/s, 40.37 GB/s, 40.49 GB/s, 40.49 GB/s, 40.42 GB/s, 40.37 GB/s,
+ 40.54 GB/s, 40.39 GB/s, 40.37 GB/s, 40.51 GB/s]
+ - [42.34 GB/s, 42.14 GB/s, 42.26 GB/s, 42.17 GB/s, 42.10 GB/s, 42.13 GB/s,
+ 42.38 GB/s, 42.13 GB/s, 42.21 GB/s, 42.15 GB/s]
+ - [42.30 GB/s, 42.13 GB/s, 42.20 GB/s, 42.11 GB/s, 42.12 GB/s, 42.12 GB/s,
+ 42.18 GB/s, 42.25 GB/s, 42.19 GB/s, 42.21 GB/s]
+ - [41.70 GB/s, 41.76 GB/s, 41.85 GB/s, 41.80 GB/s, 41.71 GB/s, 41.71 GB/s,
+ 41.80 GB/s, 41.70 GB/s, 41.76 GB/s, 41.75 GB/s]
+ - [41.02 GB/s, 41.01 GB/s, 41.17 GB/s, 41.12 GB/s, 41.13 GB/s, 41.15 GB/s,
+ 41.19 GB/s, 41.01 GB/s, 41.10 GB/s, 41.06 GB/s]
+ triad:
+ - [11.87 GB/s, 11.89 GB/s, 11.91 GB/s, 11.81 GB/s, 11.83 GB/s, 11.85 GB/s,
+ 11.90 GB/s, 11.80 GB/s, 11.85 GB/s, 12.05 GB/s]
+ - [22.53 GB/s, 22.47 GB/s, 22.44 GB/s, 22.46 GB/s, 22.43 GB/s, 22.52 GB/s,
+ 22.41 GB/s, 22.52 GB/s, 22.48 GB/s, 22.41 GB/s]
+ - [27.43 GB/s, 27.42 GB/s, 27.47 GB/s, 27.47 GB/s, 27.52 GB/s, 27.49 GB/s,
+ 27.41 GB/s, 27.42 GB/s, 27.51 GB/s, 27.53 GB/s]
+ - [29.02 GB/s, 29.03 GB/s, 29.03 GB/s, 29.04 GB/s, 28.89 GB/s, 29.10 GB/s,
+ 29.02 GB/s, 29.05 GB/s, 28.93 GB/s, 29.01 GB/s]
+ - [29.66 GB/s, 29.68 GB/s, 29.60 GB/s, 29.62 GB/s, 29.60 GB/s, 29.67 GB/s,
+ 29.66 GB/s, 29.62 GB/s, 29.62 GB/s, 29.62 GB/s]
+ - [29.78 GB/s, 29.76 GB/s, 29.77 GB/s, 29.77 GB/s, 29.75 GB/s, 29.79 GB/s,
+ 29.75 GB/s, 29.77 GB/s, 29.76 GB/s, 29.78 GB/s]
+ - [29.82 GB/s, 29.85 GB/s, 29.85 GB/s, 29.83 GB/s, 29.82 GB/s, 29.83 GB/s,
+ 29.83 GB/s, 29.81 GB/s, 29.81 GB/s, 29.80 GB/s]
+ - [29.54 GB/s, 29.63 GB/s, 29.57 GB/s, 29.56 GB/s, 29.55 GB/s, 29.64 GB/s,
+ 29.60 GB/s, 29.53 GB/s, 29.54 GB/s, 29.57 GB/s]
+ update:
+ - [18.66 GB/s, 18.67 GB/s, 18.66 GB/s, 19.12 GB/s, 18.67 GB/s, 18.67 GB/s,
+ 18.67 GB/s, 18.67 GB/s, 18.70 GB/s, 18.67 GB/s]
+ - [33.61 GB/s, 33.34 GB/s, 33.71 GB/s, 33.31 GB/s, 33.34 GB/s, 33.86 GB/s,
+ 33.62 GB/s, 33.35 GB/s, 33.54 GB/s, 33.34 GB/s]
+ - [38.51 GB/s, 38.46 GB/s, 38.42 GB/s, 38.43 GB/s, 38.41 GB/s, 38.46 GB/s,
+ 38.41 GB/s, 38.42 GB/s, 38.43 GB/s, 38.41 GB/s]
+ - [39.37 GB/s, 39.34 GB/s, 39.36 GB/s, 39.35 GB/s, 39.37 GB/s, 39.38 GB/s,
+ 39.36 GB/s, 39.35 GB/s, 39.31 GB/s, 39.32 GB/s]
+ - [39.17 GB/s, 39.17 GB/s, 39.16 GB/s, 39.20 GB/s, 39.18 GB/s, 39.17 GB/s,
+ 39.18 GB/s, 39.15 GB/s, 39.20 GB/s, 39.17 GB/s]
+ - [38.79 GB/s, 38.79 GB/s, 38.80 GB/s, 38.78 GB/s, 38.78 GB/s, 38.75 GB/s,
+ 38.80 GB/s, 38.77 GB/s, 38.78 GB/s, 38.78 GB/s]
+ - [38.36 GB/s, 38.37 GB/s, 38.37 GB/s, 38.39 GB/s, 38.36 GB/s, 38.37 GB/s,
+ 38.38 GB/s, 38.37 GB/s, 38.35 GB/s, 38.39 GB/s]
+ - [37.98 GB/s, 37.99 GB/s, 38.02 GB/s, 38.01 GB/s, 38.01 GB/s, 38.00 GB/s,
+ 38.02 GB/s, 38.00 GB/s, 38.02 GB/s, 38.02 GB/s]
+ threads: [2, 4, 6, 8, 10, 12, 14, 16]
+ threads per core: 2
+ total size: [300.00 MB, 300.00 MB, 300.00 MB, 300.00 MB, 300.00 MB, 300.00
+ MB, 300.00 MB, 300.00 MB]
diff --git a/pystencils_tests/kerncraft_inputs/default_machine_file.yaml b/pystencils_tests/kerncraft_inputs/default_machine_file.yaml
deleted file mode 100644
index edec1eef99dfcc153c7c6e933b60d1b6edca74be..0000000000000000000000000000000000000000
--- a/pystencils_tests/kerncraft_inputs/default_machine_file.yaml
+++ /dev/null
@@ -1,277 +0,0 @@
-kerncraft version: 0.7.3
-clock: 2.7 GHz
-cores per socket: 8
-cores per NUMA domain: 8
-NUMA domains per socket: 1
-model type: Intel Core SandyBridge EP processor
-model name: Intel(R) Xeon(R) CPU E5-2680 0 @ 2.70GHz
-sockets: 2
-threads per core: 2
-cacheline size: 64 B
-compiler:
- !!omap
- - icc: -O3 -xAVX -fno-alias -qopenmp
- - clang: -O3 -march=corei7-avx -mtune=corei7-avx -D_POSIX_C_SOURCE=200112L -fopenmp
- - gcc: -O3 -march=corei7-avx -D_POSIX_C_SOURCE=200112L -fopenmp
-micro-architecture: SNB
-FLOPs per cycle:
- SP: {total: 16, ADD: 8, MUL: 8}
- DP: {total: 8, ADD: 4, MUL: 4}
-overlapping model:
- ports: ["0", "0DV", "1", "2", "3", "4", "5"]
- performance counter metric:
- Max(UOPS_DISPATCHED_PORT_PORT_0:PMC[0-3],
- UOPS_DISPATCHED_PORT_PORT_1:PMC[0-3],
- UOPS_DISPATCHED_PORT_PORT_4:PMC[0-3],
- UOPS_DISPATCHED_PORT_PORT_5:PMC[0-3])
-non-overlapping model:
- ports: ["2D", "3D"]
- performance counter metric: T_OL + T_L1L2 + T_L2L3 + T_L3MEM
-write-allocate: True
-memory hierarchy:
- - level: L1
- cache per group: {
- 'sets': 64, 'ways': 8, 'cl_size': 64, # 32 kB
- 'replacement_policy': 'LRU',
- 'write_allocate': True, 'write_back': True,
- 'load_from': 'L2', 'store_to': 'L2'}
- cores per group: 1
- threads per group: 2
- groups: 16
- performance counter metrics:
- accesses: MEM_UOPS_RETIRED_LOADS:PMC[0-3]
- misses: L1D_REPLACEMENT:PMC[0-3]
- evicts: L1D_M_EVICT:PMC[0-3]
- - level: L2
- cache per group: {
- 'sets': 512, 'ways': 8, 'cl_size': 64, # 256 kB
- 'replacement_policy': 'LRU',
- 'write_allocate': True, 'write_back': True,
- 'load_from': 'L3', 'store_to': 'L3'}
- cores per group: 1
- threads per group: 2
- groups: 16
- non-overlap upstream throughput: [32 B/cy, 'half-duplex']
- performance counter metrics:
- accesses: L1D_REPLACEMENT:PMC[0-3]
- misses: L2_LINES_IN_ALL:PMC[0-3]
- evicts: L2_TRANS_L2_WB:PMC[0-3]
- - level: L3
- cache per group: {
- 'sets': 20480, 'ways': 16, 'cl_size': 64, # 20 MB
- 'replacement_policy': 'LRU',
- 'write_allocate': True, 'write_back': True}
- cores per group: 8
- threads per group: 16
- groups: 2
- non-overlap upstream throughput: [32 B/cy, 'half-duplex']
- performance counter metrics:
- accesses: L2_LINES_IN_ALL:PMC[0-3]
- misses: (CAS_COUNT_RD:MBOX0C[01] + CAS_COUNT_RD:MBOX1C[01] +
- CAS_COUNT_RD:MBOX2C[01] + CAS_COUNT_RD:MBOX3C[01])
- evicts: (CAS_COUNT_WR:MBOX0C[01] + CAS_COUNT_WR:MBOX1C[01] +
- CAS_COUNT_WR:MBOX2C[01] + CAS_COUNT_WR:MBOX3C[01])
- - level: MEM
- cores per group: 8
- non-overlap upstream throughput: ['full socket memory bandwidth', 'half-duplex']
- size per group: null
- threads per group: 16
-benchmarks:
- kernels:
- copy:
- FLOPs per iteration: 0
- read streams: {bytes: 8.00 B, streams: 1}
- read+write streams: {bytes: 0.00 B, streams: 0}
- write streams: {bytes: 8.00 B, streams: 1}
- daxpy:
- FLOPs per iteration: 2
- read streams: {bytes: 16.00 B, streams: 2}
- read+write streams: {bytes: 8.00 B, streams: 1}
- write streams: {bytes: 8.00 B, streams: 1}
- load:
- FLOPs per iteration: 0
- read streams: {bytes: 8.00 B, streams: 1}
- read+write streams: {bytes: 0.00 B, streams: 0}
- write streams: {bytes: 0.00 B, streams: 0}
- triad:
- FLOPs per iteration: 2
- read streams: {bytes: 24.00 B, streams: 3}
- read+write streams: {bytes: 0.00 B, streams: 0}
- write streams: {bytes: 8.00 B, streams: 1}
- update:
- FLOPs per iteration: 0
- read streams: {bytes: 8.00 B, streams: 1}
- read+write streams: {bytes: 8.00 B, streams: 1}
- write streams: {bytes: 8.00 B, streams: 1}
- measurements:
- L1:
- 1:
- cores: [1, 2, 3, 4, 5, 6, 7, 8]
- results:
- copy: [81.98 GB/s, 163.75 GB/s, 245.62 GB/s, 327.69 GB/s, 409.41 GB/s, 489.83
- GB/s, 571.67 GB/s, 653.50 GB/s]
- daxpy: [71.55 GB/s, 143.01 GB/s, 214.86 GB/s, 286.26 GB/s, 355.60 GB/s,
- 426.71 GB/s, 497.45 GB/s, 568.97 GB/s]
- load: [61.92 GB/s, 122.79 GB/s, 183.01 GB/s, 244.30 GB/s, 306.76 GB/s, 368.46
- GB/s, 427.41 GB/s, 490.88 GB/s]
- triad: [81.61 GB/s, 163.25 GB/s, 244.92 GB/s, 326.65 GB/s, 406.69 GB/s,
- 487.76 GB/s, 569.10 GB/s, 650.39 GB/s]
- update: [84.03 GB/s, 168.02 GB/s, 252.10 GB/s, 335.94 GB/s, 419.90 GB/s,
- 503.88 GB/s, 587.86 GB/s, 671.88 GB/s]
- size per core: [16.00 kB, 16.00 kB, 16.00 kB, 16.00 kB, 16.00 kB, 16.00 kB,
- 16.00 kB, 16.00 kB]
- size per thread: [16.00 kB, 16.00 kB, 16.00 kB, 16.00 kB, 16.00 kB, 16.00
- kB, 16.00 kB, 16.00 kB]
- threads: [1, 2, 3, 4, 5, 6, 7, 8]
- threads per core: 1
- total size: [16.00 kB, 32.00 kB, 48.00 kB, 64.00 kB, 80.00 kB, 96.00 kB, 112.00
- kB, 128.00 kB]
- 2:
- cores: [1, 2, 3, 4, 5, 6, 7, 8]
- results:
- copy: [79.53 GB/s, 158.70 GB/s, 238.20 GB/s, 317.62 GB/s, 397.09 GB/s, 476.33
- GB/s, 555.69 GB/s, 634.96 GB/s]
- daxpy: [70.94 GB/s, 141.90 GB/s, 212.97 GB/s, 283.91 GB/s, 354.93 GB/s,
- 425.85 GB/s, 496.74 GB/s, 567.40 GB/s]
- load: [57.01 GB/s, 114.11 GB/s, 171.11 GB/s, 228.13 GB/s, 285.15 GB/s, 342.11
- GB/s, 399.11 GB/s, 456.11 GB/s]
- triad: [79.48 GB/s, 159.03 GB/s, 238.53 GB/s, 318.04 GB/s, 392.11 GB/s,
- 477.10 GB/s, 538.36 GB/s, 636.02 GB/s]
- update: [82.75 GB/s, 165.55 GB/s, 248.50 GB/s, 331.32 GB/s, 414.06 GB/s,
- 496.82 GB/s, 579.83 GB/s, 662.36 GB/s]
- size per core: [16.00 kB, 16.00 kB, 16.00 kB, 16.00 kB, 16.00 kB, 16.00 kB,
- 16.00 kB, 16.00 kB]
- size per thread: [8.00 kB, 8.00 kB, 8.00 kB, 8.00 kB, 8.00 kB, 8.00 kB, 8.00
- kB, 8.00 kB]
- threads: [2, 4, 6, 8, 10, 12, 14, 16]
- threads per core: 2
- total size: [16.00 kB, 32.00 kB, 48.00 kB, 64.00 kB, 80.00 kB, 96.00 kB, 112.00
- kB, 128.00 kB]
- L2:
- 1:
- cores: [1, 2, 3, 4, 5, 6, 7, 8]
- results:
- copy: [41.28 GB/s, 81.96 GB/s, 120.28 GB/s, 160.70 GB/s, 203.22 GB/s, 239.97
- GB/s, 271.13 GB/s, 307.01 GB/s]
- daxpy: [48.85 GB/s, 98.62 GB/s, 143.29 GB/s, 197.76 GB/s, 230.58 GB/s, 284.98
- GB/s, 334.22 GB/s, 385.72 GB/s]
- load: [38.51 GB/s, 76.67 GB/s, 114.73 GB/s, 152.90 GB/s, 188.69 GB/s, 223.64
- GB/s, 265.21 GB/s, 289.41 GB/s]
- triad: [40.92 GB/s, 83.49 GB/s, 124.48 GB/s, 165.24 GB/s, 206.74 GB/s, 237.90
- GB/s, 274.96 GB/s, 329.09 GB/s]
- update: [50.37 GB/s, 100.05 GB/s, 145.43 GB/s, 196.82 GB/s, 244.07 GB/s,
- 301.62 GB/s, 336.88 GB/s, 403.78 GB/s]
- size per core: [128.00 kB, 128.00 kB, 128.00 kB, 128.00 kB, 128.00 kB, 128.00
- kB, 128.00 kB, 128.00 kB]
- size per thread: [128.00 kB, 128.00 kB, 128.00 kB, 128.00 kB, 128.00 kB, 128.00
- kB, 128.00 kB, 128.00 kB]
- threads: [1, 2, 3, 4, 5, 6, 7, 8]
- threads per core: 1
- total size: [128.00 kB, 256.00 kB, 384.00 kB, 512.00 kB, 640.00 kB, 768.00
- kB, 0.90 MB, 1.02 MB]
- 2:
- cores: [1, 2, 3, 4, 5, 6, 7, 8]
- results:
- copy: [42.17 GB/s, 83.47 GB/s, 124.57 GB/s, 163.78 GB/s, 202.56 GB/s, 242.80
- GB/s, 276.95 GB/s, 311.36 GB/s]
- daxpy: [50.87 GB/s, 98.72 GB/s, 152.12 GB/s, 193.48 GB/s, 251.36 GB/s, 301.72
- GB/s, 352.55 GB/s, 365.28 GB/s]
- load: [39.62 GB/s, 79.03 GB/s, 118.03 GB/s, 157.85 GB/s, 196.48 GB/s, 237.44
- GB/s, 276.81 GB/s, 309.71 GB/s]
- triad: [44.80 GB/s, 88.35 GB/s, 125.13 GB/s, 169.94 GB/s, 209.60 GB/s, 260.15
- GB/s, 300.75 GB/s, 333.08 GB/s]
- update: [49.80 GB/s, 100.70 GB/s, 150.56 GB/s, 196.44 GB/s, 251.90 GB/s,
- 280.93 GB/s, 352.74 GB/s, 399.27 GB/s]
- size per core: [128.00 kB, 128.00 kB, 128.00 kB, 128.00 kB, 128.00 kB, 128.00
- kB, 128.00 kB, 128.00 kB]
- size per thread: [64.00 kB, 64.00 kB, 64.00 kB, 64.00 kB, 64.00 kB, 64.00
- kB, 64.00 kB, 64.00 kB]
- threads: [2, 4, 6, 8, 10, 12, 14, 16]
- threads per core: 2
- total size: [128.00 kB, 256.00 kB, 384.00 kB, 512.00 kB, 640.00 kB, 768.00
- kB, 0.90 MB, 1.02 MB]
- L3:
- 1:
- cores: [1, 2, 3, 4, 5, 6, 7, 8]
- results:
- copy: [23.21 GB/s, 46.01 GB/s, 67.96 GB/s, 90.17 GB/s, 111.47 GB/s, 133.14
- GB/s, 153.84 GB/s, 174.92 GB/s]
- daxpy: [30.35 GB/s, 60.32 GB/s, 90.00 GB/s, 119.71 GB/s, 148.87 GB/s, 178.39
- GB/s, 207.10 GB/s, 236.25 GB/s]
- load: [23.35 GB/s, 46.52 GB/s, 69.57 GB/s, 92.60 GB/s, 115.77 GB/s, 138.89
- GB/s, 161.82 GB/s, 184.11 GB/s]
- triad: [25.18 GB/s, 50.08 GB/s, 74.33 GB/s, 98.78 GB/s, 122.66 GB/s, 146.78
- GB/s, 170.52 GB/s, 194.47 GB/s]
- update: [32.67 GB/s, 64.65 GB/s, 95.98 GB/s, 127.29 GB/s, 157.67 GB/s, 188.22
- GB/s, 217.41 GB/s, 246.99 GB/s]
- size per core: [1.25 MB, 1.25 MB, 1.25 MB, 1.25 MB, 1.25 MB, 1.25 MB, 1.25
- MB, 1.25 MB]
- size per thread: [1.25 MB, 1.25 MB, 1.25 MB, 1.25 MB, 1.25 MB, 1.25 MB, 1.25
- MB, 1.25 MB]
- threads: [1, 2, 3, 4, 5, 6, 7, 8]
- threads per core: 1
- total size: [1.25 MB, 2.50 MB, 3.75 MB, 5.00 MB, 6.25 MB, 7.50 MB, 8.75 MB,
- 10.00 MB]
- 2:
- cores: [1, 2, 3, 4, 5, 6, 7, 8]
- results:
- copy: [23.83 GB/s, 47.25 GB/s, 69.84 GB/s, 92.61 GB/s, 114.31 GB/s, 136.48
- GB/s, 157.55 GB/s, 178.99 GB/s]
- daxpy: [31.52 GB/s, 62.72 GB/s, 93.43 GB/s, 124.29 GB/s, 154.55 GB/s, 185.18
- GB/s, 215.10 GB/s, 245.24 GB/s]
- load: [27.63 GB/s, 54.93 GB/s, 81.57 GB/s, 108.63 GB/s, 134.91 GB/s, 161.72
- GB/s, 188.15 GB/s, 214.94 GB/s]
- triad: [25.90 GB/s, 51.76 GB/s, 76.73 GB/s, 102.29 GB/s, 126.17 GB/s, 152.10
- GB/s, 176.71 GB/s, 200.64 GB/s]
- update: [34.10 GB/s, 67.67 GB/s, 100.62 GB/s, 133.50 GB/s, 165.61 GB/s,
- 197.74 GB/s, 228.73 GB/s, 259.05 GB/s]
- size per core: [1.25 MB, 1.25 MB, 1.25 MB, 1.25 MB, 1.25 MB, 1.25 MB, 1.25
- MB, 1.25 MB]
- size per thread: [625.00 kB, 625.00 kB, 625.00 kB, 625.00 kB, 625.00 kB, 625.00
- kB, 625.00 kB, 625.00 kB]
- threads: [2, 4, 6, 8, 10, 12, 14, 16]
- threads per core: 2
- total size: [1.25 MB, 2.50 MB, 3.75 MB, 5.00 MB, 6.25 MB, 7.50 MB, 8.75 MB,
- 10.00 MB]
- MEM:
- 1:
- cores: [1, 2, 3, 4, 5, 6, 7, 8]
- results:
- copy: [11.60 GB/s, 21.29 GB/s, 25.94 GB/s, 27.28 GB/s, 27.47 GB/s, 27.36
- GB/s, 27.21 GB/s, 27.12 GB/s]
- daxpy: [17.33 GB/s, 31.89 GB/s, 38.65 GB/s, 40.50 GB/s, 40.81 GB/s, 40.62
- GB/s, 40.59 GB/s, 40.26 GB/s]
- load: [12.01 GB/s, 23.04 GB/s, 32.79 GB/s, 40.21 GB/s, 43.39 GB/s, 44.14
- GB/s, 44.42 GB/s, 44.40 GB/s]
- triad: [12.73 GB/s, 24.27 GB/s, 30.43 GB/s, 31.46 GB/s, 31.77 GB/s, 31.74
- GB/s, 31.65 GB/s, 31.52 GB/s]
- update: [18.91 GB/s, 32.43 GB/s, 37.28 GB/s, 39.98 GB/s, 40.99 GB/s, 40.92
- GB/s, 40.61 GB/s, 40.34 GB/s]
- size per core: [40.00 MB, 20.00 MB, 13.33 MB, 10.00 MB, 8.00 MB, 6.67 MB,
- 5.71 MB, 5.00 MB]
- size per thread: [40.00 MB, 20.00 MB, 13.33 MB, 10.00 MB, 8.00 MB, 6.67 MB,
- 5.71 MB, 5.00 MB]
- threads: [1, 2, 3, 4, 5, 6, 7, 8]
- threads per core: 1
- total size: [40.00 MB, 40.00 MB, 40.00 MB, 40.00 MB, 40.00 MB, 40.00 MB, 40.00 MB, 40.00 MB, 40.00 MB, 40.00 MB]
- 2:
- cores: [1, 2, 3, 4, 5, 6, 7, 8]
- results:
- copy: [10.92 GB/s, 20.62 GB/s, 25.34 GB/s, 26.22 GB/s, 26.32 GB/s, 26.31
- GB/s, 26.22 GB/s, 26.16 GB/s]
- daxpy: [17.15 GB/s, 31.96 GB/s, 38.12 GB/s, 39.19 GB/s, 39.38 GB/s, 39.16
- GB/s, 39.06 GB/s, 38.87 GB/s]
- load: [13.49 GB/s, 25.92 GB/s, 36.16 GB/s, 41.56 GB/s, 43.34 GB/s, 43.40
- GB/s, 43.01 GB/s, 42.66 GB/s]
- triad: [12.38 GB/s, 23.17 GB/s, 28.69 GB/s, 29.98 GB/s, 30.50 GB/s, 30.59
- GB/s, 30.75 GB/s, 30.70 GB/s]
- update: [19.67 GB/s, 34.93 GB/s, 39.93 GB/s, 40.79 GB/s, 40.43 GB/s, 40.03
- GB/s, 39.62 GB/s, 39.33 GB/s]
- size per core: [40.00 MB, 20.00 MB, 13.33 MB, 10.00 MB, 8.00 MB, 6.67 MB,
- 5.71 MB, 5.00 MB]
- size per thread: [20.00 MB, 10.00 MB, 6.67 MB, 5.00 MB, 4.00 MB, 3.33 MB,
- 2.86 MB, 2.50 MB]
- threads: [2, 4, 6, 8, 10, 12, 14, 16]
- threads per core: 2
- total size: [40.00 MB, 40.00 MB, 40.00 MB, 40.00 MB, 40.00 MB, 40.00 MB, 40.00 MB, 40.00 MB, 40.00 MB, 40.00 MB]
-
diff --git a/pystencils_tests/test_Min_Max.py b/pystencils_tests/test_Min_Max.py
new file mode 100644
index 0000000000000000000000000000000000000000..18cd2d99d10ec0b03a38630d07679f3191281493
--- /dev/null
+++ b/pystencils_tests/test_Min_Max.py
@@ -0,0 +1,70 @@
+import sympy
+import numpy
+import pystencils
+from pystencils.datahandling import create_data_handling
+
+
+def test_max():
+ dh = create_data_handling(domain_size=(10, 10), periodicity=True)
+
+ x = dh.add_array('x', values_per_cell=1)
+ dh.fill("x", 0.0, ghost_layers=True)
+ y = dh.add_array('y', values_per_cell=1)
+ dh.fill("y", 1.0, ghost_layers=True)
+ z = dh.add_array('z', values_per_cell=1)
+ dh.fill("z", 2.0, ghost_layers=True)
+
+ # test sp.Max with one argument
+ assignment_1 = pystencils.Assignment(x.center, sympy.Max(y.center + 3.3))
+ ast_1 = pystencils.create_kernel(assignment_1)
+ kernel_1 = ast_1.compile()
+
+ # test sp.Max with two arguments
+ assignment_2 = pystencils.Assignment(x.center, sympy.Max(0.5, y.center - 1.5))
+ ast_2 = pystencils.create_kernel(assignment_2)
+ kernel_2 = ast_2.compile()
+
+ # test sp.Max with many arguments
+ assignment_3 = pystencils.Assignment(x.center, sympy.Max(z.center, 4.5, y.center - 1.5, y.center + z.center))
+ ast_3 = pystencils.create_kernel(assignment_3)
+ kernel_3 = ast_3.compile()
+
+ dh.run_kernel(kernel_1)
+ assert numpy.all(dh.cpu_arrays["x"] == 4.3)
+ dh.run_kernel(kernel_2)
+ assert numpy.all(dh.cpu_arrays["x"] == 0.5)
+ dh.run_kernel(kernel_3)
+ assert numpy.all(dh.cpu_arrays["x"] == 4.5)
+
+
+def test_min():
+ dh = create_data_handling(domain_size=(10, 10), periodicity=True)
+
+ x = dh.add_array('x', values_per_cell=1)
+ dh.fill("x", 0.0, ghost_layers=True)
+ y = dh.add_array('y', values_per_cell=1)
+ dh.fill("y", 1.0, ghost_layers=True)
+ z = dh.add_array('z', values_per_cell=1)
+ dh.fill("z", 2.0, ghost_layers=True)
+
+ # test sp.Min with one argument
+ assignment_1 = pystencils.Assignment(x.center, sympy.Min(y.center + 3.3))
+ ast_1 = pystencils.create_kernel(assignment_1)
+ kernel_1 = ast_1.compile()
+
+ # test sp.Min with two arguments
+ assignment_2 = pystencils.Assignment(x.center, sympy.Min(0.5, y.center - 1.5))
+ ast_2 = pystencils.create_kernel(assignment_2)
+ kernel_2 = ast_2.compile()
+
+ # test sp.Min with many arguments
+ assignment_3 = pystencils.Assignment(x.center, sympy.Min(z.center, 4.5, y.center - 1.5, y.center + z.center))
+ ast_3 = pystencils.create_kernel(assignment_3)
+ kernel_3 = ast_3.compile()
+
+ dh.run_kernel(kernel_1)
+ assert numpy.all(dh.cpu_arrays["x"] == 4.3)
+ dh.run_kernel(kernel_2)
+ assert numpy.all(dh.cpu_arrays["x"] == - 0.5)
+ dh.run_kernel(kernel_3)
+ assert numpy.all(dh.cpu_arrays["x"] == - 0.5)
diff --git a/pystencils_tests/test_abs.py b/pystencils_tests/test_abs.py
new file mode 100644
index 0000000000000000000000000000000000000000..53917bcc60a8b409490c492b8281d90b44003c25
--- /dev/null
+++ b/pystencils_tests/test_abs.py
@@ -0,0 +1,19 @@
+import sympy
+
+import pystencils
+from pystencils.data_types import cast_func, create_type
+
+
+def test_abs():
+ x, y, z = pystencils.fields('x, y, z: float64[2d]')
+
+ default_int_type = create_type('int64')
+
+ assignments = pystencils.AssignmentCollection({
+ x[0, 0]: sympy.Abs(cast_func(y[0, 0], default_int_type))
+ })
+
+ ast = pystencils.create_kernel(assignments, target="gpu")
+ code = pystencils.get_code_str(ast)
+ print(code)
+ assert 'fabs(' not in code
diff --git a/pystencils_tests/test_address_of.py b/pystencils_tests/test_address_of.py
new file mode 100644
index 0000000000000000000000000000000000000000..717f6e43720a4ddddfca8c7a3fce3ff9e15982ff
--- /dev/null
+++ b/pystencils_tests/test_address_of.py
@@ -0,0 +1,44 @@
+"""
+Test of pystencils.data_types.address_of
+"""
+
+import pystencils
+from pystencils.data_types import PointerType, address_of, cast_func, create_type
+from pystencils.simp.simplifications import sympy_cse
+
+
+def test_address_of():
+ x, y = pystencils.fields('x,y: int64[2d]')
+ s = pystencils.TypedSymbol('s', PointerType(create_type('int64')))
+
+ assignments = pystencils.AssignmentCollection({
+ s: address_of(x[0, 0]),
+ y[0, 0]: cast_func(s, create_type('int64'))
+ }, {})
+
+ ast = pystencils.create_kernel(assignments)
+ pystencils.show_code(ast)
+
+ assignments = pystencils.AssignmentCollection({
+ y[0, 0]: cast_func(address_of(x[0, 0]), create_type('int64'))
+ }, {})
+
+ ast = pystencils.create_kernel(assignments)
+ pystencils.show_code(ast)
+
+
+def test_address_of_with_cse():
+ x, y = pystencils.fields('x,y: int64[2d]')
+ s = pystencils.TypedSymbol('s', PointerType(create_type('int64')))
+
+ assignments = pystencils.AssignmentCollection({
+ y[0, 0]: cast_func(address_of(x[0, 0]), create_type('int64')) + s,
+ x[0, 0]: cast_func(address_of(x[0, 0]), create_type('int64')) + 1
+ }, {})
+
+ ast = pystencils.create_kernel(assignments)
+ pystencils.show_code(ast)
+ assignments_cse = sympy_cse(assignments)
+
+ ast = pystencils.create_kernel(assignments_cse)
+ pystencils.show_code(ast)
diff --git a/pystencils_tests/test_assignment_collection.py b/pystencils_tests/test_assignment_collection.py
index 4bf27b22e9a2a6ff7dc6f7944841bf61e8679542..f0c1f2a91e93739c1f40d8e2223641bd2f8b9bbb 100644
--- a/pystencils_tests/test_assignment_collection.py
+++ b/pystencils_tests/test_assignment_collection.py
@@ -1,12 +1,19 @@
+import pytest
import sympy as sp
+import pystencils as ps
+
from pystencils import Assignment, AssignmentCollection
+from pystencils.astnodes import Conditional
from pystencils.simp.assignment_collection import SymbolGen
+a, b, c = sp.symbols("a b c")
+x, y, z, t = sp.symbols("x y z t")
+symbol_gen = SymbolGen("a")
+f = ps.fields("f(2) : [2D]")
+d = ps.fields("d(2) : [2D]")
-def test_assignment_collection():
- x, y, z, t = sp.symbols("x y z t")
- symbol_gen = SymbolGen("a")
+def test_assignment_collection():
ac = AssignmentCollection([Assignment(z, x + y)],
[], subexpression_symbol_generator=symbol_gen)
@@ -26,3 +33,140 @@ def test_assignment_collection():
assert 'a_0' in str(ac_inserted)
assert '<table' in ac_inserted._repr_html_()
+
+
+def test_free_and_defined_symbols():
+ ac = AssignmentCollection([Assignment(z, x + y), Conditional(t > 0, Assignment(a, b+1), Assignment(a, b+2))],
+ [], subexpression_symbol_generator=symbol_gen)
+
+ print(ac)
+ print(ac.__repr__)
+
+
+def test_vector_assignments():
+ """From #17 (https://i10git.cs.fau.de/pycodegen/pystencils/issues/17)"""
+ assignments = ps.Assignment(sp.Matrix([a, b, c]), sp.Matrix([1, 2, 3]))
+ print(assignments)
+
+
+def test_wrong_vector_assignments():
+ """From #17 (https://i10git.cs.fau.de/pycodegen/pystencils/issues/17)"""
+ with pytest.raises(AssertionError,
+ match=r'Matrix(.*) and Matrix(.*) must have same length when performing vector assignment!'):
+ ps.Assignment(sp.Matrix([a, b]), sp.Matrix([1, 2, 3]))
+
+
+def test_vector_assignment_collection():
+ """From #17 (https://i10git.cs.fau.de/pycodegen/pystencils/issues/17)"""
+
+ y_m, x_m = sp.Matrix([a, b, c]), sp.Matrix([1, 2, 3])
+ assignments = ps.AssignmentCollection({y_m: x_m})
+ print(assignments)
+
+ assignments = ps.AssignmentCollection([ps.Assignment(y_m, x_m)])
+ print(assignments)
+
+
+def test_new_with_substitutions():
+ a1 = ps.Assignment(f[0, 0](0), a * b)
+ a2 = ps.Assignment(f[0, 0](1), b * c)
+
+ ac = ps.AssignmentCollection([a1, a2], subexpressions=[])
+ subs_dict = {f[0, 0](0): d[0, 0](0), f[0, 0](1): d[0, 0](1)}
+ subs_ac = ac.new_with_substitutions(subs_dict,
+ add_substitutions_as_subexpressions=False,
+ substitute_on_lhs=True,
+ sort_topologically=True)
+
+ assert subs_ac.main_assignments[0].lhs == d[0, 0](0)
+ assert subs_ac.main_assignments[1].lhs == d[0, 0](1)
+
+ subs_ac = ac.new_with_substitutions(subs_dict,
+ add_substitutions_as_subexpressions=False,
+ substitute_on_lhs=False,
+ sort_topologically=True)
+
+ assert subs_ac.main_assignments[0].lhs == f[0, 0](0)
+ assert subs_ac.main_assignments[1].lhs == f[0, 0](1)
+
+ subs_dict = {a * b: sp.symbols('xi')}
+ subs_ac = ac.new_with_substitutions(subs_dict,
+ add_substitutions_as_subexpressions=False,
+ substitute_on_lhs=False,
+ sort_topologically=True)
+
+ assert subs_ac.main_assignments[0].rhs == sp.symbols('xi')
+ assert len(subs_ac.subexpressions) == 0
+
+ subs_ac = ac.new_with_substitutions(subs_dict,
+ add_substitutions_as_subexpressions=True,
+ substitute_on_lhs=False,
+ sort_topologically=True)
+
+ assert subs_ac.main_assignments[0].rhs == sp.symbols('xi')
+ assert len(subs_ac.subexpressions) == 1
+ assert subs_ac.subexpressions[0].lhs == sp.symbols('xi')
+
+
+def test_copy():
+ a1 = ps.Assignment(f[0, 0](0), a * b)
+ a2 = ps.Assignment(f[0, 0](1), b * c)
+
+ ac = ps.AssignmentCollection([a1, a2], subexpressions=[])
+ ac2 = ac.copy()
+ assert ac2 == ac
+
+
+def test_set_expressions():
+ a1 = ps.Assignment(f[0, 0](0), a * b)
+ a2 = ps.Assignment(f[0, 0](1), b * c)
+
+ ac = ps.AssignmentCollection([a1, a2], subexpressions=[])
+
+ ac.set_main_assignments_from_dict({d[0, 0](0): b * c})
+ assert len(ac.main_assignments) == 1
+ assert ac.main_assignments[0] == ps.Assignment(d[0, 0](0), b * c)
+
+ ac.set_sub_expressions_from_dict({sp.symbols('xi'): a * b})
+ assert len(ac.subexpressions) == 1
+ assert ac.subexpressions[0] == ps.Assignment(sp.symbols('xi'), a * b)
+
+ ac = ac.new_without_subexpressions(subexpressions_to_keep={sp.symbols('xi')})
+ assert ac.subexpressions[0] == ps.Assignment(sp.symbols('xi'), a * b)
+
+ ac = ac.new_without_unused_subexpressions()
+ assert len(ac.subexpressions) == 0
+
+ ac2 = ac.new_without_subexpressions()
+ assert ac == ac2
+
+
+def test_free_and_bound_symbols():
+ a1 = ps.Assignment(a, d[0, 0](0))
+ a2 = ps.Assignment(f[0, 0](1), b * c)
+
+ ac = ps.AssignmentCollection([a2], subexpressions=[a1])
+ assert f[0, 0](1) in ac.bound_symbols
+ assert d[0, 0](0) in ac.free_symbols
+
+
+def test_new_merged():
+ a1 = ps.Assignment(a, b * c)
+ a2 = ps.Assignment(a, x * y)
+ a3 = ps.Assignment(t, x ** 2)
+
+ # main assignments
+ a4 = ps.Assignment(f[0, 0](0), a)
+ a5 = ps.Assignment(d[0, 0](0), a)
+
+ ac = ps.AssignmentCollection([a4], subexpressions=[a1])
+ ac2 = ps.AssignmentCollection([a5], subexpressions=[a2, a3])
+
+ merged_ac = ac.new_merged(ac2)
+
+ assert len(merged_ac.subexpressions) == 3
+ assert len(merged_ac.main_assignments) == 2
+ assert ps.Assignment(sp.symbols('xi_0'), x * y) in merged_ac.subexpressions
+ assert ps.Assignment(d[0, 0](0), sp.symbols('xi_0')) in merged_ac.main_assignments
+ assert a1 in merged_ac.subexpressions
+ assert a3 in merged_ac.subexpressions
diff --git a/pystencils_tests/test_assignment_collection_dict_conversion.py b/pystencils_tests/test_assignment_collection_dict_conversion.py
index 651e0a21275c25d6af54db918ecb33397dd1d898..16d38de8244ccbd6bcb5f4aceec93b4fd44f869e 100644
--- a/pystencils_tests/test_assignment_collection_dict_conversion.py
+++ b/pystencils_tests/test_assignment_collection_dict_conversion.py
@@ -30,11 +30,3 @@ def test_assignment_collection_dict_conversion():
assert collection_dict.main_assignments_dict == {y[1, 0]: x.center(),
y[0, 0]: x.center()}
assert collection_dict.subexpressions_dict == {}
-
-
-def main():
- test_assignment_collection_dict_conversion()
-
-
-if __name__ == '__main__':
- main()
diff --git a/pystencils_tests/test_assignment_from_stencil.py b/pystencils_tests/test_assignment_from_stencil.py
index b3b193f8e1966e963dbf8d3815e98cfebb641e2d..a4bb705d693403af3ea8cc3d44142f52d92b8668 100644
--- a/pystencils_tests/test_assignment_from_stencil.py
+++ b/pystencils_tests/test_assignment_from_stencil.py
@@ -1,6 +1,7 @@
-import pystencils
import numpy as np
+import pystencils
+
def test_assignment_from_stencil():
diff --git a/pystencils_tests/test_astnodes.py b/pystencils_tests/test_astnodes.py
new file mode 100644
index 0000000000000000000000000000000000000000..1d66eae29f1ec4edd7af48813979abb6a9fd1087
--- /dev/null
+++ b/pystencils_tests/test_astnodes.py
@@ -0,0 +1,111 @@
+import pytest
+import sympy as sp
+
+import pystencils as ps
+from pystencils import Assignment
+from pystencils.astnodes import Block, LoopOverCoordinate, SkipIteration, SympyAssignment
+
+sympy_numeric_version = [int(x, 10) for x in sp.__version__.split('.')]
+if len(sympy_numeric_version) < 3:
+ sympy_numeric_version.append(0)
+sympy_numeric_version.reverse()
+sympy_version = sum(x * (100 ** i) for i, x in enumerate(sympy_numeric_version))
+
+dst = ps.fields('dst(8): double[2D]')
+s = sp.symbols('s_:8')
+x = sp.symbols('x')
+y = sp.symbols('y')
+
+
+@pytest.mark.skipif(sympy_version < 10501,
+ reason="Old Sympy Versions behave differently which wont be supported in the near future")
+def test_kernel_function():
+ assignments = [
+ Assignment(dst[0, 0](0), s[0]),
+ Assignment(x, dst[0, 0](2))
+ ]
+
+ ast_node = ps.create_kernel(assignments)
+
+ assert ast_node.target == 'cpu'
+ assert ast_node.backend == 'c'
+ # symbols_defined and undefined_symbols will always return an emtpy set
+ assert ast_node.symbols_defined == set()
+ assert ast_node.undefined_symbols == set()
+ assert ast_node.fields_written == {dst}
+ assert ast_node.fields_read == {dst}
+
+
+def test_skip_iteration():
+ # skip iteration is an object which should give back empty data structures.
+ skipped = SkipIteration()
+ assert skipped.args == []
+ assert skipped.symbols_defined == set()
+ assert skipped.undefined_symbols == set()
+
+
+@pytest.mark.skipif(sympy_version < 10501,
+ reason="Old Sympy Versions behave differently which wont be supported in the near future")
+def test_block():
+ assignments = [
+ Assignment(dst[0, 0](0), s[0]),
+ Assignment(x, dst[0, 0](2))
+ ]
+ bl = Block(assignments)
+ assert bl.symbols_defined == {dst[0, 0](0), dst[0, 0](2), s[0], x}
+
+ bl.append([Assignment(y, 10)])
+ assert bl.symbols_defined == {dst[0, 0](0), dst[0, 0](2), s[0], x, y}
+ assert len(bl.args) == 3
+
+ list_iterator = iter([Assignment(s[1], 11)])
+ bl.insert_front(list_iterator)
+
+ assert bl.args[0] == Assignment(s[1], 11)
+
+
+def test_loop_over_coordinate():
+ assignments = [
+ Assignment(dst[0, 0](0), s[0]),
+ Assignment(x, dst[0, 0](2))
+ ]
+
+ body = Block(assignments)
+ loop = LoopOverCoordinate(body, coordinate_to_loop_over=0, start=0, stop=10, step=1)
+
+ assert loop.body == body
+
+ new_body = Block([assignments[0]])
+ loop = loop.new_loop_with_different_body(new_body)
+ assert loop.body == new_body
+
+ assert loop.start == 0
+ assert loop.stop == 10
+ assert loop.step == 1
+
+ loop.replace(loop.start, 2)
+ loop.replace(loop.stop, 20)
+ loop.replace(loop.step, 2)
+
+ assert loop.start == 2
+ assert loop.stop == 20
+ assert loop.step == 2
+
+
+def test_sympy_assignment():
+ pytest.importorskip('sympy.codegen.rewriting')
+ from sympy.codegen.rewriting import optims_c99
+ assignment = SympyAssignment(dst[0, 0](0), sp.log(x + 3) / sp.log(2) + sp.log(x ** 2 + 1))
+ assignment.optimize(optims_c99)
+
+ ast = ps.create_kernel([assignment])
+ code = ps.get_code_str(ast)
+
+ assert 'log1p' in code
+ assert 'log2' in code
+
+ assignment.replace(assignment.lhs, dst[0, 0](1))
+ assignment.replace(assignment.rhs, sp.log(2))
+
+ assert assignment.lhs == dst[0, 0](1)
+ assert assignment.rhs == sp.log(2)
diff --git a/pystencils_tests/test_basic_usage_llvm.ipynb b/pystencils_tests/test_basic_usage_llvm.ipynb
index 30ba23683d4253135603382679dec5c4a511f25c..4976b4b08e56887f02a9f6bb2ad4cdd61e4d7b9a 100644
--- a/pystencils_tests/test_basic_usage_llvm.ipynb
+++ b/pystencils_tests/test_basic_usage_llvm.ipynb
@@ -390,7 +390,7 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.6.5"
+ "version": "3.8.5"
}
},
"nbformat": 4,
diff --git a/pystencils_tests/test_blocking.py b/pystencils_tests/test_blocking.py
index c554da74daefc618850028595c30a9eb1cf2754a..1c564627152fe0f68a05819dec5cdcdc0bf19330 100644
--- a/pystencils_tests/test_blocking.py
+++ b/pystencils_tests/test_blocking.py
@@ -1,5 +1,6 @@
-import sympy as sp
import numpy as np
+import sympy as sp
+
import pystencils as ps
@@ -17,14 +18,20 @@ def check_equivalence(assignments, src_arr):
for vectorization in [False, {'assume_inner_stride_one': True}]:
with_blocking = ps.create_kernel(assignments, cpu_blocking=(8, 16, 4), cpu_openmp=openmp,
cpu_vectorize_info=vectorization).compile()
+ with_blocking_only_over_y = ps.create_kernel(assignments, cpu_blocking=(0, 16, 0), cpu_openmp=openmp,
+ cpu_vectorize_info=vectorization).compile()
without_blocking = ps.create_kernel(assignments).compile()
- print(" openmp {}, vectorization {}".format(openmp, vectorization))
+
+ print(f" openmp {openmp}, vectorization {vectorization}")
dst_arr = np.zeros_like(src_arr)
+ dst2_arr = np.zeros_like(src_arr)
ref_arr = np.zeros_like(src_arr)
np.copyto(src_arr, np.random.rand(*src_arr.shape))
with_blocking(src=src_arr, dst=dst_arr)
+ with_blocking_only_over_y(src=src_arr, dst=dst2_arr)
without_blocking(src=src_arr, dst=ref_arr)
np.testing.assert_almost_equal(ref_arr, dst_arr)
+ np.testing.assert_almost_equal(ref_arr, dst2_arr)
def test_jacobi3d_var_size():
@@ -58,4 +65,3 @@ def test_jacobi3d_fixed_size():
arr = np.empty([8*4, 16*2, 4*3])
src, dst = ps.fields("src, dst: double[3D]", src=arr, dst=arr)
check_equivalence(jacobi(dst, src), arr)
-
diff --git a/pystencils_tests/test_blocking_staggered.py b/pystencils_tests/test_blocking_staggered.py
index d32e601736721f4a4be4cb69da582672fa3e22c1..a79efe7c4445faa9baeb8323383b382a42f2cf33 100644
--- a/pystencils_tests/test_blocking_staggered.py
+++ b/pystencils_tests/test_blocking_staggered.py
@@ -1,16 +1,19 @@
import numpy as np
+
import pystencils as ps
def test_blocking_staggered():
- f, stag = ps.fields("f, stag(3): double[3D]")
+ f = ps.fields("f: double[3D]")
+ stag = ps.fields("stag(3): double[3D]", field_type=ps.FieldType.STAGGERED)
terms = [
f[0, 0, 0] - f[-1, 0, 0],
f[0, 0, 0] - f[0, -1, 0],
f[0, 0, 0] - f[0, 0, -1],
]
- kernel = ps.create_staggered_kernel(stag, terms, cpu_blocking=(3, 16, 8)).compile()
- reference_kernel = ps.create_staggered_kernel(stag, terms).compile()
+ assignments = [ps.Assignment(stag.staggered_access(d), terms[i]) for i, d in enumerate(stag.staggered_stencil)]
+ kernel = ps.create_staggered_kernel(assignments, cpu_blocking=(3, 16, 8)).compile()
+ reference_kernel = ps.create_staggered_kernel(assignments).compile()
print(ps.show_code(kernel.ast))
f_arr = np.random.rand(80, 33, 19)
diff --git a/pystencils_tests/test_boundary.py b/pystencils_tests/test_boundary.py
index 6aaf4e696bd27766ae0fc06186fa6521e6d9a8e7..421cc2565094687e6acde6de580bcaff9cbc375b 100644
--- a/pystencils_tests/test_boundary.py
+++ b/pystencils_tests/test_boundary.py
@@ -1,9 +1,11 @@
-from tempfile import TemporaryDirectory
import os
+from tempfile import TemporaryDirectory
+
import numpy as np
+import pytest
-from pystencils import create_kernel, Assignment
-from pystencils.boundaries import add_neumann_boundary, Neumann, BoundaryHandling
+from pystencils import Assignment, create_kernel
+from pystencils.boundaries import BoundaryHandling, Dirichlet, Neumann, add_neumann_boundary
from pystencils.datahandling import SerialDataHandling
from pystencils.slicing import slice_from_direction
@@ -82,5 +84,30 @@ def test_kernel_vs_copy_boundary():
np.testing.assert_almost_equal(python_copy_result, handling_result)
with TemporaryDirectory() as tmp_dir:
+ pytest.importorskip('pyevtk')
boundary_handling.geometry_to_vtk(file_name=os.path.join(tmp_dir, 'test_output1'), ghost_layers=False)
boundary_handling.geometry_to_vtk(file_name=os.path.join(tmp_dir, 'test_output2'), ghost_layers=True)
+
+
+@pytest.mark.parametrize('with_indices', ('with_indices', False))
+def test_dirichlet(with_indices):
+ value = (1, 20, 3) if with_indices else 1
+
+ dh = SerialDataHandling(domain_size=(7, 7))
+ src = dh.add_array('src', values_per_cell=3 if with_indices else 1)
+ dh.cpu_arrays.src[...] = np.random.rand(*src.shape)
+ boundary_stencil = [(1, 0), (-1, 0), (0, 1), (0, -1)]
+ boundary_handling = BoundaryHandling(dh, src.name, boundary_stencil)
+ dirichlet = Dirichlet(value)
+ assert dirichlet.name == 'Dirichlet'
+ dirichlet.name = "wall"
+ assert dirichlet.name == 'wall'
+
+ for d in ('N', 'S', 'W', 'E'):
+ boundary_handling.set_boundary(dirichlet, slice_from_direction(d, dim=2))
+ boundary_handling()
+
+ assert all([np.allclose(a, np.array(value)) for a in dh.cpu_arrays.src[1:-2, 0]])
+ assert all([np.allclose(a, np.array(value)) for a in dh.cpu_arrays.src[1:-2, -1]])
+ assert all([np.allclose(a, np.array(value)) for a in dh.cpu_arrays.src[0, 1:-2]])
+ assert all([np.allclose(a, np.array(value)) for a in dh.cpu_arrays.src[-1, 1:-2]])
diff --git a/pystencils_tests/test_boundary_indexlist_creation.py b/pystencils_tests/test_boundary_indexlist_creation.py
new file mode 100644
index 0000000000000000000000000000000000000000..58c6a18f6eb26e0b33f30389465a2cd593b6e930
--- /dev/null
+++ b/pystencils_tests/test_boundary_indexlist_creation.py
@@ -0,0 +1,77 @@
+import numpy as np
+from itertools import product
+import pystencils.boundaries.createindexlist as cil
+
+import pytest
+
+@pytest.mark.parametrize('single_link', [False, True])
+@pytest.mark.skipif(not cil.cython_funcs_available, reason='Cython functions are not available')
+def test_equivalence_cython_python_version(single_link):
+ # D2Q9
+ stencil_2d = tuple((x,y) for x,y in product([-1, 0, 1], [-1, 0, 1]))
+ # D3Q19
+ stencil_3d = tuple((x,y,z) for x,y,z in product([-1, 0, 1], [-1, 0, 1], [-1, 0, 1]) if abs(x) + abs(y) + abs(z) < 3)
+
+ for dtype in [int, np.int16, np.uint32]:
+ fluid_mask = dtype(1)
+ mask = dtype(2)
+ flag_field_2d = np.ones([15, 16], dtype=dtype) * fluid_mask
+ flag_field_3d = np.ones([15, 16, 17], dtype=dtype) * fluid_mask
+
+ flag_field_2d[0, :] = mask
+ flag_field_2d[-1, :] = mask
+ flag_field_2d[7, 7] = mask
+
+ flag_field_3d[0, :, :] = mask
+ flag_field_3d[-1, :, :] = mask
+ flag_field_3d[7, 7, 7] = mask
+
+ result_python_2d = cil._create_boundary_neighbor_index_list_python(flag_field_2d, 1, mask, fluid_mask,
+ stencil_2d, single_link)
+
+ result_python_3d = cil._create_boundary_neighbor_index_list_python(flag_field_3d, 1, mask, fluid_mask,
+ stencil_3d, single_link)
+
+ result_cython_2d = cil.create_boundary_index_list(flag_field_2d, stencil_2d, mask,
+ fluid_mask, 1, True, single_link)
+ result_cython_3d = cil.create_boundary_index_list(flag_field_3d, stencil_3d, mask,
+ fluid_mask, 1, True, single_link)
+
+ np.testing.assert_equal(result_python_2d, result_cython_2d)
+ np.testing.assert_equal(result_python_3d, result_cython_3d)
+
+@pytest.mark.parametrize('single_link', [False, True])
+@pytest.mark.skipif(not cil.cython_funcs_available, reason='Cython functions are not available')
+def test_equivalence_cell_idx_list_cython_python_version(single_link):
+ # D2Q9
+ stencil_2d = tuple((x,y) for x,y in product([-1, 0, 1], [-1, 0, 1]))
+ # D3Q19
+ stencil_3d = tuple((x,y,z) for x,y,z in product([-1, 0, 1], [-1, 0, 1], [-1, 0, 1]) if abs(x) + abs(y) + abs(z) < 3)
+
+ for dtype in [int, np.int16, np.uint32]:
+ fluid_mask = dtype(1)
+ mask = dtype(2)
+ flag_field_2d = np.ones([15, 16], dtype=dtype) * fluid_mask
+ flag_field_3d = np.ones([15, 16, 17], dtype=dtype) * fluid_mask
+
+ flag_field_2d[0, :] = mask
+ flag_field_2d[-1, :] = mask
+ flag_field_2d[7, 7] = mask
+
+ flag_field_3d[0, :, :] = mask
+ flag_field_3d[-1, :, :] = mask
+ flag_field_3d[7, 7, 7] = mask
+
+ result_python_2d = cil._create_boundary_cell_index_list_python(flag_field_2d, mask, fluid_mask,
+ stencil_2d, single_link)
+
+ result_python_3d = cil._create_boundary_cell_index_list_python(flag_field_3d, mask, fluid_mask,
+ stencil_3d, single_link)
+
+ result_cython_2d = cil.create_boundary_index_list(flag_field_2d, stencil_2d, mask, fluid_mask, None,
+ False, single_link)
+ result_cython_3d = cil.create_boundary_index_list(flag_field_3d, stencil_3d, mask, fluid_mask, None,
+ False, single_link)
+
+ np.testing.assert_equal(result_python_2d, result_cython_2d)
+ np.testing.assert_equal(result_python_3d, result_cython_3d)
diff --git a/pystencils_tests/test_buffer.py b/pystencils_tests/test_buffer.py
index 238448c80187585bfca1ce9cd31021dc6b27856b..7ea7fd2a19759201f9a6ebd6a63877a29675710e 100644
--- a/pystencils_tests/test_buffer.py
+++ b/pystencils_tests/test_buffer.py
@@ -1,11 +1,12 @@
"""Tests (un)packing (from)to buffers."""
import numpy as np
-from pystencils import Field, FieldType, Assignment, create_kernel
-from pystencils.field import layout_string_to_tuple, create_numpy_array_with_layout
-from pystencils.stencils import direction_string_to_offset
-from pystencils.slicing import add_ghost_layers, get_slice_before_ghost_layer, get_ghost_region_slice
+from pystencils import Assignment, Field, FieldType, create_kernel
+from pystencils.field import create_numpy_array_with_layout, layout_string_to_tuple
+from pystencils.slicing import (
+ add_ghost_layers, get_ghost_region_slice, get_slice_before_ghost_layer)
+from pystencils.stencil import direction_string_to_offset
FIELD_SIZES = [(32, 10), (10, 8, 6)]
diff --git a/pystencils_tests/test_buffer_gpu.py b/pystencils_tests/test_buffer_gpu.py
index 6494d69561d4fd3a40da5143b117913c1efbdd4b..f63254cd45797f2b2de8b6601fceb23bb0a94d54 100644
--- a/pystencils_tests/test_buffer_gpu.py
+++ b/pystencils_tests/test_buffer_gpu.py
@@ -1,12 +1,15 @@
"""Tests for the (un)packing (from)to buffers on a CUDA GPU."""
import numpy as np
-from pystencils import Field, FieldType, Assignment
-from pystencils.field import layout_string_to_tuple, create_numpy_array_with_layout
-from pystencils.stencils import direction_string_to_offset
-from pystencils.gpucuda import make_python_function, create_cuda_kernel
-from pystencils.slicing import add_ghost_layers, get_slice_before_ghost_layer, get_ghost_region_slice
import pytest
+
+from pystencils import Assignment, Field, FieldType
+from pystencils.field import create_numpy_array_with_layout, layout_string_to_tuple
+from pystencils.gpucuda import create_cuda_kernel, make_python_function
+from pystencils.slicing import (
+ add_ghost_layers, get_ghost_region_slice, get_slice_before_ghost_layer)
+from pystencils.stencil import direction_string_to_offset
+
try:
# noinspection PyUnresolvedReferences
import pycuda.autoinit
@@ -19,6 +22,7 @@ FIELD_SIZES = [(4, 3), (9, 3, 7)]
def _generate_fields(dt=np.uint8, stencil_directions=1, layout='numpy'):
+ pytest.importorskip('pycuda')
field_sizes = FIELD_SIZES
if stencil_directions > 1:
field_sizes = [s + (stencil_directions,) for s in field_sizes]
@@ -35,13 +39,13 @@ def _generate_fields(dt=np.uint8, stencil_directions=1, layout='numpy'):
gpu_src_arr = gpuarray.to_gpu(src_arr)
gpu_dst_arr = gpuarray.zeros_like(gpu_src_arr)
- gpu_buffer_arr = gpuarray.zeros(np.prod(src_arr.shape), dtype=dt)
+ size = int(np.prod(src_arr.shape))
+ gpu_buffer_arr = gpuarray.zeros(size, dtype=dt)
fields.append((src_arr, gpu_src_arr, gpu_dst_arr, gpu_buffer_arr))
return fields
-@pytest.mark.gpu
def test_full_scalar_field():
"""Tests fully (un)packing a scalar field (from)to a GPU buffer."""
fields = _generate_fields()
@@ -70,7 +74,6 @@ def test_full_scalar_field():
np.testing.assert_equal(src_arr, dst_arr)
-@pytest.mark.gpu
def test_field_slice():
"""Tests (un)packing slices of a scalar field (from)to a buffer."""
fields = _generate_fields()
@@ -106,7 +109,6 @@ def test_field_slice():
np.testing.assert_equal(src_arr[pack_slice], dst_arr[unpack_slice])
-@pytest.mark.gpu
def test_all_cell_values():
"""Tests (un)packing all cell values of the a field (from)to a buffer."""
num_cell_values = 7
@@ -145,7 +147,6 @@ def test_all_cell_values():
np.testing.assert_equal(src_arr, dst_arr)
-@pytest.mark.gpu
def test_subset_cell_values():
"""Tests (un)packing a subset of cell values of the a field (from)to a buffer."""
num_cell_values = 7
@@ -187,7 +188,6 @@ def test_subset_cell_values():
np.testing.assert_equal(dst_arr, mask_arr.filled(int(0)))
-@pytest.mark.gpu
def test_field_layouts():
num_cell_values = 7
for layout_str in ['numpy', 'fzyx', 'zyxf', 'reverse_numpy']:
diff --git a/pystencils_tests/test_complex_numbers.py b/pystencils_tests/test_complex_numbers.py
new file mode 100644
index 0000000000000000000000000000000000000000..41dc76a40411129c4ee68f0ee42028b57875d71e
--- /dev/null
+++ b/pystencils_tests/test_complex_numbers.py
@@ -0,0 +1,149 @@
+# -*- coding: utf-8 -*-
+#
+# Copyright © 2019 Stephan Seitz <stephan.seitz@fau.de>
+#
+# Distributed under terms of the GPLv3 license.
+"""
+
+"""
+
+import itertools
+
+import numpy as np
+import pytest
+import sympy
+from sympy.functions import im, re
+
+import pystencils
+from pystencils import AssignmentCollection
+from pystencils.data_types import TypedSymbol, create_type
+
+X, Y = pystencils.fields('x, y: complex64[2d]')
+A, B = pystencils.fields('a, b: float32[2d]')
+S1, S2, T = sympy.symbols('S1, S2, T')
+
+TEST_ASSIGNMENTS = [
+ AssignmentCollection({X[0, 0]: 1j}),
+ AssignmentCollection({
+ S1: re(Y.center),
+ S2: im(Y.center),
+ X[0, 0]: 2j * S1 + S2
+ }),
+ AssignmentCollection({
+ A.center: re(Y.center),
+ B.center: im(Y.center),
+ }),
+ AssignmentCollection({
+ Y.center: re(Y.center) + X.center + 2j,
+ }),
+ AssignmentCollection({
+ T: 2 + 4j,
+ Y.center: X.center / T,
+ })
+]
+
+SCALAR_DTYPES = ['float32', 'float64']
+
+
+@pytest.mark.parametrize("assignment, scalar_dtypes",
+ itertools.product(TEST_ASSIGNMENTS, (np.float32,)))
+@pytest.mark.parametrize('target', ('cpu', 'gpu'))
+def test_complex_numbers(assignment, scalar_dtypes, target):
+ ast = pystencils.create_kernel(assignment,
+ target=target,
+ data_type=scalar_dtypes)
+ code = pystencils.get_code_str(ast)
+
+ print(code)
+ assert "Not supported" not in code
+
+ if target == 'gpu':
+ pytest.importorskip('pycuda')
+
+ kernel = ast.compile()
+ assert kernel is not None
+
+
+X, Y = pystencils.fields('x, y: complex128[2d]')
+A, B = pystencils.fields('a, b: float64[2d]')
+S1, S2 = sympy.symbols('S1, S2')
+T128 = TypedSymbol('ts', create_type('complex128'))
+
+TEST_ASSIGNMENTS = [
+ AssignmentCollection({X[0, 0]: 1j}),
+ AssignmentCollection({
+ S1: re(Y.center),
+ S2: im(Y.center),
+ X[0, 0]: 2j * S1 + S2
+ }),
+ AssignmentCollection({
+ A.center: re(Y.center),
+ B.center: im(Y.center),
+ }),
+ AssignmentCollection({
+ Y.center: re(Y.center) + X.center + 2j,
+ }),
+ AssignmentCollection({
+ T128: 2 + 4j,
+ Y.center: X.center / T128,
+ })
+]
+
+SCALAR_DTYPES = ['float64']
+
+
+@pytest.mark.parametrize("assignment", TEST_ASSIGNMENTS)
+@pytest.mark.parametrize('target', ('cpu', 'gpu'))
+def test_complex_numbers_64(assignment, target):
+ ast = pystencils.create_kernel(assignment,
+ target=target,
+ data_type='double')
+ code = pystencils.get_code_str(ast)
+
+ print(code)
+ assert "Not supported" not in code
+
+ if target == 'gpu':
+ pytest.importorskip('pycuda')
+
+ kernel = ast.compile()
+ assert kernel is not None
+
+
+@pytest.mark.parametrize('dtype', (np.float32, np.float64))
+@pytest.mark.parametrize('target', ('cpu', 'gpu'))
+@pytest.mark.parametrize('with_complex_argument', ('with_complex_argument', False))
+def test_complex_execution(dtype, target, with_complex_argument):
+
+ complex_dtype = f'complex{64 if dtype ==np.float32 else 128}'
+ x, y = pystencils.fields(f'x, y: {complex_dtype}[2d]')
+
+ x_arr = np.zeros((20, 30), complex_dtype)
+ y_arr = np.zeros((20, 30), complex_dtype)
+
+ if with_complex_argument:
+ a = pystencils.TypedSymbol('a', create_type(complex_dtype))
+ else:
+ a = (2j+1)
+
+ assignments = AssignmentCollection({
+ y.center: x.center + a
+ })
+
+ if target == 'gpu':
+ pytest.importorskip('pycuda')
+ from pycuda.gpuarray import zeros
+ x_arr = zeros((20, 30), complex_dtype)
+ y_arr = zeros((20, 30), complex_dtype)
+
+ kernel = pystencils.create_kernel(assignments, target=target, data_type=dtype).compile()
+
+ if with_complex_argument:
+ kernel(x=x_arr, y=y_arr, a=2j+1)
+ else:
+ kernel(x=x_arr, y=y_arr)
+
+ if target == 'gpu':
+ y_arr = y_arr.get()
+ assert np.allclose(y_arr, 2j+1)
+
diff --git a/pystencils_tests/test_conditional_field_access.py b/pystencils_tests/test_conditional_field_access.py
new file mode 100644
index 0000000000000000000000000000000000000000..a4bd53228476ea49f977e08f71acfd1d596231fe
--- /dev/null
+++ b/pystencils_tests/test_conditional_field_access.py
@@ -0,0 +1,69 @@
+# -*- coding: utf-8 -*-
+#
+# Copyright © 2019 Stephan Seitz <stephan.seitz@fau.de>
+#
+# Distributed under terms of the GPLv3 license.
+
+"""
+
+"""
+import itertools
+
+import numpy as np
+import pytest
+import sympy as sp
+
+import pystencils as ps
+from pystencils import Field, x_vector
+from pystencils.astnodes import ConditionalFieldAccess
+from pystencils.simp import sympy_cse
+
+
+def add_fixed_constant_boundary_handling(assignments, with_cse):
+
+ common_shape = next(iter(set().union(itertools.chain.from_iterable(
+ [a.atoms(Field.Access) for a in assignments]
+ )))).field.spatial_shape
+ ndim = len(common_shape)
+
+ def is_out_of_bound(access, shape):
+ return sp.Or(*[sp.Or(a < 0, a >= s) for a, s in zip(access, shape)])
+
+ safe_assignments = [ps.Assignment(
+ assignment.lhs, assignment.rhs.subs({
+ a: ConditionalFieldAccess(a, is_out_of_bound(sp.Matrix(a.offsets) + x_vector(ndim), common_shape))
+ for a in assignment.rhs.atoms(Field.Access) if not a.is_absolute_access
+ })) for assignment in assignments.all_assignments]
+
+ subs = [{a: ConditionalFieldAccess(a, is_out_of_bound(
+ sp.Matrix(a.offsets) + x_vector(ndim), common_shape))
+ for a in assignment.rhs.atoms(Field.Access) if not a.is_absolute_access
+ } for assignment in assignments.all_assignments]
+ print(subs)
+
+ if with_cse:
+ safe_assignments = sympy_cse(ps.AssignmentCollection(safe_assignments))
+ return safe_assignments
+ else:
+ return ps.AssignmentCollection(safe_assignments)
+
+
+@pytest.mark.parametrize('with_cse', (False, 'with_cse'))
+def test_boundary_check(with_cse):
+
+ f, g = ps.fields("f, g : [2D]")
+ stencil = ps.Assignment(g[0, 0],
+ (f[1, 0] + f[-1, 0] + f[0, 1] + f[0, -1]) / 4)
+
+ f_arr = np.random.rand(1000, 1000)
+ g_arr = np.zeros_like(f_arr)
+ # kernel(f=f_arr, g=g_arr)
+
+ assignments = add_fixed_constant_boundary_handling(ps.AssignmentCollection([stencil]), with_cse)
+
+ print(assignments)
+ kernel_checked = ps.create_kernel(assignments, ghost_layers=0).compile()
+ ps.show_code(kernel_checked)
+
+ # No SEGFAULT, please!!
+ kernel_checked(f=f_arr, g=g_arr)
diff --git a/pystencils_tests/test_conditional_vec.py b/pystencils_tests/test_conditional_vec.py
index b66cffcb862ca1332aa735373e44c8249f9d64c4..d3fc3dc66b4254e4b78a7699ce23316afb830132 100644
--- a/pystencils_tests/test_conditional_vec.py
+++ b/pystencils_tests/test_conditional_vec.py
@@ -1,7 +1,8 @@
-import pystencils as ps
-import sympy as sp
import numpy as np
-from pystencils.astnodes import Conditional, Block
+import sympy as sp
+
+import pystencils as ps
+from pystencils.astnodes import Block, Conditional
from pystencils.cpu.vectorization import vec_all, vec_any
diff --git a/pystencils_tests/test_cuda_known_functions.py b/pystencils_tests/test_cuda_known_functions.py
new file mode 100644
index 0000000000000000000000000000000000000000..dcdabeaef6934e06b289351127b168d77d803be9
--- /dev/null
+++ b/pystencils_tests/test_cuda_known_functions.py
@@ -0,0 +1,49 @@
+import sympy
+
+import pytest
+
+import pystencils
+from pystencils.astnodes import get_dummy_symbol
+from pystencils.backends.cuda_backend import CudaSympyPrinter
+from pystencils.data_types import address_of
+
+
+def test_cuda_known_functions():
+ printer = CudaSympyPrinter()
+ print(printer.known_functions)
+
+ x, y = pystencils.fields('x,y: float32 [2d]')
+
+ assignments = pystencils.AssignmentCollection({
+ get_dummy_symbol(): sympy.Function('atomicAdd')(address_of(y.center()), 2),
+ y.center(): sympy.Function('rsqrtf')(x[0, 0])
+ })
+
+ ast = pystencils.create_kernel(assignments, 'gpu')
+ pytest.importorskip('pycuda')
+ pystencils.show_code(ast)
+ kernel = ast.compile()
+ assert(kernel is not None)
+
+
+def test_cuda_but_not_c():
+ x, y = pystencils.fields('x,y: float32 [2d]')
+
+ assignments = pystencils.AssignmentCollection({
+ get_dummy_symbol(): sympy.Function('atomicAdd')(address_of(y.center()), 2),
+ y.center(): sympy.Function('rsqrtf')(x[0, 0])
+ })
+
+ ast = pystencils.create_kernel(assignments, 'cpu')
+ pystencils.show_code(ast)
+
+
+def test_cuda_unknown():
+ x, y = pystencils.fields('x,y: float32 [2d]')
+
+ assignments = pystencils.AssignmentCollection({
+ get_dummy_symbol(): sympy.Function('wtf')(address_of(y.center()), 2),
+ })
+
+ ast = pystencils.create_kernel(assignments, 'gpu')
+ pystencils.show_code(ast)
diff --git a/pystencils_tests/test_cudagpu.py b/pystencils_tests/test_cudagpu.py
index 3afddb128d2bb649f6bc5454d3ddfcd71d2a61a2..f5efd517f0457ffc71d5c8015dd5d4f92aef47ea 100644
--- a/pystencils_tests/test_cudagpu.py
+++ b/pystencils_tests/test_cudagpu.py
@@ -1,13 +1,15 @@
import numpy as np
-import sympy as sp
-from pystencils import Field, Assignment, fields
-from pystencils.simp import sympy_cse_on_assignment_list
-from pystencils.gpucuda.indexing import LineIndexing
-from pystencils.slicing import remove_ghost_layers, add_ghost_layers, make_slice
-from pystencils.gpucuda import make_python_function, create_cuda_kernel, BlockIndexing
+import pycuda.autoinit
import pycuda.gpuarray as gpuarray
+import sympy as sp
from scipy.ndimage import convolve
+from pystencils import Assignment, Field, fields
+from pystencils.gpucuda import BlockIndexing, create_cuda_kernel, make_python_function
+from pystencils.gpucuda.indexing import LineIndexing
+from pystencils.simp import sympy_cse_on_assignment_list
+from pystencils.slicing import add_ghost_layers, make_slice, remove_ghost_layers
+
def test_averaging_kernel():
size = (40, 55)
@@ -147,11 +149,6 @@ def test_periodicity():
np.testing.assert_equal(cpu_result, gpu_result)
-def test_block_size_limiting():
- res = BlockIndexing.limit_block_size_to_device_maximum((4096, 4096, 4096))
- assert all(r < 4096 for r in res)
-
-
def test_block_indexing():
f = fields("f: [3D]")
bi = BlockIndexing(f, make_slice[:, :, :], block_size=(16, 8, 2), permute_block_size_dependent_on_layout=False)
diff --git a/pystencils_tests/test_custom_backends.py b/pystencils_tests/test_custom_backends.py
new file mode 100644
index 0000000000000000000000000000000000000000..6500076ce278bff4fc2a81f65c55553bd9523d78
--- /dev/null
+++ b/pystencils_tests/test_custom_backends.py
@@ -0,0 +1,52 @@
+from subprocess import CalledProcessError
+
+import pytest
+import sympy
+
+import pycuda.driver
+import pystencils
+import pystencils.cpu.cpujit
+import pystencils.gpucuda.cudajit
+from pystencils.backends.cbackend import CBackend
+from pystencils.backends.cuda_backend import CudaBackend
+
+
+class ScreamingBackend(CBackend):
+
+ def _print(self, node):
+ normal_code = super()._print(node)
+ return normal_code.upper()
+
+
+class ScreamingGpuBackend(CudaBackend):
+
+ def _print(self, node):
+ normal_code = super()._print(node)
+ return normal_code.upper()
+
+
+def test_custom_backends_cpu():
+ z, x, y = pystencils.fields("z, y, x: [2d]")
+
+ normal_assignments = pystencils.AssignmentCollection([pystencils.Assignment(
+ z[0, 0], x[0, 0] * sympy.log(x[0, 0] * y[0, 0]))], [])
+
+ ast = pystencils.create_kernel(normal_assignments, target='cpu')
+ pystencils.show_code(ast, ScreamingBackend())
+ with pytest.raises(CalledProcessError):
+ pystencils.cpu.cpujit.make_python_function(ast, custom_backend=ScreamingBackend())
+
+
+def test_custom_backends_gpu():
+ pytest.importorskip('pycuda')
+ import pycuda.driver
+
+ z, x, y = pystencils.fields("z, y, x: [2d]")
+
+ normal_assignments = pystencils.AssignmentCollection([pystencils.Assignment(
+ z[0, 0], x[0, 0] * sympy.log(x[0, 0] * y[0, 0]))], [])
+
+ ast = pystencils.create_kernel(normal_assignments, target='gpu')
+ pystencils.show_code(ast, ScreamingGpuBackend())
+ with pytest.raises(pycuda.driver.CompileError):
+ pystencils.gpucuda.cudajit.make_python_function(ast, custom_backend=ScreamingGpuBackend())
diff --git a/pystencils_tests/test_data/datahandling_load_test.npz b/pystencils_tests/test_data/datahandling_load_test.npz
new file mode 100644
index 0000000000000000000000000000000000000000..d363a8a0aba1bb78a06314a19b887eb4c4975334
Binary files /dev/null and b/pystencils_tests/test_data/datahandling_load_test.npz differ
diff --git a/pystencils_tests/test_data/datahandling_save_test.npz b/pystencils_tests/test_data/datahandling_save_test.npz
new file mode 100644
index 0000000000000000000000000000000000000000..d363a8a0aba1bb78a06314a19b887eb4c4975334
Binary files /dev/null and b/pystencils_tests/test_data/datahandling_save_test.npz differ
diff --git a/pystencils_tests/test_data/lenna.png b/pystencils_tests/test_data/lenna.png
new file mode 100644
index 0000000000000000000000000000000000000000..59ef68aabd033341028ccd2b1f6c5871c02b9d7b
Binary files /dev/null and b/pystencils_tests/test_data/lenna.png differ
diff --git a/pystencils_tests/test_data/test_vessel2d_mask.png b/pystencils_tests/test_data/test_vessel2d_mask.png
new file mode 100644
index 0000000000000000000000000000000000000000..1e86b699b10cd8749f899a7600cd0a46fbe98b7b
Binary files /dev/null and b/pystencils_tests/test_data/test_vessel2d_mask.png differ
diff --git a/pystencils_tests/test_datahandling.py b/pystencils_tests/test_datahandling.py
index 887c855dbb1c0be11847f0d3a34f849edea08ce9..a9b6878c8d986a2e57260b4e2007390a3cd85576 100644
--- a/pystencils_tests/test_datahandling.py
+++ b/pystencils_tests/test_datahandling.py
@@ -1,8 +1,22 @@
-import numpy as np
import os
from tempfile import TemporaryDirectory
+from pathlib import Path
+
+import numpy as np
+
import pystencils as ps
-from pystencils import create_kernel, create_data_handling
+from pystencils import create_data_handling, create_kernel
+from pystencils.datahandling.pycuda import PyCudaArrayHandler
+from pystencils.datahandling.pyopencl import PyOpenClArrayHandler
+
+try:
+ import pytest
+except ImportError:
+ import unittest.mock
+ pytest = unittest.mock.MagicMock()
+
+SCRIPT_FOLDER = Path(__file__).parent.absolute()
+INPUT_FOLDER = SCRIPT_FOLDER / "test_data"
def basic_iteration(dh):
@@ -98,17 +112,16 @@ def synchronization(dh, test_gpu=False):
np.testing.assert_equal(42, b[field_name])
-def kernel_execution_jacobi(dh, test_gpu=False):
- if test_gpu:
- try:
- from pycuda import driver
- import pycuda.autoinit
- except ImportError:
- print("Skipping kernel_execution_jacobi GPU version, because pycuda not available")
- return
+def kernel_execution_jacobi(dh, target):
+ test_gpu = target == 'gpu' or target == 'opencl'
dh.add_array('f', gpu=test_gpu)
dh.add_array('tmp', gpu=test_gpu)
+
+ if test_gpu:
+ assert dh.is_on_gpu('f')
+ assert dh.is_on_gpu('tmp')
+
stencil_2d = [(1, 0), (-1, 0), (0, 1), (0, -1)]
stencil_3d = [(1, 0, 0), (-1, 0, 0), (0, 1, 0), (0, -1, 0), (0, 0, 1), (0, 0, -1)]
stencil = stencil_2d if dh.dim == 2 else stencil_3d
@@ -117,7 +130,7 @@ def kernel_execution_jacobi(dh, test_gpu=False):
def jacobi():
dh.fields.tmp.center @= sum(dh.fields.f.neighbors(stencil)) / len(stencil)
- kernel = create_kernel(jacobi, target='gpu' if test_gpu else 'cpu').compile()
+ kernel = create_kernel(jacobi, target).compile()
for b in dh.iterate(ghost_layers=1):
b['f'].fill(42)
dh.run_kernel(kernel)
@@ -126,6 +139,7 @@ def kernel_execution_jacobi(dh, test_gpu=False):
def vtk_output(dh):
+ pytest.importorskip('pyevtk')
dh.add_array('scalar_field')
dh.add_array('vector_field', values_per_cell=dh.dim)
dh.add_array('multiple_scalar_field', values_per_cell=9)
@@ -194,18 +208,185 @@ def test_access_and_gather():
def test_kernel():
for domain_shape in [(4, 5), (3, 4, 5)]:
dh = create_data_handling(domain_size=domain_shape, periodicity=True)
- kernel_execution_jacobi(dh, test_gpu=True)
+ assert all(dh.periodicity)
+ kernel_execution_jacobi(dh, 'cpu')
reduction(dh)
try:
import pycuda
dh = create_data_handling(domain_size=domain_shape, periodicity=True)
- kernel_execution_jacobi(dh, test_gpu=False)
+ kernel_execution_jacobi(dh, 'gpu')
except ImportError:
pass
+@pytest.mark.parametrize('target', ('cpu', 'gpu', 'opencl'))
+def test_kernel_param(target):
+ for domain_shape in [(4, 5), (3, 4, 5)]:
+ if target == 'gpu':
+ pytest.importorskip('pycuda')
+ if target == 'opencl':
+ pytest.importorskip('pyopencl')
+ from pystencils.opencl.opencljit import init_globally
+ init_globally()
+
+ dh = create_data_handling(domain_size=domain_shape, periodicity=True, default_target=target)
+ kernel_execution_jacobi(dh, target)
+ reduction(dh)
+
+
def test_vtk_output():
+ pytest.importorskip('pyevtk')
for domain_shape in [(4, 5), (3, 4, 5)]:
dh = create_data_handling(domain_size=domain_shape, periodicity=True)
vtk_output(dh)
+
+
+def test_add_arrays():
+ domain_shape = (3, 4, 5)
+ field_description = 'x, y(9)'
+
+ dh = create_data_handling(domain_size=domain_shape, default_ghost_layers=0, default_layout='numpy')
+ x_, y_ = dh.add_arrays(field_description)
+
+ x, y = ps.fields(field_description + ': [3,4,5]')
+
+ assert x_ == x
+ assert y_ == y
+ assert x == dh.fields['x']
+ assert y == dh.fields['y']
+
+
+def test_get_kwarg():
+ domain_shape = (10, 10)
+ field_description = 'src, dst'
+
+ dh = create_data_handling(domain_size=domain_shape, default_ghost_layers=1)
+ src, dst = dh.add_arrays(field_description)
+ dh.fill("src", 1.0, ghost_layers=True)
+ dh.fill("dst", 0.0, ghost_layers=True)
+
+ with pytest.raises(ValueError):
+ dh.add_array('src')
+
+ ur = ps.Assignment(src.center, dst.center)
+ kernel = ps.create_kernel(ur).compile()
+
+ kw = dh.get_kernel_kwargs(kernel)
+ assert np.all(kw[0]['src'] == dh.cpu_arrays['src'])
+ assert np.all(kw[0]['dst'] == dh.cpu_arrays['dst'])
+
+
+def test_add_custom_data():
+ pytest.importorskip('pycuda')
+
+ import pycuda.gpuarray as gpuarray
+ import pycuda.autoinit # noqa
+
+ def cpu_data_create_func():
+ return np.ones((2, 2), dtype=np.float64)
+
+ def gpu_data_create_func():
+ return gpuarray.zeros((2, 2), dtype=np.float64)
+
+ def cpu_to_gpu_transfer_func(gpuarr, cpuarray):
+ gpuarr.set(cpuarray)
+
+ def gpu_to_cpu_transfer_func(gpuarr, cpuarray):
+ gpuarr.get(cpuarray)
+
+ dh = create_data_handling(domain_size=(10, 10))
+ dh.add_custom_data('custom_data',
+ cpu_data_create_func,
+ gpu_data_create_func,
+ cpu_to_gpu_transfer_func,
+ gpu_to_cpu_transfer_func)
+
+ assert np.all(dh.custom_data_cpu['custom_data'] == 1)
+ assert np.all(dh.custom_data_gpu['custom_data'].get() == 0)
+
+ dh.to_cpu(name='custom_data')
+ dh.to_gpu(name='custom_data')
+
+ assert 'custom_data' in dh.custom_data_names
+
+
+def test_log():
+ dh = create_data_handling(domain_size=(10, 10))
+ dh.log_on_root()
+ assert dh.is_root
+ assert dh.world_rank == 0
+
+
+def test_save_data():
+ domain_shape = (2, 2)
+
+ dh = create_data_handling(domain_size=domain_shape, default_ghost_layers=1)
+ dh.add_array("src", values_per_cell=9)
+ dh.fill("src", 1.0, ghost_layers=True)
+ dh.add_array("dst", values_per_cell=9)
+ dh.fill("dst", 1.0, ghost_layers=True)
+
+ dh.save_all(str(INPUT_FOLDER) + '/datahandling_save_test')
+
+
+def test_load_data():
+ domain_shape = (2, 2)
+
+ dh = create_data_handling(domain_size=domain_shape, default_ghost_layers=1)
+ dh.add_array("src", values_per_cell=9)
+ dh.fill("src", 0.0, ghost_layers=True)
+ dh.add_array("dst", values_per_cell=9)
+ dh.fill("dst", 0.0, ghost_layers=True)
+
+ dh.load_all(str(INPUT_FOLDER) + '/datahandling_load_test')
+ assert np.all(dh.cpu_arrays['src']) == 1
+ assert np.all(dh.cpu_arrays['dst']) == 1
+
+ domain_shape = (3, 3)
+
+ dh = create_data_handling(domain_size=domain_shape, default_ghost_layers=1)
+ dh.add_array("src", values_per_cell=9)
+ dh.fill("src", 0.0, ghost_layers=True)
+ dh.add_array("dst", values_per_cell=9)
+ dh.fill("dst", 0.0, ghost_layers=True)
+ dh.add_array("dst2", values_per_cell=9)
+ dh.fill("dst2", 0.0, ghost_layers=True)
+
+ dh.load_all(str(INPUT_FOLDER) + '/datahandling_load_test')
+ assert np.all(dh.cpu_arrays['src']) == 0
+ assert np.all(dh.cpu_arrays['dst']) == 0
+ assert np.all(dh.cpu_arrays['dst2']) == 0
+
+
+@pytest.mark.parametrize('target', ('gpu', 'opencl'))
+def test_array_handler(target):
+ size = (2, 2)
+ if target == 'gpu':
+ array_handler = PyCudaArrayHandler()
+ if target == 'opencl':
+ pytest.importorskip('pyopencl')
+ import pyopencl as cl
+ from pystencils.opencl.opencljit import init_globally
+ init_globally()
+ ctx = cl.create_some_context(0)
+ queue = cl.CommandQueue(ctx)
+ array_handler = PyOpenClArrayHandler(queue)
+
+ zero_array = array_handler.zeros(size)
+ cpu_array = np.empty(size)
+ array_handler.download(zero_array, cpu_array)
+ assert np.all(cpu_array) == 0
+
+ ones_array = array_handler.ones(size)
+ cpu_array = np.empty(size)
+ array_handler.download(ones_array, cpu_array)
+ assert np.all(cpu_array) == 1
+
+ empty = array_handler.empty(size)
+ assert empty.strides == (16, 8)
+ empty = array_handler.empty(shape=size, layout=(1, 0))
+ assert empty.strides == (8, 16)
+
+ random_array = array_handler.randn(size)
+
diff --git a/pystencils_tests/test_datahandling_parallel.py b/pystencils_tests/test_datahandling_parallel.py
index 5111bd247eda4be951686095ecdfa94e8df54bfa..efe106dc0090bf69dff0d187008c1a8653c4a98e 100644
--- a/pystencils_tests/test_datahandling_parallel.py
+++ b/pystencils_tests/test_datahandling_parallel.py
@@ -1,8 +1,16 @@
import numpy as np
-from pystencils.datahandling.parallel_datahandling import ParallelDataHandling
-from pystencils_tests.test_datahandling import access_and_gather, synchronization, kernel_execution_jacobi, vtk_output, \
- reduction
import waLBerla as wlb
+from pystencils import make_slice
+
+from pystencils.datahandling.parallel_datahandling import ParallelDataHandling
+from pystencils_tests.test_datahandling import (
+ access_and_gather, kernel_execution_jacobi, reduction, synchronization, vtk_output)
+
+try:
+ import pytest
+except ImportError:
+ import unittest.mock
+ pytest = unittest.mock.MagicMock()
def test_access_and_gather():
@@ -49,13 +57,13 @@ def test_kernel():
# 3D
blocks = wlb.createUniformBlockGrid(blocks=(3, 2, 4), cellsPerBlock=(3, 2, 5), oneBlockPerProcess=False)
dh = ParallelDataHandling(blocks)
- kernel_execution_jacobi(dh, test_gpu=gpu)
+ kernel_execution_jacobi(dh, 'gpu')
reduction(dh)
# 2D
blocks = wlb.createUniformBlockGrid(blocks=(3, 2, 1), cellsPerBlock=(3, 2, 1), oneBlockPerProcess=False)
dh = ParallelDataHandling(blocks, dim=2)
- kernel_execution_jacobi(dh, test_gpu=gpu)
+ kernel_execution_jacobi(dh, 'gpu')
reduction(dh)
@@ -63,3 +71,51 @@ def test_vtk_output():
blocks = wlb.createUniformBlockGrid(blocks=(3, 2, 4), cellsPerBlock=(3, 2, 5), oneBlockPerProcess=False)
dh = ParallelDataHandling(blocks)
vtk_output(dh)
+
+
+def test_block_iteration():
+ block_size = (16, 16, 16)
+ num_blocks = (2, 2, 2)
+ blocks = wlb.createUniformBlockGrid(blocks=num_blocks, cellsPerBlock=block_size, oneBlockPerProcess=False)
+ dh = ParallelDataHandling(blocks, default_ghost_layers=2)
+ dh.add_array('v', values_per_cell=1, dtype=np.int64, ghost_layers=2, gpu=True)
+
+ for b in dh.iterate():
+ b['v'].fill(1)
+
+ s = 0
+ for b in dh.iterate():
+ s += np.sum(b['v'])
+
+ assert s == 40*40*40
+
+ sl = make_slice[0:18, 0:18, 0:18]
+ for b in dh.iterate(slice_obj=sl):
+ b['v'].fill(0)
+
+ s = 0
+ for b in dh.iterate():
+ s += np.sum(b['v'])
+
+ assert s == 40*40*40 - 20*20*20
+
+
+def test_getter_setter():
+ block_size = (2, 2, 2)
+ num_blocks = (2, 2, 2)
+ blocks = wlb.createUniformBlockGrid(blocks=num_blocks, cellsPerBlock=block_size, oneBlockPerProcess=False)
+ dh = ParallelDataHandling(blocks, default_ghost_layers=2)
+ dh.add_array('v', values_per_cell=1, dtype=np.int64, ghost_layers=2, gpu=True)
+
+ assert dh.shape == (4, 4, 4)
+ assert dh.periodicity == (False, False, False)
+ assert dh.values_per_cell('v') == 1
+ assert dh.has_data('v') is True
+ assert 'v' in dh.array_names
+ dh.log_on_root()
+ assert dh.is_root is True
+ assert dh.world_rank == 0
+
+ dh.to_gpu('v')
+ assert dh.is_on_gpu('v') is True
+ dh.all_to_cpu()
diff --git a/pystencils_tests/test_derivative.py b/pystencils_tests/test_derivative.py
index 74ad02e38c8cee23fa7e1d99a0abbe4a748c7cf1..82738429c4c99789d1c719ebd03d8f6cf8c46641 100644
--- a/pystencils_tests/test_derivative.py
+++ b/pystencils_tests/test_derivative.py
@@ -1,8 +1,9 @@
import sympy as sp
-import pystencils as ps
+from sympy.abc import a, b, t, x, y, z
from sympy.printing.latex import LatexPrinter
+
+import pystencils as ps
from pystencils.fd import *
-from sympy.abc import a, b, t, x, y, z
def test_derivative_basic():
diff --git a/pystencils_tests/test_dtype_check.py b/pystencils_tests/test_dtype_check.py
index fdbcb9b224b982fa974589f777e1259008204b73..194a6338fb32bb95b1cd6d5df3cd12640abdb7d8 100644
--- a/pystencils_tests/test_dtype_check.py
+++ b/pystencils_tests/test_dtype_check.py
@@ -1,7 +1,8 @@
-import pystencils
import numpy as np
import pytest
+import pystencils
+
def test_dtype_check_wrong_type():
array = np.ones((10, 20)).astype(np.float32)
@@ -15,7 +16,7 @@ def test_dtype_check_wrong_type():
with pytest.raises(ValueError) as e:
kernel(x=array, y=output)
- assert 'Wrong data type' in str(e)
+ assert 'Wrong data type' in str(e.value)
def test_dtype_check_correct_type():
diff --git a/pystencils_tests/test_fast_approximation.py b/pystencils_tests/test_fast_approximation.py
index bc07ae9b8c133fb136fcca25aeea00c256e181d1..ccd2d7b8ea15a4c36069a58bc1197b314cce2ca1 100644
--- a/pystencils_tests/test_fast_approximation.py
+++ b/pystencils_tests/test_fast_approximation.py
@@ -1,7 +1,8 @@
import sympy as sp
+
import pystencils as ps
-from pystencils.fast_approximation import insert_fast_divisions, insert_fast_sqrts, fast_sqrt, fast_inv_sqrt, \
- fast_division
+from pystencils.fast_approximation import (
+ fast_division, fast_inv_sqrt, fast_sqrt, insert_fast_divisions, insert_fast_sqrts)
def test_fast_sqrt():
@@ -10,8 +11,9 @@ def test_fast_sqrt():
assert len(insert_fast_sqrts(expr).atoms(fast_sqrt)) == 1
assert len(insert_fast_sqrts([expr])[0].atoms(fast_sqrt)) == 1
- ast = ps.create_kernel(ps.Assignment(g[0, 0], insert_fast_sqrts(expr)), target='gpu')
- code_str = str(ps.show_code(ast))
+ ast_gpu = ps.create_kernel(ps.Assignment(g[0, 0], insert_fast_sqrts(expr)), target='gpu')
+ ast_gpu.compile()
+ code_str = ps.get_code_str(ast_gpu)
assert '__fsqrt_rn' in code_str
expr = ps.Assignment(sp.Symbol("tmp"), 3 / sp.sqrt(f[0, 0] + f[1, 0]))
@@ -19,8 +21,9 @@ def test_fast_sqrt():
ac = ps.AssignmentCollection([expr], [])
assert len(insert_fast_sqrts(ac).main_assignments[0].atoms(fast_inv_sqrt)) == 1
- ast = ps.create_kernel(insert_fast_sqrts(ac), target='gpu')
- code_str = str(ps.show_code(ast))
+ ast_gpu = ps.create_kernel(insert_fast_sqrts(ac), target='gpu')
+ ast_gpu.compile()
+ code_str = ps.get_code_str(ast_gpu)
assert '__frsqrt_rn' in code_str
@@ -33,5 +36,6 @@ def test_fast_divisions():
assert len(insert_fast_divisions(expr).atoms(fast_division)) == 1
ast = ps.create_kernel(ps.Assignment(g[0, 0], insert_fast_divisions(expr)), target='gpu')
- code_str = str(ps.show_code(ast))
+ ast.compile()
+ code_str = ps.get_code_str(ast)
assert '__fdividef' in code_str
diff --git a/pystencils_tests/test_fd_derivation.ipynb b/pystencils_tests/test_fd_derivation.ipynb
index 50ff9e1015b8c3e1983185b3be8f007383dfcabe..4195e635454bca725cd4c235d008fca0a5fe1dd4 100644
--- a/pystencils_tests/test_fd_derivation.ipynb
+++ b/pystencils_tests/test_fd_derivation.ipynb
@@ -2,7 +2,7 @@
"cells": [
{
"cell_type": "code",
- "execution_count": 11,
+ "execution_count": 1,
"metadata": {},
"outputs": [],
"source": [
@@ -19,7 +19,7 @@
},
{
"cell_type": "code",
- "execution_count": 12,
+ "execution_count": 2,
"metadata": {},
"outputs": [],
"source": [
@@ -34,7 +34,7 @@
},
{
"cell_type": "code",
- "execution_count": 13,
+ "execution_count": 3,
"metadata": {},
"outputs": [
{
@@ -43,7 +43,7 @@
"Finite difference stencil of accuracy 2, isotropic error: False"
]
},
- "execution_count": 13,
+ "execution_count": 3,
"metadata": {},
"output_type": "execute_result"
}
@@ -56,14 +56,14 @@
},
{
"cell_type": "code",
- "execution_count": 14,
+ "execution_count": 4,
"metadata": {},
"outputs": [
{
"data": {
- "image/png": "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\n",
+ "image/png": "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\n",
"text/latex": [
- "$$\\left[\\begin{matrix}0 & 0 & 0\\\\1 & -2 & 1\\\\0 & 0 & 0\\end{matrix}\\right]$$"
+ "$\\displaystyle \\left[\\begin{matrix}0 & 0 & 0\\\\1 & -2 & 1\\\\0 & 0 & 0\\end{matrix}\\right]$"
],
"text/plain": [
"⎡0 0 0⎤\n",
@@ -73,13 +73,13 @@
"⎣0 0 0⎦"
]
},
- "execution_count": 14,
+ "execution_count": 4,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
- "standard_2d_00.get_stencil().as_matrix()"
+ "standard_2d_00.get_stencil().as_array()"
]
},
{
@@ -93,7 +93,7 @@
},
{
"cell_type": "code",
- "execution_count": 15,
+ "execution_count": 5,
"metadata": {},
"outputs": [
{
@@ -102,7 +102,7 @@
"Finite difference stencil of accuracy 2, isotropic error: True"
]
},
- "execution_count": 15,
+ "execution_count": 5,
"metadata": {},
"output_type": "execute_result"
}
@@ -118,14 +118,14 @@
},
{
"cell_type": "code",
- "execution_count": 16,
+ "execution_count": 6,
"metadata": {},
"outputs": [
{
"data": {
- "image/png": "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\n",
+ "image/png": "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\n",
"text/latex": [
- "$$\\left[\\begin{matrix}\\frac{1}{12} & - \\frac{1}{6} & \\frac{1}{12}\\\\\\frac{5}{6} & - \\frac{5}{3} & \\frac{5}{6}\\\\\\frac{1}{12} & - \\frac{1}{6} & \\frac{1}{12}\\end{matrix}\\right]$$"
+ "$\\displaystyle \\left[\\begin{matrix}\\frac{1}{12} & - \\frac{1}{6} & \\frac{1}{12}\\\\\\frac{5}{6} & - \\frac{5}{3} & \\frac{5}{6}\\\\\\frac{1}{12} & - \\frac{1}{6} & \\frac{1}{12}\\end{matrix}\\right]$"
],
"text/plain": [
"⎡1/12 -1/6 1/12⎤\n",
@@ -135,23 +135,23 @@
"⎣1/12 -1/6 1/12⎦"
]
},
- "execution_count": 16,
+ "execution_count": 6,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
- "isotropic_2d_00_res.as_matrix()"
+ "isotropic_2d_00_res.as_array()"
]
},
{
"cell_type": "code",
- "execution_count": 17,
+ "execution_count": 7,
"metadata": {},
"outputs": [
{
"data": {
- "image/png": "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\n",
+ "image/png": "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\n",
"text/plain": [
"<Figure size 144x144 with 1 Axes>"
]
@@ -169,12 +169,12 @@
},
{
"cell_type": "code",
- "execution_count": 18,
+ "execution_count": 8,
"metadata": {},
"outputs": [],
"source": [
- "expected_result = sp.Matrix([[1, -2, 1], [10, -20, 10], [1, -2, 1]]) / 12\n",
- "assert expected_result == isotropic_2d_00_res.as_matrix()"
+ "expected_result = sp.Array([[1, -2, 1], [10, -20, 10], [1, -2, 1]]) / 12\n",
+ "assert expected_result == isotropic_2d_00_res.as_array()"
]
},
{
@@ -186,14 +186,14 @@
},
{
"cell_type": "code",
- "execution_count": 19,
+ "execution_count": 9,
"metadata": {},
"outputs": [
{
"data": {
- "image/png": "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\n",
+ "image/png": "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\n",
"text/latex": [
- "$$\\left[\\begin{matrix}\\frac{1}{6} & \\frac{2}{3} & \\frac{1}{6}\\\\\\frac{2}{3} & - \\frac{10}{3} & \\frac{2}{3}\\\\\\frac{1}{6} & \\frac{2}{3} & \\frac{1}{6}\\end{matrix}\\right]$$"
+ "$\\displaystyle \\left[\\begin{matrix}\\frac{1}{6} & \\frac{2}{3} & \\frac{1}{6}\\\\\\frac{2}{3} & - \\frac{10}{3} & \\frac{2}{3}\\\\\\frac{1}{6} & \\frac{2}{3} & \\frac{1}{6}\\end{matrix}\\right]$"
],
"text/plain": [
"⎡1/6 2/3 1/6⎤\n",
@@ -203,7 +203,7 @@
"⎣1/6 2/3 1/6⎦"
]
},
- "execution_count": 19,
+ "execution_count": 9,
"metadata": {},
"output_type": "execute_result"
}
@@ -211,19 +211,137 @@
"source": [
"isotropic_2d_11 = FiniteDifferenceStencilDerivation((1,1), stencil)\n",
"isotropic_2d_11_res = isotropic_2d_11.get_stencil(isotropic=True)\n",
- "iso_laplacian = isotropic_2d_00_res.as_matrix() + isotropic_2d_11_res.as_matrix()\n",
+ "iso_laplacian = isotropic_2d_00_res.as_array() + isotropic_2d_11_res.as_array()\n",
"iso_laplacian"
]
},
{
"cell_type": "code",
- "execution_count": 20,
+ "execution_count": 10,
"metadata": {},
"outputs": [],
"source": [
- "expected_result = sp.Matrix([[1, 4, 1], [4, -20, 4], [1, 4, 1]]) / 6\n",
+ "expected_result = sp.Array([[1, 4, 1], [4, -20, 4], [1, 4, 1]]) / 6\n",
"assert iso_laplacian == expected_result"
]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# stencils for staggered fields\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 11,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "half = sp.Rational(1, 2)\n",
+ "\n",
+ "fd_points_ex = (\n",
+ " (half, 0),\n",
+ " (-half, 0),\n",
+ " (half, 1),\n",
+ " (half, -1),\n",
+ " (-half, 1),\n",
+ " (-half, -1)\n",
+ ")\n",
+ "assert set(fd_points_ex) == set(FiniteDifferenceStaggeredStencilDerivation(\"E\", 2).stencil)\n",
+ "\n",
+ "fd_points_ey = (\n",
+ " (0, half),\n",
+ " (0, -half),\n",
+ " (-1,-half),\n",
+ " (-1, half),\n",
+ " (1, -half),\n",
+ " (1, half)\n",
+ ")\n",
+ "assert set(fd_points_ey) == set(FiniteDifferenceStaggeredStencilDerivation(\"N\",2).stencil)\n",
+ "\n",
+ "fd_points_c = (\n",
+ " (half, half),\n",
+ " (-half, -half),\n",
+ " (half, -half),\n",
+ " (-half, half)\n",
+ ")\n",
+ "assert set(fd_points_c) == set(FiniteDifferenceStaggeredStencilDerivation(\"NE\",2).stencil)\n",
+ "\n",
+ "assert len(FiniteDifferenceStaggeredStencilDerivation(\"E\",3).points) == 10\n",
+ "assert len(FiniteDifferenceStaggeredStencilDerivation(\"NE\",3).points) == 12\n",
+ "assert len(FiniteDifferenceStaggeredStencilDerivation(\"TNE\",3).points) == 8"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 12,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "c = ps.fields(\"c: [2D]\")\n",
+ "c3 = ps.fields(\"c3: [3D]\")\n",
+ "\n",
+ "assert FiniteDifferenceStaggeredStencilDerivation(\"E\", 2, (0,)).apply(c.center) == c[1, 0] - c[0, 0]\n",
+ "assert FiniteDifferenceStaggeredStencilDerivation(\"W\", 2, (0,)).apply(c.center) == c[0, 0] - c[-1, 0]\n",
+ "assert FiniteDifferenceStaggeredStencilDerivation(\"N\", 2, (1,)).apply(c.center) == c[0, 1] - c[0, 0]\n",
+ "assert FiniteDifferenceStaggeredStencilDerivation(\"S\", 2, (1,)).apply(c.center) == c[0, 0] - c[0, -1]\n",
+ "\n",
+ "assert FiniteDifferenceStaggeredStencilDerivation(\"E\", 3, (0,)).apply(c3.center) == c3[1, 0, 0] - c3[0, 0, 0]\n",
+ "assert FiniteDifferenceStaggeredStencilDerivation(\"W\", 3, (0,)).apply(c3.center) == c3[0, 0, 0] - c3[-1, 0, 0]\n",
+ "assert FiniteDifferenceStaggeredStencilDerivation(\"N\", 3, (1,)).apply(c3.center) == c3[0, 1, 0] - c3[0, 0, 0]\n",
+ "assert FiniteDifferenceStaggeredStencilDerivation(\"S\", 3, (1,)).apply(c3.center) == c3[0, 0, 0] - c3[0, -1, 0]\n",
+ "assert FiniteDifferenceStaggeredStencilDerivation(\"T\", 3, (2,)).apply(c3.center) == c3[0, 0, 1] - c3[0, 0, 0]\n",
+ "assert FiniteDifferenceStaggeredStencilDerivation(\"B\", 3, (2,)).apply(c3.center) == c3[0, 0, 0] - c3[0, 0, -1]\n",
+ "\n",
+ "assert FiniteDifferenceStaggeredStencilDerivation(\"S\", 2, (0,)).apply(c.center) == \\\n",
+ " (c[1, 0] + c[1, -1] - c[-1, 0] - c[-1, -1])/4\n",
+ "\n",
+ "assert FiniteDifferenceStaggeredStencilDerivation(\"NE\", 2, (0,)).apply(c.center) + \\\n",
+ " FiniteDifferenceStaggeredStencilDerivation(\"NE\", 2, (1,)).apply(c.center) == c[1, 1] - c[0, 0]\n",
+ "assert FiniteDifferenceStaggeredStencilDerivation(\"NE\", 3, (0,)).apply(c3.center) + \\\n",
+ " FiniteDifferenceStaggeredStencilDerivation(\"NE\", 3, (1,)).apply(c3.center) == c3[1, 1, 0] - c3[0, 0, 0]"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 13,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": "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\n",
+ "text/plain": [
+ "<Figure size 1152x432 with 1 Axes>"
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "d = FiniteDifferenceStaggeredStencilDerivation(\"NE\", 2, (0, 1))\n",
+ "assert d.apply(c.center) == c[0,0] + c[1,1] - c[1,0] - c[0,1]\n",
+ "d.visualize()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 14,
+ "metadata": {
+ "pycharm": {
+ "name": "#%%\n"
+ }
+ },
+ "outputs": [],
+ "source": [
+ "v3 = ps.fields(\"v(3): [3D]\")\n",
+ "for i in range(*v3.index_shape):\n",
+ " assert FiniteDifferenceStaggeredStencilDerivation(\"E\", 3, (0,)).apply(v3.center_vector[i]) == \\\n",
+ " v3[1,0,0](i) - v3[0,0,0](i)"
+ ]
}
],
"metadata": {
@@ -242,7 +360,7 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.6.8"
+ "version": "3.7.4"
}
},
"nbformat": 4,
diff --git a/pystencils_tests/test_fd_derivation.py b/pystencils_tests/test_fd_derivation.py
deleted file mode 100644
index 6de6e6a2834e2be08dbe4d7cc08fcb07fd7666cc..0000000000000000000000000000000000000000
--- a/pystencils_tests/test_fd_derivation.py
+++ /dev/null
@@ -1,33 +0,0 @@
-import pytest
-import sympy as sp
-from pystencils.utils import LinearEquationSystem
-
-
-def test_linear_equation_system():
- unknowns = sp.symbols("x_:3")
- x, y, z = unknowns
- m = LinearEquationSystem(unknowns)
- m.add_equation(x + y - 2)
- m.add_equation(x - y - 1)
- assert m.solution_structure() == 'multiple'
- m.set_unknown_zero(2)
- assert m.solution_structure() == 'single'
- solution = m.solution()
- assert solution[unknowns[2]] == 0
- assert solution[unknowns[1]] == sp.Rational(1, 2)
- assert solution[unknowns[0]] == sp.Rational(3, 2)
-
- m.set_unknown_zero(0)
- assert m.solution_structure() == 'none'
-
- # special case where less rows than unknowns, but no solution
- m = LinearEquationSystem(unknowns)
- m.add_equation(x - 3)
- m.add_equation(x - 4)
- assert m.solution_structure() == 'none'
- m.add_equation(y - 4)
- assert m.solution_structure() == 'none'
-
- with pytest.raises(ValueError) as e:
- m.add_equation(x**2 - 1)
- assert 'Not a linear equation' in str(e)
diff --git a/pystencils_tests/test_fd_derivation_via_rotation.ipynb b/pystencils_tests/test_fd_derivation_via_rotation.ipynb
new file mode 100644
index 0000000000000000000000000000000000000000..bebab946266c20f2666b41d36b24433daf0bd571
--- /dev/null
+++ b/pystencils_tests/test_fd_derivation_via_rotation.ipynb
@@ -0,0 +1,195 @@
+{
+ "cells": [
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "from pystencils.session import *\n",
+ "from pystencils.fd.derivation import *"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# 2D isotropic stencils\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 2,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "stencil_2D = ((0, 0),\n",
+ " (0, 1), (0, -1), (-1, 0), (1, 0),\n",
+ " (-1, 1), (1, 1), (-1, -1), (1, -1))\n",
+ "f = ps.fields(\"f: [2D]\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "Isotropic_Gradient = list()\n",
+ "deriv_x = FiniteDifferenceStencilDerivation((0, ), stencil_2D)\n",
+ "\n",
+ "deriv_x.assume_symmetric(0, anti_symmetric=True)\n",
+ "deriv_x.assume_symmetric(1, anti_symmetric=False)\n",
+ "\n",
+ "deriv_x.set_weight((0, 0), sp.Integer(0))\n",
+ "deriv_x.set_weight((1, 0), sp.Rational(1, 3))\n",
+ "deriv_x.set_weight((1, 1), sp.Rational(1, 12))\n",
+ "\n",
+ "res_x = deriv_x.get_stencil(isotropic=True)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "Isotropic_Gradient = list()\n",
+ "deriv_y = FiniteDifferenceStencilDerivation((1, ), stencil_2D)\n",
+ "\n",
+ "deriv_y.assume_symmetric(0, anti_symmetric=False)\n",
+ "deriv_y.assume_symmetric(1, anti_symmetric=True)\n",
+ "\n",
+ "deriv_y.set_weight((0, 0), sp.Integer(0))\n",
+ "deriv_y.set_weight((0, 1), sp.Rational(1, 3))\n",
+ "deriv_y.set_weight((1, 1), sp.Rational(1, 12))\n",
+ "\n",
+ "res_y = deriv_y.get_stencil(isotropic=True)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 5,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "assert res_x.apply(f.center) - res_y.rotate_weights_and_apply(f.center, (1, 0)) == 0\n",
+ "assert res_y.apply(f.center) - res_x.rotate_weights_and_apply(f.center, (0, 1)) == 0"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# 3D isotropic stencils"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 6,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "stencil_3D = ((0, 0, 0),\n",
+ " (0, 1, 0), (0, -1, 0), (-1, 0, 0), (1, 0, 0), (0, 0, 1), (0, 0, -1),\n",
+ " (-1, 1, 0), (1, 1, 0), (-1, -1, 0), (1, -1, 0),\n",
+ " (0, 1, 1), (0, -1, 1), (-1, 0, 1), (1, 0, 1),\n",
+ " (0, 1, -1), (0, -1, -1), (-1, 0, -1), (1, 0, -1),\n",
+ " (1, 1, 1), (-1, 1, 1), (1, -1, 1), (-1, -1, 1), (1, 1, -1), (-1, 1, -1), (1, -1, -1),\n",
+ " (-1, -1, -1))\n",
+ "f = ps.fields(\"f: [3D]\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 7,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "deriv_x = FiniteDifferenceStencilDerivation((0, ), stencil_3D)\n",
+ "\n",
+ "deriv_x.assume_symmetric(0, anti_symmetric=True)\n",
+ "deriv_x.assume_symmetric(1, anti_symmetric=False)\n",
+ "deriv_x.assume_symmetric(2, anti_symmetric=False)\n",
+ "\n",
+ "deriv_x.set_weight((0, 0, 0), sp.Integer(0))\n",
+ "deriv_x.set_weight((1, 1, 1), sp.Rational(1, 3360))\n",
+ "\n",
+ "res_x = deriv_x.get_stencil(isotropic=True)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 8,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "deriv_y = FiniteDifferenceStencilDerivation((1, ), stencil_3D)\n",
+ "\n",
+ "deriv_y.assume_symmetric(0, anti_symmetric=False)\n",
+ "deriv_y.assume_symmetric(1, anti_symmetric=True)\n",
+ "deriv_y.assume_symmetric(2, anti_symmetric=False)\n",
+ "\n",
+ "deriv_y.set_weight((0, 0, 0), sp.Integer(0))\n",
+ "deriv_y.set_weight((1, 1, 1), sp.Rational(1, 3360))\n",
+ "\n",
+ "res_y = deriv_y.get_stencil(isotropic=True)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 9,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "deriv_z = FiniteDifferenceStencilDerivation((2, ), stencil_3D)\n",
+ "\n",
+ "deriv_z.assume_symmetric(0, anti_symmetric=False)\n",
+ "deriv_z.assume_symmetric(1, anti_symmetric=False)\n",
+ "deriv_z.assume_symmetric(2, anti_symmetric=True)\n",
+ "\n",
+ "deriv_z.set_weight((0, 0, 0), sp.Integer(0))\n",
+ "deriv_z.set_weight((1, 1, 1), sp.Rational(1, 3360))\n",
+ "\n",
+ "res_z = deriv_z.get_stencil(isotropic=True)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 10,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "assert res_x.apply(f.center) - res_y.rotate_weights_and_apply(f.center, (1, 0)) == 0\n",
+ "assert res_x.apply(f.center) - res_z.rotate_weights_and_apply(f.center, (2, 1)) == 0\n",
+ "\n",
+ "assert res_y.apply(f.center) - res_x.rotate_weights_and_apply(f.center, (0, 1)) == 0\n",
+ "assert res_y.apply(f.center) - res_z.rotate_weights_and_apply(f.center, (0, 2)) == 0\n",
+ "\n",
+ "assert res_z.apply(f.center) - res_x.rotate_weights_and_apply(f.center, (1, 2)) == 0\n",
+ "assert res_z.apply(f.center) - res_y.rotate_weights_and_apply(f.center, (2, 0)) == 0"
+ ]
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "Python 3",
+ "language": "python",
+ "name": "python3"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
+ "version": "3.8.2"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/pystencils_tests/test_fd_derivative.py b/pystencils_tests/test_fd_derivative.py
new file mode 100644
index 0000000000000000000000000000000000000000..fc2fca655440574659f001048f340a1c008028f5
--- /dev/null
+++ b/pystencils_tests/test_fd_derivative.py
@@ -0,0 +1,24 @@
+import sympy as sp
+from pystencils import fields
+from pystencils.fd import Diff, diff, collect_diffs
+from pystencils.fd.derivative import replace_generic_laplacian
+
+
+def test_fs():
+ f = sp.Symbol("f", commutative=False)
+
+ a = Diff(Diff(Diff(f, 1), 0), 0)
+ assert a.is_commutative is False
+ print(str(a))
+
+ assert diff(f) == f
+
+ x, y = sp.symbols("x, y")
+ collected_terms = collect_diffs(diff(x, 0, 0))
+ assert collected_terms == Diff(Diff(x, 0, -1), 0, -1)
+
+ src = fields("src : double[2D]")
+ expr = sp.Add(Diff(Diff(src[0, 0])), 10)
+ expected = Diff(Diff(src[0, 0], 0, -1), 0, -1) + Diff(Diff(src[0, 0], 1, -1), 1, -1) + 10
+ result = replace_generic_laplacian(expr, 3)
+ assert result == expected
\ No newline at end of file
diff --git a/pystencils_tests/test_field.py b/pystencils_tests/test_field.py
index 67b34e7980d2d2b4538b768b7f956487ce54a26f..253ca9f26547d78e6b23b2c6dbc582196b49960d 100644
--- a/pystencils_tests/test_field.py
+++ b/pystencils_tests/test_field.py
@@ -1,9 +1,9 @@
-import pytest
import numpy as np
+import pytest
import sympy as sp
+
import pystencils as ps
-from pystencils import Field, FieldType
-from pystencils.field import layout_string_to_tuple
+from pystencils.field import Field, FieldType, layout_string_to_tuple
def test_field_basic():
@@ -28,6 +28,9 @@ def test_field_basic():
assert neighbor.offsets == (-1, 1)
assert '_' in neighbor._latex('dummy')
+ f = Field.create_fixed_size('f', (8, 8, 2, 2, 2), index_dimensions=3)
+ assert f.center_vector == sp.Matrix([[[f(i, j, k) for k in range(2)] for j in range(2)] for i in range(2)])
+
f = Field.create_generic('f', spatial_dimensions=5, index_dimensions=2)
field_access = f[1, -1, 2, -3, 0](1, 0)
assert field_access.offsets == (1, -1, 2, -3, 0)
@@ -39,56 +42,56 @@ def test_error_handling():
Field.create_generic('f', spatial_dimensions=2, index_dimensions=0, dtype=struct_dtype)
with pytest.raises(ValueError) as e:
Field.create_generic('f', spatial_dimensions=2, index_dimensions=1, dtype=struct_dtype)
- assert 'index dimension' in str(e)
+ assert 'index dimension' in str(e.value)
- arr = np.array([[1, 2.0, 3], [1, 2.0, 3]], dtype=struct_dtype)
+ arr = np.array([[[(1,)*3, (2,)*3, (3,)*3]]*2], dtype=struct_dtype)
Field.create_from_numpy_array('f', arr, index_dimensions=0)
with pytest.raises(ValueError) as e:
Field.create_from_numpy_array('f', arr, index_dimensions=1)
- assert 'Structured arrays' in str(e)
+ assert 'Structured arrays' in str(e.value)
arr = np.zeros([3, 3, 3])
Field.create_from_numpy_array('f', arr, index_dimensions=2)
with pytest.raises(ValueError) as e:
Field.create_from_numpy_array('f', arr, index_dimensions=3)
- assert 'Too many' in str(e)
+ assert 'Too many' in str(e.value)
Field.create_fixed_size('f', (3, 2, 4), index_dimensions=0, dtype=struct_dtype, layout='reverse_numpy')
with pytest.raises(ValueError) as e:
Field.create_fixed_size('f', (3, 2, 4), index_dimensions=1, dtype=struct_dtype, layout='reverse_numpy')
- assert 'Structured arrays' in str(e)
+ assert 'Structured arrays' in str(e.value)
f = Field.create_fixed_size('f', (10, 10))
with pytest.raises(ValueError) as e:
f[1]
- assert 'Wrong number of spatial indices' in str(e)
+ assert 'Wrong number of spatial indices' in str(e.value)
f = Field.create_generic('f', spatial_dimensions=2, index_shape=(3,))
with pytest.raises(ValueError) as e:
f(3)
- assert 'out of bounds' in str(e)
+ assert 'out of bounds' in str(e.value)
f = Field.create_fixed_size('f', (10, 10, 3, 4), index_dimensions=2)
with pytest.raises(ValueError) as e:
f(3, 0)
- assert 'out of bounds' in str(e)
+ assert 'out of bounds' in str(e.value)
with pytest.raises(ValueError) as e:
f(1, 0)(1, 0)
- assert 'Indexing an already indexed' in str(e)
+ assert 'Indexing an already indexed' in str(e.value)
with pytest.raises(ValueError) as e:
f(1)
- assert 'Wrong number of indices' in str(e)
+ assert 'Wrong number of indices' in str(e.value)
with pytest.raises(ValueError) as e:
Field.create_generic('f', spatial_dimensions=2, layout='wrong')
- assert 'Unknown layout descriptor' in str(e)
+ assert 'Unknown layout descriptor' in str(e.value)
assert layout_string_to_tuple('fzyx', dim=4) == (3, 2, 1, 0)
with pytest.raises(ValueError) as e:
layout_string_to_tuple('wrong', dim=4)
- assert 'Unknown layout descriptor' in str(e)
+ assert 'Unknown layout descriptor' in str(e.value)
def test_decorator_scoping():
@@ -116,3 +119,55 @@ def test_string_creation():
assert x.index_shape == (4,)
assert y.index_shape == (3, 5)
assert z.spatial_shape == (3, 47)
+
+
+def test_itemsize():
+
+ x = ps.fields('x: float32[1d]')
+ y = ps.fields('y: float64[2d]')
+ i = ps.fields('i: int16[1d]')
+
+ assert x.itemsize == 4
+ assert y.itemsize == 8
+ assert i.itemsize == 2
+
+
+def test_staggered():
+
+ # D2Q5
+ j1, j2, j3 = ps.fields('j1(2), j2(2,2), j3(2,2,2) : double[2D]', field_type=FieldType.STAGGERED)
+
+ assert j1[0, 1](1) == j1.staggered_access((0, sp.Rational(1, 2)))
+ assert j1[1, 1](1) == j1.staggered_access((1, sp.Rational(1, 2)))
+ assert j1[0, 2](1) == j1.staggered_access((0, sp.Rational(3, 2)))
+ assert j1[0, 1](1) == j1.staggered_access("N")
+ assert j1[0, 0](1) == j1.staggered_access("S")
+ assert j1.staggered_vector_access("N") == sp.Matrix([j1.staggered_access("N")])
+
+ assert j2[0, 1](1, 1) == j2.staggered_access((0, sp.Rational(1, 2)), 1)
+ assert j2[0, 1](1, 1) == j2.staggered_access("N", 1)
+ assert j2.staggered_vector_access("N") == sp.Matrix([j2.staggered_access("N", 0), j2.staggered_access("N", 1)])
+
+ assert j3[0, 1](1, 1, 1) == j3.staggered_access((0, sp.Rational(1, 2)), (1, 1))
+ assert j3[0, 1](1, 1, 1) == j3.staggered_access("N", (1, 1))
+ assert j3.staggered_vector_access("N") == sp.Matrix([[j3.staggered_access("N", (i, j))
+ for j in range(2)] for i in range(2)])
+
+ # D2Q9
+ k1, k2 = ps.fields('k1(4), k2(2) : double[2D]', field_type=FieldType.STAGGERED)
+
+ assert k1[1, 1](2) == k1.staggered_access("NE")
+ assert k1[0, 0](2) == k1.staggered_access("SW")
+ assert k1[0, 0](3) == k1.staggered_access("NW")
+
+ a = k1.staggered_access("NE")
+ assert a._staggered_offset(a.offsets, a.index[0]) == [sp.Rational(1, 2), sp.Rational(1, 2)]
+ a = k1.staggered_access("SW")
+ assert a._staggered_offset(a.offsets, a.index[0]) == [sp.Rational(-1, 2), sp.Rational(-1, 2)]
+ a = k1.staggered_access("NW")
+ assert a._staggered_offset(a.offsets, a.index[0]) == [sp.Rational(-1, 2), sp.Rational(1, 2)]
+
+ # sign reversed when using as flux field
+ r = ps.fields('r(2) : double[2D]', field_type=FieldType.STAGGERED_FLUX)
+ assert r[0, 0](0) == r.staggered_access("W")
+ assert -r[1, 0](0) == r.staggered_access("E")
diff --git a/pystencils_tests/test_field_access_poly.py b/pystencils_tests/test_field_access_poly.py
new file mode 100644
index 0000000000000000000000000000000000000000..befeca9bd259e61e63bb24d1a9ceaf1016f4aedd
--- /dev/null
+++ b/pystencils_tests/test_field_access_poly.py
@@ -0,0 +1,29 @@
+#
+# Copyright © 2020 Stephan Seitz <stephan.seitz@fau.de>
+#
+# Distributed under terms of the GPLv3 license.
+
+"""
+
+"""
+
+
+from pystencils.session import *
+
+from sympy import poly
+
+
+def test_field_access_poly():
+ dh = ps.create_data_handling((20, 20))
+ ρ = dh.add_array('rho')
+ rho = ρ.center
+ a = poly(rho+0.5, rho)
+ print(a)
+
+
+def test_field_access_piecewise():
+ dh = ps.create_data_handling((20, 20))
+ ρ = dh.add_array('rho')
+ pw = sp.Piecewise((0, 1 < sp.Max(-0.5, ρ.center+0.5)), (1, True))
+ a = sp.simplify(pw)
+ print(a)
diff --git a/pystencils_tests/test_field_coordinates.py b/pystencils_tests/test_field_coordinates.py
new file mode 100644
index 0000000000000000000000000000000000000000..1aeed343bc0c77d6e6b56b3d48e68c100be3f56c
--- /dev/null
+++ b/pystencils_tests/test_field_coordinates.py
@@ -0,0 +1,99 @@
+# -*- coding: utf-8 -*-
+#
+# Copyright © 2019 Stephan Seitz <stephan.seitz@fau.de>
+#
+# Distributed under terms of the GPLv3 license.
+
+"""
+
+"""
+from os.path import dirname, join
+
+import numpy as np
+import sympy
+
+import pystencils
+from pystencils.interpolation_astnodes import LinearInterpolator
+
+try:
+ import pyconrad.autoinit
+except Exception:
+ import unittest.mock
+ pyconrad = unittest.mock.MagicMock()
+
+LENNA_FILE = join(dirname(__file__), 'test_data', 'lenna.png')
+
+try:
+ import skimage.io
+ lenna = skimage.io.imread(LENNA_FILE, as_gray=True).astype(np.float32)
+except Exception:
+ lenna = np.random.rand(20, 30)
+
+
+def test_rotate_center():
+ x, y = pystencils.fields('x, y: float32[2d]')
+
+ # Rotate around center when setting coordindates origins to field centers
+ x.set_coordinate_origin_to_field_center()
+ y.set_coordinate_origin_to_field_center()
+
+ rotation_angle = sympy.pi / 5
+ transform_matrix = sympy.rot_axis3(rotation_angle)[:2, :2]
+
+ # Generic matrix transform works like that (for rotation it would be more clever to use transform_matrix.T)
+ inverse_matrix = transform_matrix.inv()
+ input_coordinate = x.physical_to_index(inverse_matrix @ y.physical_coordinates)
+
+ assignments = pystencils.AssignmentCollection({
+ y.center(): LinearInterpolator(x).at(input_coordinate)
+ })
+
+ kernel = pystencils.create_kernel(assignments).compile()
+ rotated = np.zeros_like(lenna)
+
+ kernel(x=lenna, y=rotated)
+
+ pyconrad.imshow(lenna, "lenna")
+ pyconrad.imshow(rotated, "rotated")
+
+ # If distance in input field is twice as close we will see a smaller image
+ x.coordinate_transform /= 2
+
+ input_coordinate = x.physical_to_index(inverse_matrix @ y.physical_coordinates)
+
+ assignments = pystencils.AssignmentCollection({
+ y.center(): LinearInterpolator(x).at(input_coordinate)
+ })
+
+ kernel = pystencils.create_kernel(assignments).compile()
+ rotated = np.zeros_like(lenna)
+
+ kernel(x=lenna, y=rotated)
+
+ pyconrad.imshow(rotated, "rotated smaller")
+
+ # Conversely, if output field has samples 3 times closer we will see a bigger image
+ y.coordinate_transform /= 3
+
+ input_coordinate = x.physical_to_index(inverse_matrix @ y.physical_coordinates)
+
+ assignments = pystencils.AssignmentCollection({
+ y.center(): LinearInterpolator(x).at(input_coordinate)
+ })
+
+ kernel = pystencils.create_kernel(assignments).compile()
+ rotated = np.zeros_like(lenna)
+
+ kernel(x=lenna, y=rotated)
+
+ pyconrad.imshow(rotated, "rotated bigger")
+
+ # coordinate_transform can be any matrix, also with symbols as entries
+
+
+def main():
+ test_rotate_center()
+
+
+if __name__ == '__main__':
+ main()
diff --git a/pystencils_tests/test_finite_differences.py b/pystencils_tests/test_finite_differences.py
index f8784d0e34cb66198639f2d66b6f6d7f98ff0467..b6d528d17b72c0e968b013c553fbf7d52d16dce4 100644
--- a/pystencils_tests/test_finite_differences.py
+++ b/pystencils_tests/test_finite_differences.py
@@ -1,9 +1,10 @@
import sympy as sp
+import pytest
+
import pystencils as ps
from pystencils.astnodes import LoopOverCoordinate
-from pystencils.stencils import stencil_coefficients
-from pystencils.fd.spatial import fd_stencils_standard, fd_stencils_isotropic, discretize_spatial
-from pystencils.fd import diff
+from pystencils.fd import diff, diffusion, Discretization2ndOrder
+from pystencils.fd.spatial import discretize_spatial, fd_stencils_isotropic, fd_stencils_standard
def test_spatial_2d_unit_sum():
@@ -22,7 +23,7 @@ def test_spatial_2d_unit_sum():
for term in terms:
for scheme in schemes:
discretized = discretize_spatial(term, dx=h, stencil=scheme)
- _, coefficients = stencil_coefficients(discretized)
+ _, coefficients = ps.stencil.coefficients(discretized)
assert sum(coefficients) == 0
@@ -38,7 +39,7 @@ def test_spatial_1d_unit_sum():
for term in terms:
for scheme in schemes:
discretized = discretize_spatial(term, dx=h, stencil=scheme)
- _, coefficients = stencil_coefficients(discretized)
+ _, coefficients = ps.stencil.coefficients(discretized)
assert sum(coefficients) == 0
@@ -69,3 +70,17 @@ def test_staggered_combined():
to_test = ps.fd.discretize_spatial_staggered(expr, dx)
assert sp.expand(reference - to_test) == 0
+
+
+def test_diffusion():
+ f = ps.fields("f(3): [2D]")
+ d = sp.Symbol("d")
+ dx = sp.Symbol("dx")
+ idx = 2
+ diffusion_term = diffusion(scalar=f, diffusion_coeff=sp.Symbol("d"), idx=idx)
+ discretization = Discretization2ndOrder()
+ expected_output = ((f[-1, 0](idx) + f[0, -1](idx) - 4 * f[0, 0](idx) + f[0, 1](idx) + f[1, 0](idx)) * d) / dx ** 2
+ assert sp.simplify(discretization(diffusion_term) - expected_output) == 0
+
+ with pytest.raises(ValueError):
+ diffusion(scalar=d, diffusion_coeff=sp.Symbol("d"), idx=idx)
diff --git a/pystencils_tests/test_floor_ceil_int_optimization.py b/pystencils_tests/test_floor_ceil_int_optimization.py
new file mode 100644
index 0000000000000000000000000000000000000000..7ec81b05baa07cf1da80ca24060c0c5e57adcc23
--- /dev/null
+++ b/pystencils_tests/test_floor_ceil_int_optimization.py
@@ -0,0 +1,66 @@
+# -*- coding: utf-8 -*-
+#
+# Copyright © 2019 Stephan Seitz <stephan.seitz@fau.de>
+#
+# Distributed under terms of the GPLv3 license.
+
+"""
+
+"""
+
+import sympy as sp
+
+import pystencils
+from pystencils.data_types import create_type
+
+
+def test_floor_ceil_int_optimization():
+ x, y = pystencils.fields('x,y: int32[2d]')
+ a, b, c = sp.symbols('a, b, c')
+ int_symbol = sp.Symbol('int_symbol', integer=True)
+ typed_symbol = pystencils.TypedSymbol('typed_symbol', create_type('int64'))
+
+ assignments = pystencils.AssignmentCollection({
+ a: sp.floor(1),
+ b: sp.ceiling(typed_symbol),
+ c: sp.floor(int_symbol),
+ y.center(): sp.ceiling(x.center()) + sp.floor(x.center())
+ })
+
+ assert(typed_symbol.is_integer)
+ print(sp.simplify(sp.ceiling(typed_symbol)))
+
+ print(assignments)
+
+ wild_floor = sp.floor(sp.Wild('w1'))
+
+ assert not sp.floor(int_symbol).match(wild_floor)
+ assert sp.floor(a).match(wild_floor)
+
+ assert not assignments.find(wild_floor)
+
+
+def test_floor_ceil_float_no_optimization():
+ x, y = pystencils.fields('x,y: float32[2d]')
+ a, b, c = sp.symbols('a, b, c')
+ int_symbol = sp.Symbol('int_symbol', integer=True)
+ typed_symbol = pystencils.TypedSymbol('typed_symbol', create_type('float32'))
+
+ assignments = pystencils.AssignmentCollection({
+ a: sp.floor(1),
+ b: sp.ceiling(typed_symbol),
+ c: sp.floor(int_symbol),
+ y.center(): sp.ceiling(x.center()) + sp.floor(x.center())
+ })
+
+ assert not typed_symbol.is_integer
+ print(sp.simplify(sp.ceiling(typed_symbol)))
+
+ print(assignments)
+
+ wild_floor = sp.floor(sp.Wild('w1'))
+
+ assert not sp.floor(int_symbol).match(wild_floor)
+ assert sp.floor(a).match(wild_floor)
+
+ assert assignments.find(wild_floor)
diff --git a/pystencils_tests/test_fvm.py b/pystencils_tests/test_fvm.py
new file mode 100644
index 0000000000000000000000000000000000000000..c289ac54e7492cef31d74867847e2aefb2663d67
--- /dev/null
+++ b/pystencils_tests/test_fvm.py
@@ -0,0 +1,283 @@
+import sympy as sp
+import pystencils as ps
+import numpy as np
+import pytest
+from itertools import product
+from scipy.optimize import curve_fit
+
+
+def advection_diffusion(dim: int):
+ # parameters
+ if dim == 2:
+ L = (32, 32)
+ elif dim == 3:
+ L = (16, 16, 16)
+
+ dh = ps.create_data_handling(domain_size=L, periodicity=True, default_target='cpu')
+
+ n_field = dh.add_array('n', values_per_cell=1)
+ j_field = dh.add_array('j', values_per_cell=3 ** dim // 2, field_type=ps.FieldType.STAGGERED_FLUX)
+ velocity_field = dh.add_array('v', values_per_cell=dim)
+
+ D = 0.0666
+ time = 100
+
+ def grad(f):
+ return sp.Matrix([ps.fd.diff(f, i) for i in range(dim)])
+
+ flux_eq = - D * grad(n_field)
+ fvm_eq = ps.fd.FVM1stOrder(n_field, flux=flux_eq)
+
+ vof_adv = ps.fd.VOF(j_field, velocity_field, n_field)
+
+ # merge calculation of advection and diffusion terms
+ flux = []
+ for adv, div in zip(vof_adv, fvm_eq.discrete_flux(j_field)):
+ assert adv.lhs == div.lhs
+ flux.append(ps.Assignment(adv.lhs, adv.rhs + div.rhs))
+
+ flux_kernel = ps.create_staggered_kernel(flux).compile()
+
+ pde_kernel = ps.create_kernel(fvm_eq.discrete_continuity(j_field)).compile()
+
+ sync_conc = dh.synchronization_function([n_field.name])
+
+ # analytical density calculation
+ def density(pos: np.ndarray, time: int, D: float):
+ return (4 * np.pi * D * time)**(-dim / 2) * \
+ np.exp(-np.sum(np.square(pos), axis=-1) / (4 * D * time))
+
+ pos = np.zeros((*L, dim))
+ xpos = np.arange(-L[0] // 2, L[0] // 2)
+ ypos = np.arange(-L[1] // 2, L[1] // 2)
+
+ if dim == 2:
+ pos[..., 1], pos[..., 0] = np.meshgrid(xpos, ypos)
+ elif dim == 3:
+ zpos = np.arange(-L[2] // 2, L[2] // 2)
+ pos[..., 2], pos[..., 1], pos[..., 0] = np.meshgrid(xpos, ypos, zpos)
+ pos += 0.5
+
+ def run(velocity: np.ndarray, time: int):
+ dh.fill(n_field.name, np.nan, ghost_layers=True, inner_ghost_layers=True)
+ dh.fill(j_field.name, np.nan, ghost_layers=True, inner_ghost_layers=True)
+
+ # set initial values for velocity and density
+ for i in range(dim):
+ dh.fill(velocity_field.name, velocity[i], i, ghost_layers=True, inner_ghost_layers=True)
+ dh.fill(n_field.name, 0)
+ if dim == 2:
+ start = ps.make_slice[L[0] // 2 - 1:L[0] // 2 + 1, L[1] // 2 - 1:L[1] // 2 + 1]
+ else:
+ start = ps.make_slice[L[0] // 2 - 1:L[0] // 2 + 1, L[1] // 2 - 1:L[1] // 2 + 1,
+ L[2] // 2 - 1:L[2] // 2 + 1]
+ dh.fill(n_field.name, 2**-dim, slice_obj=start)
+
+ sync_conc()
+ for i in range(time):
+ dh.run_kernel(flux_kernel)
+ dh.run_kernel(pde_kernel)
+ sync_conc()
+
+ sim_density = dh.gather_array(n_field.name)
+
+ # check that mass was conserved
+ assert np.isclose(sim_density.sum(), 1)
+ assert np.all(sim_density > 0)
+
+ # check that the maximum is in the right place
+ peak = np.unravel_index(np.argmax(sim_density, axis=None), sim_density.shape)
+ assert np.allclose(peak, np.array(L) // 2 - 0.5 + velocity * time, atol=0.5)
+
+ # check the concentration profile
+ if np.linalg.norm(velocity) == 0:
+ calc_density = density(pos - velocity * time, time, D)
+ target = [time, D]
+
+ popt, _ = curve_fit(lambda x, t, D: density(x - velocity * time, t, D),
+ pos.reshape(-1, dim),
+ sim_density.reshape(-1),
+ p0=target)
+
+ assert np.isclose(popt[0], time, rtol=0.1)
+ assert np.isclose(popt[1], D, rtol=0.1)
+ assert np.allclose(calc_density, sim_density, atol=1e-4)
+
+ return lambda v: run(np.array(v), time)
+
+
+advection_diffusion.runners = {}
+
+
+@pytest.mark.parametrize("velocity", list(product([0, -0.047, 0.041], [0, -0.031, 0.023])))
+def test_advection_diffusion_2d(velocity):
+ if 2 not in advection_diffusion.runners:
+ advection_diffusion.runners[2] = advection_diffusion(2)
+ advection_diffusion.runners[2](velocity)
+
+
+@pytest.mark.parametrize("velocity", list(product([0, -0.047, 0.041], [0, -0.031, 0.023], [0, -0.017, 0.011])))
+def test_advection_diffusion_3d(velocity):
+ if 3 not in advection_diffusion.runners:
+ advection_diffusion.runners[3] = advection_diffusion(3)
+ advection_diffusion.runners[3](velocity)
+
+
+def VOF2(j: ps.field.Field, v: ps.field.Field, ρ: ps.field.Field, simplify=True):
+ """Volume-of-fluid discretization of advection
+
+ Args:
+ j: the staggered field to write the fluxes to. Should have a D2Q9/D3Q27 stencil. Other stencils work too, but
+ incur a small error (D2Q5/D3Q7: v^2, D3Q19: v^3).
+ v: the flow velocity field
+ ρ: the quantity to advect
+ simplify: whether to simplify the generated expressions (slow, but makes them much more readable and faster)
+ """
+ dim = j.spatial_dimensions
+ assert ps.FieldType.is_staggered(j)
+
+ def assume_velocity(e):
+ if not simplify:
+ return e
+ repl = {}
+ for c in e.atoms(sp.StrictGreaterThan, sp.GreaterThan):
+ if isinstance(c.lhs, ps.field.Field.Access) and c.lhs.field == v and isinstance(c.rhs, sp.Number):
+ if c.rhs <= -1:
+ repl[c] = True
+ elif c.rhs >= 1:
+ repl[c] = False
+ for c in e.atoms(sp.StrictLessThan, sp.LessThan):
+ if isinstance(c.lhs, ps.field.Field.Access) and c.lhs.field == v and isinstance(c.rhs, sp.Number):
+ if c.rhs >= 1:
+ repl[c] = True
+ elif c.rhs <= -1:
+ repl[c] = False
+ for c in e.atoms(sp.Equality):
+ if isinstance(c.lhs, ps.field.Field.Access) and c.lhs.field == v and isinstance(c.rhs, sp.Number):
+ if c.rhs <= -1 or c.rhs >= 1:
+ repl[c] = False
+ return e.subs(repl)
+
+ class AABB:
+ def __init__(self, corner0, corner1):
+ self.dim = len(corner0)
+ self.minCorner = sp.zeros(self.dim, 1)
+ self.maxCorner = sp.zeros(self.dim, 1)
+ for i in range(self.dim):
+ self.minCorner[i] = sp.Piecewise((corner0[i], corner0[i] < corner1[i]), (corner1[i], True))
+ self.maxCorner[i] = sp.Piecewise((corner1[i], corner0[i] < corner1[i]), (corner0[i], True))
+
+ def intersect(self, other):
+ minCorner = [sp.Max(self.minCorner[d], other.minCorner[d]) for d in range(self.dim)]
+ maxCorner = [sp.Max(minCorner[d], sp.Min(self.maxCorner[d], other.maxCorner[d]))
+ for d in range(self.dim)]
+ return AABB(minCorner, maxCorner)
+
+ @property
+ def volume(self):
+ v = sp.prod([self.maxCorner[d] - self.minCorner[d] for d in range(self.dim)])
+ if simplify:
+ return sp.simplify(assume_velocity(v.rewrite(sp.Piecewise)))
+ else:
+ return v
+
+ fluxes = []
+ cell = AABB([-0.5] * dim, [0.5] * dim)
+ cell_s = AABB(sp.Matrix([-0.5] * dim) + v.center_vector, sp.Matrix([0.5] * dim) + v.center_vector)
+ for d, neighbor in enumerate(j.staggered_stencil):
+ c = sp.Matrix(ps.stencil.direction_string_to_offset(neighbor)[:dim])
+ cell_n = AABB(sp.Matrix([-0.5] * dim) + c, sp.Matrix([0.5] * dim) + c)
+ cell_ns = AABB(sp.Matrix([-0.5] * dim) + c + v.neighbor_vector(neighbor),
+ sp.Matrix([0.5] * dim) + c + v.neighbor_vector(neighbor))
+ fluxes.append(assume_velocity(ρ.center_vector * cell_s.intersect(cell_n).volume
+ - ρ.neighbor_vector(neighbor) * cell_ns.intersect(cell).volume))
+
+ assignments = []
+ for i, d in enumerate(j.staggered_stencil):
+ for lhs, rhs in zip(j.staggered_vector_access(d).values(), fluxes[i].values()):
+ assignments.append(ps.Assignment(lhs, rhs))
+ return assignments
+
+
+@pytest.mark.parametrize("dim", [2, 3])
+def test_advection(dim):
+ L = (8,) * dim
+ dh = ps.create_data_handling(L, periodicity=True, default_target='cpu')
+ c = dh.add_array('c', values_per_cell=1)
+ j = dh.add_array('j', values_per_cell=3 ** dh.dim // 2, field_type=ps.FieldType.STAGGERED_FLUX)
+ u = dh.add_array('u', values_per_cell=dh.dim)
+
+ dh.cpu_arrays[c.name][:] = (np.random.random([l + 2 for l in L]))
+ dh.cpu_arrays[u.name][:] = (np.random.random([l + 2 for l in L] + [dim]) - 0.5) / 5
+
+ vof1 = ps.create_kernel(ps.fd.VOF(j, u, c)).compile()
+ dh.fill(j.name, np.nan, ghost_layers=True)
+ dh.run_kernel(vof1)
+ j1 = dh.gather_array(j.name).copy()
+
+ vof2 = ps.create_kernel(VOF2(j, u, c, simplify=False)).compile()
+ dh.fill(j.name, np.nan, ghost_layers=True)
+ dh.run_kernel(vof2)
+ j2 = dh.gather_array(j.name)
+
+ assert np.allclose(j1, j2)
+
+
+@pytest.mark.parametrize("stencil", ["D2Q5", "D2Q9"])
+def test_ek(stencil):
+
+ # parameters
+
+ L = (40, 40)
+ D = sp.Symbol("D")
+ z = sp.Symbol("z")
+
+ # data structures
+
+ dh = ps.create_data_handling(L, periodicity=True, default_target='cpu')
+ c = dh.add_array('c', values_per_cell=1)
+ j = dh.add_array('j', values_per_cell=int(stencil[-1]) // 2, field_type=ps.FieldType.STAGGERED_FLUX)
+ Phi = dh.add_array('Φ', values_per_cell=1)
+
+ # perform automatic discretization
+
+ def Gradient(f):
+ return sp.Matrix([ps.fd.diff(f, i) for i in range(dh.dim)])
+
+ flux_eq = -D * Gradient(c) + D * z * c.center * Gradient(Phi)
+
+ disc = ps.fd.FVM1stOrder(c, flux_eq)
+ flux_assignments = disc.discrete_flux(j)
+ continuity_assignments = disc.discrete_continuity(j)
+
+ # manual discretization
+
+ x_staggered = - c[-1, 0] + c[0, 0] + z * (c[-1, 0] + c[0, 0]) / 2 * (Phi[-1, 0] - Phi[0, 0])
+ y_staggered = - c[0, -1] + c[0, 0] + z * (c[0, -1] + c[0, 0]) / 2 * (Phi[0, -1] - Phi[0, 0])
+ xy_staggered = (- c[-1, -1] + c[0, 0]) / sp.sqrt(2) + \
+ z * (c[-1, -1] + c[0, 0]) / 2 * (Phi[-1, -1] - Phi[0, 0]) / sp.sqrt(2)
+ xY_staggered = (- c[-1, 1] + c[0, 0]) / sp.sqrt(2) + \
+ z * (c[-1, 1] + c[0, 0]) / 2 * (Phi[-1, 1] - Phi[0, 0]) / sp.sqrt(2)
+ A0 = (1 + sp.sqrt(2) if j.index_shape[0] == 4 else 1)
+
+ jj = j.staggered_access
+ divergence = -1 * sum([jj(d) for d in j.staggered_stencil
+ + [ps.stencil.inverse_direction_string(d) for d in j.staggered_stencil]])
+
+ update = [ps.Assignment(c.center, c.center + divergence)]
+ flux = [ps.Assignment(j.staggered_access("W"), D * x_staggered / A0),
+ ps.Assignment(j.staggered_access("S"), D * y_staggered / A0)]
+ if j.index_shape[0] == 4:
+ flux += [ps.Assignment(j.staggered_access("SW"), D * xy_staggered / A0),
+ ps.Assignment(j.staggered_access("NW"), D * xY_staggered / A0)]
+
+ # compare
+
+ for a, b in zip(flux, flux_assignments):
+ assert a.lhs == b.lhs
+ assert sp.simplify(a.rhs - b.rhs) == 0
+ for a, b in zip(update, continuity_assignments):
+ assert a.lhs == b.lhs
+ assert a.rhs == b.rhs
+
+# TODO: test source
diff --git a/pystencils_tests/test_global_definitions.py b/pystencils_tests/test_global_definitions.py
new file mode 100644
index 0000000000000000000000000000000000000000..c08557018feb49fe7d8d6beeaa9e5ab0e43e99f5
--- /dev/null
+++ b/pystencils_tests/test_global_definitions.py
@@ -0,0 +1,127 @@
+import sympy
+
+import pystencils.astnodes
+from pystencils.backends.cbackend import CBackend
+from pystencils.data_types import TypedSymbol
+
+
+class BogusDeclaration(pystencils.astnodes.Node):
+ """Base class for all AST nodes."""
+
+ def __init__(self, parent=None):
+ self.parent = parent
+
+ @property
+ def args(self):
+ """Returns all arguments/children of this node."""
+ return set()
+
+ @property
+ def symbols_defined(self):
+ """Set of symbols which are defined by this node."""
+ return {TypedSymbol('Foo', 'double')}
+
+ @property
+ def undefined_symbols(self):
+ """Symbols which are used but are not defined inside this node."""
+ set()
+
+ def subs(self, subs_dict):
+ """Inplace! substitute, similar to sympy's but modifies the AST inplace."""
+ for a in self.args:
+ a.subs(subs_dict)
+
+ @property
+ def func(self):
+ return self.__class__
+
+ def atoms(self, arg_type):
+ """Returns a set of all descendants recursively, which are an instance of the given type."""
+ result = set()
+ for arg in self.args:
+ if isinstance(arg, arg_type):
+ result.add(arg)
+ result.update(arg.atoms(arg_type))
+ return result
+
+
+class BogusUsage(pystencils.astnodes.Node):
+ """Base class for all AST nodes."""
+
+ def __init__(self, requires_global: bool, parent=None):
+ self.parent = parent
+ if requires_global:
+ self.required_global_declarations = [BogusDeclaration()]
+
+ @property
+ def args(self):
+ """Returns all arguments/children of this node."""
+ return set()
+
+ @property
+ def symbols_defined(self):
+ """Set of symbols which are defined by this node."""
+ return set()
+
+ @property
+ def undefined_symbols(self):
+ """Symbols which are used but are not defined inside this node."""
+ return {TypedSymbol('Foo', 'double')}
+
+ def subs(self, subs_dict):
+ """Inplace! substitute, similar to sympy's but modifies the AST inplace."""
+ for a in self.args:
+ a.subs(subs_dict)
+
+ @property
+ def func(self):
+ return self.__class__
+
+ def atoms(self, arg_type):
+ """Returns a set of all descendants recursively, which are an instance of the given type."""
+ result = set()
+ for arg in self.args:
+ if isinstance(arg, arg_type):
+ result.add(arg)
+ result.update(arg.atoms(arg_type))
+ return result
+
+
+def test_global_definitions_with_global_symbol():
+ # Teach our printer to print new ast nodes
+ CBackend._print_BogusUsage = lambda _, __: "// Bogus would go here"
+ CBackend._print_BogusDeclaration = lambda _, __: "// Declaration would go here"
+
+ z, x, y = pystencils.fields("z, y, x: [2d]")
+
+ normal_assignments = pystencils.AssignmentCollection([pystencils.Assignment(
+ z[0, 0], x[0, 0] * sympy.log(x[0, 0] * y[0, 0]))], [])
+
+ ast = pystencils.create_kernel(normal_assignments)
+ print(pystencils.show_code(ast))
+ ast.body.append(BogusUsage(requires_global=True))
+ print(pystencils.show_code(ast))
+ kernel = ast.compile()
+ assert kernel is not None
+
+ assert TypedSymbol('Foo', 'double') not in [p.symbol for p in ast.get_parameters()]
+
+
+def test_global_definitions_without_global_symbol():
+ # Teach our printer to print new ast nodes
+ CBackend._print_BogusUsage = lambda _, __: "// Bogus would go here"
+ CBackend._print_BogusDeclaration = lambda _, __: "// Declaration would go here"
+
+ z, x, y = pystencils.fields("z, y, x: [2d]")
+
+ normal_assignments = pystencils.AssignmentCollection([pystencils.Assignment(
+ z[0, 0], x[0, 0] * sympy.log(x[0, 0] * y[0, 0]))], [])
+
+ ast = pystencils.create_kernel(normal_assignments)
+ print(pystencils.show_code(ast))
+ ast.body.append(BogusUsage(requires_global=False))
+ print(pystencils.show_code(ast))
+ kernel = ast.compile()
+ assert kernel is not None
+
+ assert TypedSymbol('Foo', 'double') in [p.symbol for p in ast.get_parameters()]
diff --git a/pystencils_tests/test_helpful_errors.py b/pystencils_tests/test_helpful_errors.py
new file mode 100644
index 0000000000000000000000000000000000000000..a13178afebd424c0f3e5e3355f8b0ecf97eab870
--- /dev/null
+++ b/pystencils_tests/test_helpful_errors.py
@@ -0,0 +1,37 @@
+"""
+
+"""
+
+import pytest
+
+from pystencils.astnodes import Block
+from pystencils.backends.cbackend import CustomCodeNode, get_headers
+
+
+def test_headers_have_quotes_or_brackets():
+ class ErrorNode1(CustomCodeNode):
+
+ def __init__(self):
+ super().__init__("", [], [])
+ self.headers = ["iostream"]
+
+ class ErrorNode2(CustomCodeNode):
+ headers = ["<iostream>", "foo"]
+
+ def __init__(self):
+ super().__init__("", [], [])
+ self.headers = ["<iostream>", "foo"]
+
+ class OkNode3(CustomCodeNode):
+
+ def __init__(self):
+ super().__init__("", [], [])
+ self.headers = ["<iostream>", '"foo"']
+
+ with pytest.raises(AssertionError, match='.* does not follow the pattern .*'):
+ get_headers(Block([ErrorNode1()]))
+
+ with pytest.raises(AssertionError, match='.* does not follow the pattern .*'):
+ get_headers(ErrorNode2())
+
+ get_headers(OkNode3())
diff --git a/pystencils_tests/test_indexed_kernels.py b/pystencils_tests/test_indexed_kernels.py
index 13dbbd4982555adb6237f3eb796302da1b979cad..fd994c7f9326d0b175a1adf7042e43938e621ad3 100644
--- a/pystencils_tests/test_indexed_kernels.py
+++ b/pystencils_tests/test_indexed_kernels.py
@@ -1,5 +1,6 @@
import numpy as np
-from pystencils import Field, Assignment
+
+from pystencils import Assignment, Field
from pystencils.cpu import create_indexed_kernel, make_python_function
diff --git a/pystencils_tests/test_interpolation.py b/pystencils_tests/test_interpolation.py
new file mode 100644
index 0000000000000000000000000000000000000000..19201c7c9016be156f2ed73828eb65f1b9d6d229
--- /dev/null
+++ b/pystencils_tests/test_interpolation.py
@@ -0,0 +1,245 @@
+# -*- coding: utf-8 -*-
+#
+# Copyright © 2019 Stephan Seitz <stephan.seitz@fau.de>
+#
+# Distributed under terms of the GPLv3 license.
+
+"""
+
+"""
+import itertools
+from os.path import dirname, join
+
+import numpy as np
+import pytest
+import sympy
+
+import pystencils
+from pystencils.interpolation_astnodes import LinearInterpolator
+from pystencils.spatial_coordinates import x_, y_
+
+type_map = {
+ np.float32: 'float32',
+ np.float64: 'float64',
+ np.int32: 'int32',
+}
+
+try:
+ import pyconrad.autoinit
+except Exception:
+ import unittest.mock
+ pyconrad = unittest.mock.MagicMock()
+
+LENNA_FILE = join(dirname(__file__), 'test_data', 'lenna.png')
+
+try:
+ import skimage.io
+ lenna = skimage.io.imread(LENNA_FILE, as_gray=True).astype(np.float64)
+ pyconrad.imshow(lenna)
+except Exception:
+ lenna = np.random.rand(20, 30)
+
+
+def test_interpolation():
+ x_f, y_f = pystencils.fields('x,y: float64 [2d]')
+
+ assignments = pystencils.AssignmentCollection({
+ y_f.center(): LinearInterpolator(x_f).at([x_ + 2.7, y_ + 7.2])
+ })
+ print(assignments)
+ ast = pystencils.create_kernel(assignments)
+ print(ast)
+ print(pystencils.show_code(ast))
+ kernel = ast.compile()
+
+ pyconrad.imshow(lenna)
+
+ out = np.zeros_like(lenna)
+ kernel(x=lenna, y=out)
+ pyconrad.imshow(out, "out")
+
+
+def test_scale_interpolation():
+ x_f, y_f = pystencils.fields('x,y: float64 [2d]')
+
+ for address_mode in ['border', 'wrap', 'clamp', 'mirror']:
+ assignments = pystencils.AssignmentCollection({
+ y_f.center(): LinearInterpolator(x_f, address_mode=address_mode).at([0.5 * x_ + 2.7, 0.25 * y_ + 7.2])
+ })
+ print(assignments)
+ ast = pystencils.create_kernel(assignments)
+ print(ast)
+ print(pystencils.show_code(ast))
+ kernel = ast.compile()
+
+ out = np.zeros_like(lenna)
+ kernel(x=lenna, y=out)
+ pyconrad.imshow(out, "out " + address_mode)
+
+
+@pytest.mark.parametrize('address_mode',
+ ['border',
+ 'clamp',
+ pytest.param('warp', marks=pytest.mark.xfail(
+ reason="requires interpolation-refactoring branch")),
+ pytest.param('mirror', marks=pytest.mark.xfail(
+ reason="requires interpolation-refactoring branch")),
+ ])
+def test_rotate_interpolation(address_mode):
+ """
+ 'wrap', 'mirror' currently fails on new sympy due to conjugate()
+ """
+ x_f, y_f = pystencils.fields('x,y: float64 [2d]')
+
+ rotation_angle = sympy.pi / 5
+
+ transformed = sympy.rot_axis3(rotation_angle)[:2, :2] * sympy.Matrix((x_, y_))
+ assignments = pystencils.AssignmentCollection({
+ y_f.center(): LinearInterpolator(x_f, address_mode=address_mode).at(transformed)
+ })
+ print(assignments)
+ ast = pystencils.create_kernel(assignments)
+ print(ast)
+ print(pystencils.show_code(ast))
+ kernel = ast.compile()
+
+ out = np.zeros_like(lenna)
+ kernel(x=lenna, y=out)
+ pyconrad.imshow(out, "out " + address_mode)
+
+
+@pytest.mark.parametrize('dtype', (np.int32, np.float32, np.float64))
+@pytest.mark.parametrize('address_mode', ('border', 'wrap', 'clamp', 'mirror'))
+@pytest.mark.parametrize('use_textures', ('use_textures', False))
+def test_rotate_interpolation_gpu(dtype, address_mode, use_textures):
+ pytest.importorskip('pycuda')
+
+ import pycuda.gpuarray as gpuarray
+ import pycuda.autoinit # noqa
+ rotation_angle = sympy.pi / 5
+ scale = 1
+
+ if dtype == np.int32:
+ lenna_gpu = gpuarray.to_gpu(
+ np.ascontiguousarray(lenna * 255, dtype))
+ else:
+ lenna_gpu = gpuarray.to_gpu(
+ np.ascontiguousarray(lenna, dtype))
+ x_f, y_f = pystencils.fields(f'x,y: {type_map[dtype]} [2d]', ghost_layers=0)
+
+ transformed = scale * \
+ sympy.rot_axis3(rotation_angle)[:2, :2] * sympy.Matrix((x_, y_)) - sympy.Matrix([2, 2])
+ assignments = pystencils.AssignmentCollection({
+ y_f.center(): LinearInterpolator(x_f, address_mode=address_mode).at(transformed)
+ })
+ print(assignments)
+ ast = pystencils.create_kernel(assignments, target='gpu', use_textures_for_interpolation=use_textures)
+ print(ast)
+ print(pystencils.show_code(ast))
+ kernel = ast.compile()
+
+ out = gpuarray.zeros_like(lenna_gpu)
+ kernel(x=lenna_gpu, y=out)
+ pyconrad.imshow(out,
+ f"out {address_mode} texture:{use_textures} {type_map[dtype]}")
+
+
+@pytest.mark.parametrize('address_mode', ['border', 'wrap',
+ pytest.param('warp', marks=pytest.mark.xfail(
+ reason="% printed as fmod on old sympy")),
+ pytest.param('mirror', marks=pytest.mark.xfail(
+ reason="% printed as fmod on old sympy")),
+ ])
+@pytest.mark.parametrize('dtype', [np.float64, np.float32, np.int32])
+@pytest.mark.parametrize('use_textures', ('use_textures', False,))
+def test_shift_interpolation_gpu(address_mode, dtype, use_textures):
+ sver = sympy.__version__.split(".")
+ if (int(sver[0]) == 1 and int(sver[1]) < 2) and address_mode in ['mirror', 'warp']:
+ pytest.skip()
+ pytest.importorskip('pycuda')
+
+ import pycuda.gpuarray as gpuarray
+ import pycuda.autoinit # noqa
+
+ rotation_angle = 0 # sympy.pi / 5
+ scale = 1
+ # shift = - sympy.Matrix([1.5, 1.5])
+ shift = sympy.Matrix((0.0, 0.0))
+
+ if dtype == np.int32:
+ lenna_gpu = gpuarray.to_gpu(
+ np.ascontiguousarray(lenna * 255, dtype))
+ else:
+ lenna_gpu = gpuarray.to_gpu(
+ np.ascontiguousarray(lenna, dtype))
+
+ x_f, y_f = pystencils.fields(f'x,y: {type_map[dtype]} [2d]', ghost_layers=0)
+
+ if use_textures:
+ transformed = scale * sympy.rot_axis3(rotation_angle)[:2, :2] * sympy.Matrix((x_, y_)) + shift
+ else:
+ transformed = scale * sympy.rot_axis3(rotation_angle)[:2, :2] * sympy.Matrix((x_, y_)) + shift
+ assignments = pystencils.AssignmentCollection({
+ y_f.center(): LinearInterpolator(x_f, address_mode=address_mode).at(transformed)
+ })
+ # print(assignments)
+ ast = pystencils.create_kernel(assignments, target='gpu', use_textures_for_interpolation=use_textures)
+ # print(ast)
+ print(pystencils.show_code(ast))
+ kernel = ast.compile()
+
+ out = gpuarray.zeros_like(lenna_gpu)
+ kernel(x=lenna_gpu, y=out)
+ pyconrad.imshow(out,
+ f"out {address_mode} texture:{use_textures} {type_map[dtype]}")
+
+
+@pytest.mark.parametrize('address_mode', ['border', 'clamp'])
+def test_rotate_interpolation_size_change(address_mode):
+ """
+ 'wrap', 'mirror' currently fails on new sympy due to conjugate()
+ """
+ x_f, y_f = pystencils.fields('x,y: float64 [2d]')
+
+ rotation_angle = sympy.pi / 5
+
+ transformed = sympy.rot_axis3(rotation_angle)[:2, :2] * sympy.Matrix((x_, y_))
+ assignments = pystencils.AssignmentCollection({
+ y_f.center(): LinearInterpolator(x_f, address_mode=address_mode).at(transformed)
+ })
+ print(assignments)
+ ast = pystencils.create_kernel(assignments)
+ print(ast)
+ print(pystencils.show_code(ast))
+ kernel = ast.compile()
+
+ out = np.zeros((100, 150), np.float64)
+ kernel(x=lenna, y=out)
+ pyconrad.imshow(out, "small out " + address_mode)
+
+
+@pytest.mark.parametrize('address_mode, target',
+ itertools.product(['border', 'wrap', 'clamp', 'mirror'], ['cpu']))
+def test_field_interpolated(address_mode, target):
+ x_f, y_f = pystencils.fields('x,y: float64 [2d]')
+
+ assignments = pystencils.AssignmentCollection({
+ y_f.center(): x_f.interpolated_access([0.5 * x_ + 2.7, 0.25 * y_ + 7.2], address_mode=address_mode)
+ })
+ print(assignments)
+ ast = pystencils.create_kernel(assignments, target=target)
+ print(ast)
+ print(pystencils.show_code(ast))
+ kernel = ast.compile()
+
+ out = np.zeros_like(lenna)
+ kernel(x=lenna, y=out)
+ pyconrad.imshow(out, "out " + address_mode)
+
+
+def test_spatial_derivative():
+ x, y = pystencils.fields('x, y: float32[2d]')
+ tx, ty = pystencils.fields('t_x, t_y: float32[2d]')
+
+ diff = sympy.diff(x.interpolated_access((tx.center, ty.center)), tx.center)
+ print("diff: " + str(diff))
diff --git a/pystencils_tests/test_jacobi_cbackend.py b/pystencils_tests/test_jacobi_cbackend.py
index 6fbf9d5ba1e82b637f1991aa2da2482d4951de84..6d86ecb05f920f7a6c54b018ea5dd3508172b727 100644
--- a/pystencils_tests/test_jacobi_cbackend.py
+++ b/pystencils_tests/test_jacobi_cbackend.py
@@ -1,9 +1,11 @@
import numpy as np
-from pystencils import show_code
-from pystencils.transformations import move_constants_before_loop, make_loop_over_domain, resolve_field_accesses
-from pystencils.field import Field
-from pystencils.astnodes import SympyAssignment, Block
+
+from pystencils import get_code_obj
+from pystencils.astnodes import Block, KernelFunction, SympyAssignment
from pystencils.cpu import make_python_function
+from pystencils.field import Field
+from pystencils.transformations import (
+ make_loop_over_domain, move_constants_before_loop, resolve_field_accesses)
def test_jacobi_fixed_field_size():
@@ -19,7 +21,8 @@ def test_jacobi_fixed_field_size():
jacobi = SympyAssignment(d[0, 0], (f[1, 0] + f[-1, 0] + f[0, 1] + f[0, -1]) / 4)
body = Block([jacobi])
- ast_node = make_loop_over_domain(body, "kernel")
+ loop_node, gl_info = make_loop_over_domain(body)
+ ast_node = KernelFunction(loop_node, 'cpu', 'c', make_python_function, ghost_layers=gl_info)
resolve_field_accesses(ast_node)
move_constants_before_loop(ast_node)
@@ -28,12 +31,12 @@ def test_jacobi_fixed_field_size():
dst_field_py[x, y] = 0.25 * (src_field_py[x - 1, y] + src_field_py[x + 1, y] +
src_field_py[x, y - 1] + src_field_py[x, y + 1])
- kernel = make_python_function(ast_node)
+ kernel = ast_node.compile()
kernel(f=src_field_c, d=dst_field_c)
error = np.sum(np.abs(dst_field_py - dst_field_c))
np.testing.assert_allclose(error, 0.0, atol=1e-13)
- code_display = show_code(ast_node)
+ code_display = get_code_obj(ast_node)
assert 'for' in str(code_display)
assert 'for' in code_display._repr_html_()
@@ -44,7 +47,8 @@ def test_jacobi_variable_field_size():
d = Field.create_generic("d", 3)
jacobi = SympyAssignment(d[0, 0, 0], (f[1, 0, 0] + f[-1, 0, 0] + f[0, 1, 0] + f[0, -1, 0]) / 4)
body = Block([jacobi])
- ast_node = make_loop_over_domain(body, "kernel")
+ loop_node, gl_info = make_loop_over_domain(body)
+ ast_node = KernelFunction(loop_node, 'cpu', 'c', make_python_function, ghost_layers=gl_info)
resolve_field_accesses(ast_node)
move_constants_before_loop(ast_node)
@@ -59,7 +63,7 @@ def test_jacobi_variable_field_size():
dst_field_py[x, y, z] = 0.25 * (src_field_py[x - 1, y, z] + src_field_py[x + 1, y, z] +
src_field_py[x, y - 1, z] + src_field_py[x, y + 1, z])
- kernel = make_python_function(ast_node)
+ kernel = ast_node.compile()
kernel(f=src_field_c, d=dst_field_c)
error = np.sum(np.abs(dst_field_py-dst_field_c))
np.testing.assert_allclose(error, 0.0, atol=1e-13)
diff --git a/pystencils_tests/test_jacobi_llvm.py b/pystencils_tests/test_jacobi_llvm.py
deleted file mode 100644
index f6e4825735cc4eedba5eabde720e601d6b20b398..0000000000000000000000000000000000000000
--- a/pystencils_tests/test_jacobi_llvm.py
+++ /dev/null
@@ -1,53 +0,0 @@
-import numpy as np
-from pystencils import Assignment, Field
-from pystencils.llvm import create_kernel, make_python_function
-from pystencils.llvm.llvmjit import generate_and_jit
-
-
-def test_jacobi_fixed_field_size():
- size = (30, 20)
-
- src_field_llvm = np.random.rand(*size)
- src_field_py = np.copy(src_field_llvm)
- dst_field_llvm = np.zeros(size)
- dst_field_py = np.zeros(size)
-
- f = Field.create_from_numpy_array("f", src_field_llvm)
- d = Field.create_from_numpy_array("d", dst_field_llvm)
-
- jacobi = Assignment(d[0, 0], (f[1, 0] + f[-1, 0] + f[0, 1] + f[0, -1]) / 4)
- ast = create_kernel([jacobi])
-
- for x in range(1, size[0] - 1):
- for y in range(1, size[1] - 1):
- dst_field_py[x, y] = 0.25 * (src_field_py[x - 1, y] + src_field_py[x + 1, y] +
- src_field_py[x, y - 1] + src_field_py[x, y + 1])
-
- jit = generate_and_jit(ast)
- jit('kernel', dst_field_llvm, src_field_llvm)
- error = np.sum(np.abs(dst_field_py - dst_field_llvm))
- np.testing.assert_almost_equal(error, 0.0)
-
-
-def test_jacobi_variable_field_size():
- size = (3, 3, 3)
- f = Field.create_generic("f", 3)
- d = Field.create_generic("d", 3)
- jacobi = Assignment(d[0, 0, 0], (f[1, 0, 0] + f[-1, 0, 0] + f[0, 1, 0] + f[0, -1, 0]) / 4)
- ast = create_kernel([jacobi])
-
- src_field_llvm = np.random.rand(*size)
- src_field_py = np.copy(src_field_llvm)
- dst_field_llvm = np.zeros(size)
- dst_field_py = np.zeros(size)
-
- for x in range(1, size[0] - 1):
- for y in range(1, size[1] - 1):
- for z in range(1, size[2] - 1):
- dst_field_py[x, y, z] = 0.25 * (src_field_py[x - 1, y, z] + src_field_py[x + 1, y, z] +
- src_field_py[x, y - 1, z] + src_field_py[x, y + 1, z])
-
- kernel = make_python_function(ast, {'f': src_field_llvm, 'd': dst_field_llvm})
- kernel()
- error = np.sum(np.abs(dst_field_py - dst_field_llvm))
- np.testing.assert_almost_equal(error, 0.0)
diff --git a/pystencils_tests/test_json_backend.py b/pystencils_tests/test_json_backend.py
new file mode 100644
index 0000000000000000000000000000000000000000..a3fb2420c95d46c705a70a220a2e638d3afd7e77
--- /dev/null
+++ b/pystencils_tests/test_json_backend.py
@@ -0,0 +1,34 @@
+# -*- coding: utf-8 -*-
+#
+# Copyright © 2019 Stephan Seitz <stephan.seitz@fau.de>
+#
+# Distributed under terms of the GPLv3 license.
+
+"""
+
+"""
+
+import sympy
+
+import pystencils
+from pystencils.backends.json import print_json, print_yaml, write_json, write_yaml
+import tempfile
+
+
+def test_json_backend():
+
+ z, y, x = pystencils.fields("z, y, x: [20,40]")
+ a = sympy.Symbol('a')
+
+ assignments = pystencils.AssignmentCollection({
+ z[0, 0]: x[0, 0] * sympy.log(a * x[0, 0] * y[0, 0])
+ })
+
+ ast = pystencils.create_kernel(assignments)
+
+ print(print_json(ast))
+ print(print_yaml(ast))
+
+ temp_dir = tempfile.TemporaryDirectory()
+ write_json(temp_dir.name + '/test.json', ast)
+ write_yaml(temp_dir.name + '/test.yaml', ast)
diff --git a/pystencils_tests/test_jupyter_extensions.ipynb b/pystencils_tests/test_jupyter_extensions.ipynb
new file mode 100644
index 0000000000000000000000000000000000000000..a34a1bd4f040865a9051b505a5eb454b5b5a0d83
--- /dev/null
+++ b/pystencils_tests/test_jupyter_extensions.ipynb
@@ -0,0 +1,224 @@
+{
+ "cells": [
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "from pystencils.session import *"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 2,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "dh = ps.create_data_handling(domain_size=(256, 256), periodicity=True)\n",
+ "c_field = dh.add_array('c')\n",
+ "dh.fill(\"c\", 0.0, ghost_layers=True)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "for x in range(129):\n",
+ " for y in range(258):\n",
+ " dh.cpu_arrays['c'][x, y] = 1.0"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "<matplotlib.image.AxesImage at 0x7f5fa4f1cdc0>"
+ ]
+ },
+ "execution_count": 4,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ "<matplotlib.figure.Figure at 0x7f5fa4f425b0>"
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "plt.scalar_field(dh.cpu_arrays[\"c\"])"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 5,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "ur = ps.Assignment(c_field[0, 0], c_field[1, 0])\n",
+ "ast = ps.create_kernel(ur, target=dh.default_target, cpu_openmp=True)\n",
+ "kernel = ast.compile()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 6,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "c_sync = dh.synchronization_function(['c'])"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 7,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def timeloop(steps=10):\n",
+ " for i in range(steps):\n",
+ " c_sync()\n",
+ " dh.run_kernel(kernel)\n",
+ " return dh.gather_array('c')"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 8,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "ps.jupyter.set_display_mode('video')"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 9,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "<video controls width=\"80%\">\n",
+ " <source 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type=\"video/mp4\">\n",
+ " Your browser does not support the video tag.\n",
+ "</video>"
+ ],
+ "text/plain": [
+ "<IPython.core.display.HTML object>"
+ ]
+ },
+ "execution_count": 9,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "ani = ps.plot.scalar_field_animation(timeloop, rescale=True, frames=12)\n",
+ "ps.jupyter.display_animation(ani)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 10,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "ps.jupyter.set_display_mode('image_update')"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 11,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": "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\n",
+ "text/plain": [
+ "<matplotlib.figure.Figure at 0x7f5fa4e07160>"
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "ani = ps.plot.scalar_field_animation(timeloop, rescale=True, frames=12)\n",
+ "ps.jupyter.display_animation(ani)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 12,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def grid_update_function(image):\n",
+ " for i in range(40):\n",
+ " c_sync()\n",
+ " dh.run_kernel(kernel)\n",
+ " return dh.gather_array('c')"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 13,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": "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\n",
+ "text/plain": [
+ "<matplotlib.figure.Figure at 0x7f5fc03ea6a0>"
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "animation = ps.jupyter.make_imshow_animation(dh.cpu_arrays[\"c\"], grid_update_function, frames=300)"
+ ]
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "Python 3",
+ "language": "python",
+ "name": "python3"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
+ "version": "3.8.5"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}
diff --git a/pystencils_tests/test_kerncraft_coupling.py b/pystencils_tests/test_kerncraft_coupling.py
index 1ff9ab04c70d089a20f0aef0adc4802abcb78418..533cc954ed0c73fe7053c05115711353a13ee814 100644
--- a/pystencils_tests/test_kerncraft_coupling.py
+++ b/pystencils_tests/test_kerncraft_coupling.py
@@ -1,27 +1,33 @@
-import os
import numpy as np
-import sympy as sp
-from pystencils import Field, Assignment
-from pystencils.kerncraft_coupling import PyStencilsKerncraftKernel, KerncraftParameters
-from pystencils.kerncraft_coupling.generate_benchmark import generate_benchmark
-from pystencils.cpu import create_kernel
import pytest
+import sympy as sp
+from pathlib import Path
-from kerncraft.models import ECMData, ECM, Benchmark
-from kerncraft.machinemodel import MachineModel
from kerncraft.kernel import KernelCode
+from kerncraft.machinemodel import MachineModel
+from kerncraft.models import ECM, ECMData, Benchmark
+from pystencils import Assignment, Field, fields
+from pystencils.cpu import create_kernel
+from pystencils.kerncraft_coupling import KerncraftParameters, PyStencilsKerncraftKernel
+from pystencils.kerncraft_coupling.generate_benchmark import generate_benchmark, run_c_benchmark
+from pystencils.timeloop import TimeLoop
-SCRIPT_FOLDER = os.path.dirname(os.path.realpath(__file__))
-INPUT_FOLDER = os.path.join(SCRIPT_FOLDER, "kerncraft_inputs")
+SCRIPT_FOLDER = Path(__file__).parent
+INPUT_FOLDER = SCRIPT_FOLDER / "kerncraft_inputs"
-@pytest.mark.kernkraft
+@pytest.mark.kerncraft
def test_compilation():
- kernel_file_path = os.path.join(INPUT_FOLDER, "2d-5pt.c")
+ machine_file_path = INPUT_FOLDER / "Example_SandyBridgeEP_E5-2680.yml"
+ machine = MachineModel(path_to_yaml=machine_file_path)
+
+ kernel_file_path = INPUT_FOLDER / "2d-5pt.c"
with open(kernel_file_path) as kernel_file:
- reference_kernel = KernelCode(kernel_file.read(), machine=None, filename=kernel_file_path)
- reference_kernel.as_code('likwid')
+ reference_kernel = KernelCode(kernel_file.read(), machine=machine, filename=kernel_file_path)
+ reference_kernel.get_kernel_header(name='test_kernel')
+ reference_kernel.get_kernel_code(name='test_kernel')
+ reference_kernel.get_main_code(kernel_function_name='test_kernel')
size = [30, 50, 3]
arr = np.zeros(size)
@@ -35,10 +41,8 @@ def test_compilation():
print(mine)
-@pytest.mark.kernkraft
-def analysis(kernel, model='ecmdata'):
- machine_file_path = os.path.join(INPUT_FOLDER, "default_machine_file.yaml")
- machine = MachineModel(path_to_yaml=machine_file_path)
+@pytest.mark.kerncraft
+def analysis(kernel, machine, model='ecmdata'):
if model == 'ecmdata':
model = ECMData(kernel, machine, KerncraftParameters())
elif model == 'ecm':
@@ -53,19 +57,19 @@ def analysis(kernel, model='ecmdata'):
return model
-@pytest.mark.kernkraft
-def test_3d_7pt_iaca():
- # Make sure you use the intel compiler
+@pytest.mark.kerncraft
+def test_3d_7pt_osaca():
+
size = [20, 200, 200]
- kernel_file_path = os.path.join(INPUT_FOLDER, "3d-7pt.c")
- machine_file_path = os.path.join(INPUT_FOLDER, "default_machine_file.yaml")
- machine = MachineModel(path_to_yaml=machine_file_path)
+ kernel_file_path = INPUT_FOLDER / "3d-7pt.c"
+ machine_file_path = INPUT_FOLDER / "Example_SandyBridgeEP_E5-2680.yml"
+ machine_model = MachineModel(path_to_yaml=machine_file_path)
with open(kernel_file_path) as kernel_file:
- reference_kernel = KernelCode(kernel_file.read(), machine=machine, filename=kernel_file_path)
+ reference_kernel = KernelCode(kernel_file.read(), machine=machine_model, filename=kernel_file_path)
reference_kernel.set_constant('M', size[0])
reference_kernel.set_constant('N', size[1])
assert size[1] == size[2]
- analysis(reference_kernel, model='ecm')
+ analysis(reference_kernel, machine_model, model='ecm')
arr = np.zeros(size)
a = Field.create_from_numpy_array('a', arr, index_dimensions=0)
@@ -75,19 +79,23 @@ def test_3d_7pt_iaca():
update_rule = Assignment(b[0, 0, 0], s * rhs)
ast = create_kernel([update_rule])
- k = PyStencilsKerncraftKernel(ast, machine)
- analysis(k, model='ecm')
+ k = PyStencilsKerncraftKernel(ast, machine=machine_model)
+ analysis(k, machine_model, model='ecm')
assert reference_kernel._flops == k._flops
# assert reference.results['cl throughput'] == analysis.results['cl throughput']
-@pytest.mark.kernkraft
+@pytest.mark.kerncraft
def test_2d_5pt():
+ machine_file_path = INPUT_FOLDER / "Example_SandyBridgeEP_E5-2680.yml"
+ machine = MachineModel(path_to_yaml=machine_file_path)
+
size = [30, 50, 3]
- kernel_file_path = os.path.join(INPUT_FOLDER, "2d-5pt.c")
+ kernel_file_path = INPUT_FOLDER / "2d-5pt.c"
with open(kernel_file_path) as kernel_file:
- reference_kernel = KernelCode(kernel_file.read(), machine=None, filename=kernel_file_path)
- reference = analysis(reference_kernel)
+ reference_kernel = KernelCode(kernel_file.read(), machine=machine,
+ filename=kernel_file_path)
+ reference = analysis(reference_kernel, machine)
arr = np.zeros(size)
a = Field.create_from_numpy_array('a', arr, index_dimensions=1)
@@ -96,23 +104,27 @@ def test_2d_5pt():
rhs = a[0, -1](0) + a[0, 1] + a[-1, 0] + a[1, 0]
update_rule = Assignment(b[0, 0], s * rhs)
ast = create_kernel([update_rule])
- k = PyStencilsKerncraftKernel(ast)
- result = analysis(k)
+ k = PyStencilsKerncraftKernel(ast, machine)
+ result = analysis(k, machine)
for e1, e2 in zip(reference.results['cycles'], result.results['cycles']):
assert e1 == e2
-@pytest.mark.kernkraft
+@pytest.mark.kerncraft
def test_3d_7pt():
+ machine_file_path = INPUT_FOLDER / "Example_SandyBridgeEP_E5-2680.yml"
+ machine = MachineModel(path_to_yaml=machine_file_path)
+
size = [30, 50, 50]
- kernel_file_path = os.path.join(INPUT_FOLDER, "3d-7pt.c")
+ kernel_file_path = INPUT_FOLDER / "3d-7pt.c"
with open(kernel_file_path) as kernel_file:
- reference_kernel = KernelCode(kernel_file.read(), machine=None, filename=kernel_file_path)
+ reference_kernel = KernelCode(kernel_file.read(), machine=machine,
+ filename=kernel_file_path)
reference_kernel.set_constant('M', size[0])
reference_kernel.set_constant('N', size[1])
assert size[1] == size[2]
- reference = analysis(reference_kernel)
+ reference = analysis(reference_kernel, machine)
arr = np.zeros(size)
a = Field.create_from_numpy_array('a', arr, index_dimensions=0)
@@ -122,8 +134,34 @@ def test_3d_7pt():
update_rule = Assignment(b[0, 0, 0], s * rhs)
ast = create_kernel([update_rule])
- k = PyStencilsKerncraftKernel(ast)
- result = analysis(k)
+ k = PyStencilsKerncraftKernel(ast, machine)
+ result = analysis(k, machine)
for e1, e2 in zip(reference.results['cycles'], result.results['cycles']):
assert e1 == e2
+
+
+@pytest.mark.kerncraft
+def test_benchmark():
+ size = [30, 50, 50]
+ arr = np.zeros(size)
+ a = Field.create_from_numpy_array('a', arr, index_dimensions=0)
+ b = Field.create_from_numpy_array('b', arr, index_dimensions=0)
+ s = sp.Symbol("s")
+ rhs = a[0, -1, 0] + a[0, 1, 0] + a[-1, 0, 0] + a[1, 0, 0] + a[0, 0, -1] + a[0, 0, 1]
+
+ update_rule = Assignment(b[0, 0, 0], s * rhs)
+ ast = create_kernel([update_rule])
+
+ c_benchmark_run = run_c_benchmark(ast, inner_iterations=1000, outer_iterations=1)
+
+ kernel = ast.compile()
+ a = np.full(size, fill_value=0.23)
+ b = np.full(size, fill_value=0.23)
+
+ timeloop = TimeLoop(steps=1)
+ timeloop.add_call(kernel, {'a': a, 'b': b, 's': 0.23})
+
+ timeloop_time = timeloop.benchmark(number_of_time_steps_for_estimation=1)
+
+ np.testing.assert_almost_equal(c_benchmark_run, timeloop_time, decimal=4)
diff --git a/pystencils_tests/test_llvm.py b/pystencils_tests/test_llvm.py
new file mode 100644
index 0000000000000000000000000000000000000000..54c60ff45dd99c5157977acdb86b052d3dd67214
--- /dev/null
+++ b/pystencils_tests/test_llvm.py
@@ -0,0 +1,142 @@
+
+import pytest
+try:
+ from pystencils.llvm.llvmjit import generate_and_jit
+ from pystencils.llvm import create_kernel, make_python_function
+ from pystencils.cpu.cpujit import get_llc_command
+ from pystencils import Assignment, Field, show_code
+ import numpy as np
+ import sympy as sp
+except ModuleNotFoundError:
+ pytest.importorskip("llvmlite")
+
+
+def test_jacobi_fixed_field_size():
+ size = (30, 20)
+
+ src_field_llvm = np.random.rand(*size)
+ src_field_py = np.copy(src_field_llvm)
+ dst_field_llvm = np.zeros(size)
+ dst_field_py = np.zeros(size)
+
+ f = Field.create_from_numpy_array("f", src_field_llvm)
+ d = Field.create_from_numpy_array("d", dst_field_llvm)
+
+ jacobi = Assignment(d[0, 0], (f[1, 0] + f[-1, 0] + f[0, 1] + f[0, -1]) / 4)
+ ast = create_kernel([jacobi])
+
+ for x in range(1, size[0] - 1):
+ for y in range(1, size[1] - 1):
+ dst_field_py[x, y] = 0.25 * (src_field_py[x - 1, y] + src_field_py[x + 1, y] +
+ src_field_py[x, y - 1] + src_field_py[x, y + 1])
+
+ jit = generate_and_jit(ast)
+ jit('kernel', dst_field_llvm, src_field_llvm)
+ error = np.sum(np.abs(dst_field_py - dst_field_llvm))
+ np.testing.assert_almost_equal(error, 0.0)
+
+
+@pytest.mark.skipif(not get_llc_command(), reason="Tests requires llc in $PATH")
+def test_jacobi_fixed_field_size_gpu():
+ size = (30, 20)
+
+ import pycuda.autoinit # noqa
+ from pycuda.gpuarray import to_gpu
+
+ src_field_llvm = np.random.rand(*size)
+ src_field_py = np.copy(src_field_llvm)
+ dst_field_llvm = np.zeros(size)
+ dst_field_py = np.zeros(size)
+
+ f = Field.create_from_numpy_array("f", src_field_py)
+ d = Field.create_from_numpy_array("d", dst_field_py)
+
+ src_field_llvm = to_gpu(src_field_llvm)
+ dst_field_llvm = to_gpu(dst_field_llvm)
+
+ jacobi = Assignment(d[0, 0], (f[1, 0] + f[-1, 0] + f[0, 1] + f[0, -1]) / 4)
+ ast = create_kernel([jacobi], target='gpu')
+ show_code(ast)
+
+ for x in range(1, size[0] - 1):
+ for y in range(1, size[1] - 1):
+ dst_field_py[x, y] = 0.25 * (src_field_py[x - 1, y] + src_field_py[x + 1, y] +
+ src_field_py[x, y - 1] + src_field_py[x, y + 1])
+
+ jit = generate_and_jit(ast)
+ jit('kernel', dst_field_llvm, src_field_llvm)
+ error = np.sum(np.abs(dst_field_py - dst_field_llvm.get()))
+ np.testing.assert_almost_equal(error, 0.0)
+
+
+def test_jacobi_variable_field_size():
+ size = (3, 3, 3)
+ f = Field.create_generic("f", 3)
+ d = Field.create_generic("d", 3)
+ jacobi = Assignment(d[0, 0, 0], (f[1, 0, 0] + f[-1, 0, 0] + f[0, 1, 0] + f[0, -1, 0]) / 4)
+ ast = create_kernel([jacobi])
+
+ src_field_llvm = np.random.rand(*size)
+ src_field_py = np.copy(src_field_llvm)
+ dst_field_llvm = np.zeros(size)
+ dst_field_py = np.zeros(size)
+
+ for x in range(1, size[0] - 1):
+ for y in range(1, size[1] - 1):
+ for z in range(1, size[2] - 1):
+ dst_field_py[x, y, z] = 0.25 * (src_field_py[x - 1, y, z] + src_field_py[x + 1, y, z] +
+ src_field_py[x, y - 1, z] + src_field_py[x, y + 1, z])
+
+ kernel = make_python_function(ast, {'f': src_field_llvm, 'd': dst_field_llvm})
+ kernel()
+ error = np.sum(np.abs(dst_field_py - dst_field_llvm))
+ np.testing.assert_almost_equal(error, 0.0)
+
+
+def test_pow_llvm():
+ size = (30, 20)
+
+ src_field_llvm = 4 * np.ones(size)
+ dst_field_llvm = np.zeros(size)
+
+ f = Field.create_from_numpy_array("f", src_field_llvm)
+ d = Field.create_from_numpy_array("d", dst_field_llvm)
+
+ ur = Assignment(d[0, 0], sp.Pow(f[0, 0], -1.0))
+ ast = create_kernel([ur])
+
+ jit = generate_and_jit(ast)
+ jit('kernel', dst_field_llvm, src_field_llvm)
+ assert np.all(0.25 == dst_field_llvm)
+
+ ur = Assignment(d[0, 0], sp.Pow(f[0, 0], 0.5))
+ ast = create_kernel([ur])
+
+ jit = generate_and_jit(ast)
+ jit('kernel', dst_field_llvm, src_field_llvm)
+ assert np.all(2.0 == dst_field_llvm)
+
+ ur = Assignment(d[0, 0], sp.Pow(f[0, 0], 2.0))
+ ast = create_kernel([ur])
+
+ jit = generate_and_jit(ast)
+ jit('kernel', dst_field_llvm, src_field_llvm)
+ assert np.all(16.0 == dst_field_llvm)
+
+ ur = Assignment(d[0, 0], sp.Pow(f[0, 0], 3.0))
+ ast = create_kernel([ur])
+
+ jit = generate_and_jit(ast)
+ jit('kernel', dst_field_llvm, src_field_llvm)
+ assert np.all(64.0 == dst_field_llvm)
+
+ ur = Assignment(d[0, 0], sp.Pow(f[0, 0], 4.0))
+ ast = create_kernel([ur])
+
+ jit = generate_and_jit(ast)
+ jit('kernel', dst_field_llvm, src_field_llvm)
+ assert np.all(256.0 == dst_field_llvm)
+
+
+if __name__ == "__main__":
+ test_jacobi_fixed_field_size_gpu()
diff --git a/pystencils_tests/test_loop_cutting.py b/pystencils_tests/test_loop_cutting.py
index 163b6cebb29ec98320b50ff274380bf25fc4e9f3..daf803cbdab91417671dff53ae18561ed3df6011 100644
--- a/pystencils_tests/test_loop_cutting.py
+++ b/pystencils_tests/test_loop_cutting.py
@@ -1,13 +1,16 @@
-import sympy as sp
import numpy as np
+import sympy as sp
+
+import pytest
+
import pystencils as ps
-from pystencils import Field
-from pystencils.cpu import create_kernel, make_python_function
+import pystencils.astnodes as ast
+from pystencils.field import Field, FieldType
from pystencils.astnodes import Conditional, LoopOverCoordinate, SympyAssignment
+from pystencils.cpu import create_kernel, make_python_function
from pystencils.kernelcreation import create_staggered_kernel
-from pystencils.transformations import move_constants_before_loop
-import pystencils.astnodes as ast
-from pystencils.transformations import simplify_conditionals, cleanup_blocks, cut_loop
+from pystencils.transformations import (
+ cleanup_blocks, cut_loop, move_constants_before_loop, simplify_conditionals)
def offsets_in_plane(normal_plane, offset_int, dimension):
@@ -33,9 +36,9 @@ def test_staggered_iteration():
s_arr_ref = s_arr.copy()
fields_fixed = (Field.create_from_numpy_array('f', f_arr),
- Field.create_from_numpy_array('s', s_arr, index_dimensions=1))
+ Field.create_from_numpy_array('s', s_arr, index_dimensions=1, field_type=FieldType.STAGGERED))
fields_var = (Field.create_generic('f', 2),
- Field.create_generic('s', 2, index_dimensions=1))
+ Field.create_generic('s', 2, index_dimensions=1, index_shape=(dim,), field_type=FieldType.STAGGERED))
for f, s in [fields_var, fields_fixed]:
# --- Manual
@@ -54,7 +57,9 @@ def test_staggered_iteration():
for d in range(dim):
expressions.append(sum(f[o] for o in offsets_in_plane(d, 0, dim)) -
sum(f[o] for o in offsets_in_plane(d, -1, dim)))
- func_optimized = create_staggered_kernel(s, expressions).compile()
+ assignments = [ps.Assignment(s.staggered_access(d), expressions[i]) for i, d in enumerate(s.staggered_stencil)]
+ func_optimized = create_staggered_kernel(assignments).compile()
+ pytest.importorskip('islpy')
assert not func_optimized.ast.atoms(Conditional), "Loop cutting optimization did not work"
func(f=f_arr, s=s_arr_ref)
@@ -69,7 +74,7 @@ def test_staggered_iteration_manual():
s_arr_ref = s_arr.copy()
f = Field.create_from_numpy_array('f', f_arr)
- s = Field.create_from_numpy_array('s', s_arr, index_dimensions=1)
+ s = Field.create_from_numpy_array('s', s_arr, index_dimensions=1, field_type=FieldType.STAGGERED)
eqs = []
@@ -97,6 +102,7 @@ def test_staggered_iteration_manual():
move_constants_before_loop(kernel_ast.body)
cleanup_blocks(kernel_ast.body)
+ pytest.importorskip('islpy')
assert not kernel_ast.atoms(Conditional), "Loop cutting optimization did not work"
func_optimized = make_python_function(kernel_ast)
@@ -106,11 +112,14 @@ def test_staggered_iteration_manual():
def test_staggered_gpu():
dim = 2
- f, s = ps.fields("f, s({dim}): double[{dim}D]".format(dim=dim))
+ f = ps.fields(f"f: double[{dim}D]")
+ s = ps.fields("s({dim}): double[{dim}D]".format(dim=dim), field_type=FieldType.STAGGERED)
expressions = [(f[0, 0] + f[-1, 0]) / 2,
(f[0, 0] + f[0, -1]) / 2]
- kernel_ast = ps.create_staggered_kernel(s, expressions, target='gpu', gpu_exclusive_conditions=True)
+ assignments = [ps.Assignment(s.staggered_access(d), expressions[i]) for i, d in enumerate(s.staggered_stencil)]
+ kernel_ast = ps.create_staggered_kernel(assignments, target='gpu', gpu_exclusive_conditions=True)
assert len(kernel_ast.atoms(Conditional)) == 4
- kernel_ast = ps.create_staggered_kernel(s, expressions, target='gpu', gpu_exclusive_conditions=False)
+ assignments = [ps.Assignment(s.staggered_access(d), expressions[i]) for i, d in enumerate(s.staggered_stencil)]
+ kernel_ast = ps.create_staggered_kernel(assignments, target='gpu', gpu_exclusive_conditions=False)
assert len(kernel_ast.atoms(Conditional)) == 3
diff --git a/pystencils_tests/test_match_subs_for_assignment_collection.py b/pystencils_tests/test_match_subs_for_assignment_collection.py
new file mode 100644
index 0000000000000000000000000000000000000000..9bcc5ad6b5c174bd2b34e28e5b11785b68b8e148
--- /dev/null
+++ b/pystencils_tests/test_match_subs_for_assignment_collection.py
@@ -0,0 +1,89 @@
+# -*- coding: utf-8 -*-
+#
+# Copyright © 2019 Stephan Seitz <stephan.seitz@fau.de>
+#
+# Distributed under terms of the GPLv3 license.
+
+"""
+
+"""
+
+import sympy as sp
+
+import pystencils
+from pystencils.data_types import create_type
+
+
+def test_wild_typed_symbol():
+ x = pystencils.fields('x: float32[3d]')
+ typed_symbol = pystencils.data_types.TypedSymbol('a', create_type('float64'))
+
+ assert x.center().match(sp.Wild('w1'))
+ assert typed_symbol.match(sp.Wild('w1'))
+
+ wild_ceiling = sp.ceiling(sp.Wild('w1'))
+ assert sp.ceiling(x.center()).match(wild_ceiling)
+ assert sp.ceiling(typed_symbol).match(wild_ceiling)
+
+
+def test_replace_and_subs_for_assignment_collection():
+
+ x, y = pystencils.fields('x, y: float32[3d]')
+ a, b, c, d = sp.symbols('a, b, c, d')
+
+ assignments = pystencils.AssignmentCollection({
+ a: sp.floor(1),
+ b: 2,
+ c: a + c,
+ y.center(): sp.ceiling(x.center()) + sp.floor(x.center())
+ })
+
+ expected_assignments = pystencils.AssignmentCollection({
+ a: sp.floor(3),
+ b: 2,
+ c: a + c,
+ y.center(): sp.ceiling(x.center()) + sp.floor(x.center())
+ })
+
+ assert expected_assignments == assignments.replace(1, 3)
+ assert expected_assignments == assignments.subs({1: 3})
+
+ expected_assignments = pystencils.AssignmentCollection({
+ d: sp.floor(1),
+ b: 2,
+ c: d + c,
+ y.center(): sp.ceiling(x.center()) + sp.floor(x.center())
+ })
+
+ print(expected_assignments)
+ print(assignments.subs(a, d))
+ assert expected_assignments == assignments.subs(a, d)
+
+
+def test_match_for_assignment_collection():
+
+ x, y = pystencils.fields('x, y: float32[3d]')
+ a, b, c, d = sp.symbols('a, b, c, d')
+
+ assignments = pystencils.AssignmentCollection({
+ a: sp.floor(1),
+ b: 2,
+ c: a + c,
+ y.center(): sp.ceiling(x.center()) + sp.floor(x.center())
+ })
+
+ w1 = sp.Wild('w1')
+ w2 = sp.Wild('w2')
+ w3 = sp.Wild('w3')
+
+ wild_ceiling = sp.ceiling(w1)
+ wild_addition = w1 + w2
+
+ assert assignments.match(pystencils.Assignment(w3, wild_ceiling + w2))[w1] == x.center()
+ assert assignments.match(pystencils.Assignment(w3, wild_ceiling + w2)) == {
+ w3: y.center(),
+ w2: sp.floor(x.center()),
+ w1: x.center()
+ }
+ assert assignments.find(wild_ceiling) == {sp.ceiling(x.center())}
+ assert len([a for a in assignments.find(wild_addition) if isinstance(a, sp.Add)]) == 2
diff --git a/pystencils_tests/test_move_constant_before_loop.py b/pystencils_tests/test_move_constant_before_loop.py
index a76ab82c2ee914451a005378283598c1bb1991d7..bec180deea5a82c3123f9bf14cd6045dbccfe91b 100644
--- a/pystencils_tests/test_move_constant_before_loop.py
+++ b/pystencils_tests/test_move_constant_before_loop.py
@@ -1,6 +1,7 @@
-import pystencils as ps
import numpy as np
-from pystencils.astnodes import LoopOverCoordinate, Block, SympyAssignment, TypedSymbol
+
+import pystencils as ps
+from pystencils.astnodes import Block, LoopOverCoordinate, SympyAssignment, TypedSymbol
from pystencils.transformations import move_constants_before_loop
diff --git a/pystencils_tests/test_opencl.py b/pystencils_tests/test_opencl.py
new file mode 100644
index 0000000000000000000000000000000000000000..6c013cefed7387827888385feeb11352b96cc8e6
--- /dev/null
+++ b/pystencils_tests/test_opencl.py
@@ -0,0 +1,271 @@
+import numpy as np
+import pytest
+import sympy as sp
+
+import pystencils
+from pystencils.backends.cuda_backend import CudaBackend
+from pystencils.backends.opencl_backend import OpenClBackend
+from pystencils.opencl.opencljit import get_global_cl_queue, make_python_function
+
+try:
+ import pyopencl as cl
+ HAS_OPENCL = True
+ import pystencils.opencl.autoinit
+
+except Exception:
+ HAS_OPENCL = False
+
+
+def test_print_opencl():
+ z, y, x = pystencils.fields("z, y, x: [2d]")
+
+ assignments = pystencils.AssignmentCollection({
+ z[0, 0]: x[0, 0] * sp.log(x[0, 0] * y[0, 0])
+ })
+
+ print(assignments)
+
+ ast = pystencils.create_kernel(assignments, target='gpu')
+
+ print(ast)
+
+ pystencils.show_code(ast, custom_backend=CudaBackend())
+
+ opencl_code = pystencils.get_code_str(ast, custom_backend=OpenClBackend())
+ print(opencl_code)
+
+ assert "__global double * RESTRICT const _data_x" in str(opencl_code)
+ assert "__global double * RESTRICT" in str(opencl_code)
+ assert "get_local_id(0)" in str(opencl_code)
+
+
+@pytest.mark.skipif(not HAS_OPENCL, reason="Test requires pyopencl")
+def test_opencl_jit_fixed_size():
+ pytest.importorskip('pycuda')
+
+ z, y, x = pystencils.fields("z, y, x: [20,30]")
+
+ assignments = pystencils.AssignmentCollection({
+ z[0, 0]: x[0, 0] * sp.log(x[0, 0] * y[0, 0])
+ })
+
+ print(assignments)
+
+ ast = pystencils.create_kernel(assignments, target='gpu')
+
+ print(ast)
+
+ code = pystencils.show_code(ast, custom_backend=CudaBackend())
+ print(code)
+ opencl_code = pystencils.show_code(ast, custom_backend=OpenClBackend())
+ print(opencl_code)
+
+ cuda_kernel = ast.compile()
+ assert cuda_kernel is not None
+
+ import pycuda.gpuarray as gpuarray
+
+ x_cpu = np.random.rand(20, 30)
+ y_cpu = np.random.rand(20, 30)
+ z_cpu = np.random.rand(20, 30)
+
+ x = gpuarray.to_gpu(x_cpu)
+ y = gpuarray.to_gpu(y_cpu)
+ z = gpuarray.to_gpu(z_cpu)
+ cuda_kernel(x=x, y=y, z=z)
+
+ result_cuda = z.get()
+
+ import pyopencl.array as array
+ ctx = cl.create_some_context(0)
+ queue = cl.CommandQueue(ctx)
+
+ x = array.to_device(queue, x_cpu)
+ y = array.to_device(queue, y_cpu)
+ z = array.to_device(queue, z_cpu)
+
+ opencl_kernel = make_python_function(ast, queue, ctx)
+ assert opencl_kernel is not None
+ opencl_kernel(x=x, y=y, z=z)
+
+ result_opencl = z.get(queue)
+
+ assert np.allclose(result_cuda, result_opencl)
+
+
+@pytest.mark.skipif(not HAS_OPENCL, reason="Test requires pyopencl")
+def test_opencl_jit():
+ pytest.importorskip('pycuda')
+
+ z, y, x = pystencils.fields("z, y, x: [2d]")
+
+ assignments = pystencils.AssignmentCollection({
+ z[0, 0]: x[0, 0] * sp.log(x[0, 0] * y[0, 0])
+ })
+
+ print(assignments)
+
+ ast = pystencils.create_kernel(assignments, target='gpu')
+
+ print(ast)
+
+ pystencils.show_code(ast, custom_backend=CudaBackend())
+
+ pystencils.show_code(ast, custom_backend=OpenClBackend())
+
+ cuda_kernel = ast.compile()
+ assert cuda_kernel is not None
+
+ import pycuda.gpuarray as gpuarray
+
+ x_cpu = np.random.rand(20, 30)
+ y_cpu = np.random.rand(20, 30)
+ z_cpu = np.random.rand(20, 30)
+
+ x = gpuarray.to_gpu(x_cpu)
+ y = gpuarray.to_gpu(y_cpu)
+ z = gpuarray.to_gpu(z_cpu)
+ cuda_kernel(x=x, y=y, z=z)
+
+ result_cuda = z.get()
+
+ import pyopencl.array as array
+ ctx = cl.create_some_context(0)
+ queue = cl.CommandQueue(ctx)
+
+ x = array.to_device(queue, x_cpu)
+ y = array.to_device(queue, y_cpu)
+ z = array.to_device(queue, z_cpu)
+
+ opencl_kernel = make_python_function(ast, queue, ctx)
+ assert opencl_kernel is not None
+ opencl_kernel(x=x, y=y, z=z)
+
+ result_opencl = z.get(queue)
+
+ assert np.allclose(result_cuda, result_opencl)
+
+
+@pytest.mark.skipif(not HAS_OPENCL, reason="Test requires pyopencl")
+def test_opencl_jit_with_parameter():
+ pytest.importorskip('pycuda')
+
+ z, y, x = pystencils.fields("z, y, x: [2d]")
+
+ a = sp.Symbol('a')
+ assignments = pystencils.AssignmentCollection({
+ z[0, 0]: x[0, 0] * sp.log(x[0, 0] * y[0, 0]) + a
+ })
+
+ print(assignments)
+
+ ast = pystencils.create_kernel(assignments, target='gpu')
+
+ print(ast)
+
+ code = pystencils.show_code(ast, custom_backend=CudaBackend())
+ print(code)
+ opencl_code = pystencils.show_code(ast, custom_backend=OpenClBackend())
+ print(opencl_code)
+
+ cuda_kernel = ast.compile()
+ assert cuda_kernel is not None
+
+ import pycuda.gpuarray as gpuarray
+
+ x_cpu = np.random.rand(20, 30)
+ y_cpu = np.random.rand(20, 30)
+ z_cpu = np.random.rand(20, 30)
+
+ x = gpuarray.to_gpu(x_cpu)
+ y = gpuarray.to_gpu(y_cpu)
+ z = gpuarray.to_gpu(z_cpu)
+ cuda_kernel(x=x, y=y, z=z, a=5.)
+
+ result_cuda = z.get()
+
+ import pyopencl.array as array
+ ctx = cl.create_some_context(0)
+ queue = cl.CommandQueue(ctx)
+
+ x = array.to_device(queue, x_cpu)
+ y = array.to_device(queue, y_cpu)
+ z = array.to_device(queue, z_cpu)
+
+ opencl_kernel = make_python_function(ast, queue, ctx)
+ assert opencl_kernel is not None
+ opencl_kernel(x=x, y=y, z=z, a=5.)
+
+ result_opencl = z.get(queue)
+
+ assert np.allclose(result_cuda, result_opencl)
+
+
+@pytest.mark.skipif(not HAS_OPENCL, reason="Test requires pyopencl")
+def test_without_cuda():
+ z, y, x = pystencils.fields("z, y, x: [20,30]")
+
+ assignments = pystencils.AssignmentCollection({
+ z[0, 0]: x[0, 0] * sp.log(x[0, 0] * y[0, 0])
+ })
+
+ print(assignments)
+
+ ast = pystencils.create_kernel(assignments, target='gpu')
+
+ print(ast)
+
+ opencl_code = pystencils.show_code(ast, custom_backend=OpenClBackend())
+ print(opencl_code)
+
+ x_cpu = np.random.rand(20, 30)
+ y_cpu = np.random.rand(20, 30)
+ z_cpu = np.random.rand(20, 30)
+
+ import pyopencl.array as array
+ ctx = cl.create_some_context(0)
+ queue = cl.CommandQueue(ctx)
+
+ x = array.to_device(queue, x_cpu)
+ y = array.to_device(queue, y_cpu)
+ z = array.to_device(queue, z_cpu)
+
+ opencl_kernel = make_python_function(ast, queue, ctx)
+ assert opencl_kernel is not None
+ opencl_kernel(x=x, y=y, z=z)
+
+
+@pytest.mark.skipif(not HAS_OPENCL, reason="Test requires pyopencl")
+def test_kernel_creation():
+ global pystencils
+ z, y, x = pystencils.fields("z, y, x: [20,30]")
+
+ assignments = pystencils.AssignmentCollection({
+ z[0, 0]: x[0, 0] * sp.log(x[0, 0] * y[0, 0])
+ })
+
+ print(assignments)
+
+ import pystencils.opencl.autoinit
+ ast = pystencils.create_kernel(assignments, target='opencl')
+
+ print(ast.backend)
+
+ code = pystencils.get_code_str(ast)
+ print(code)
+ assert 'get_local_size' in code
+
+ opencl_kernel = ast.compile()
+
+ x_cpu = np.random.rand(20, 30)
+ y_cpu = np.random.rand(20, 30)
+ z_cpu = np.random.rand(20, 30)
+
+ import pyopencl.array as array
+ assert get_global_cl_queue()
+ x = array.to_device(get_global_cl_queue(), x_cpu)
+ y = array.to_device(get_global_cl_queue(), y_cpu)
+ z = array.to_device(get_global_cl_queue(), z_cpu)
+
+ assert opencl_kernel is not None
+ opencl_kernel(x=x, y=y, z=z)
diff --git a/pystencils_tests/test_parameterstudy.py b/pystencils_tests/test_parameterstudy.py
index 2b58e756671ef91814204fc2e3f76942990733fb..be5058d6cd32afc75a9340282e8db307f28c803a 100644
--- a/pystencils_tests/test_parameterstudy.py
+++ b/pystencils_tests/test_parameterstudy.py
@@ -1,7 +1,8 @@
import io
import json
-from http.server import HTTPServer, BaseHTTPRequestHandler
+from http.server import BaseHTTPRequestHandler, HTTPServer
from tempfile import TemporaryDirectory
+
from pystencils.runhelper import ParameterStudy
diff --git a/pystencils_tests/test_phasefield_dentritic_3D.ipynb b/pystencils_tests/test_phasefield_dentritic_3D.ipynb
index f3dc7fd914cd3c0a3f7f54ded12eb4652cf524c7..b9e73677ecb083015a42b21997577495fd95f73a 100644
--- a/pystencils_tests/test_phasefield_dentritic_3D.ipynb
+++ b/pystencils_tests/test_phasefield_dentritic_3D.ipynb
@@ -1,5 +1,15 @@
{
"cells": [
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "import pytest\n",
+ "pytest.importorskip('pycuda')"
+ ]
+ },
{
"cell_type": "code",
"execution_count": 1,
@@ -26,11 +36,11 @@
"metadata": {},
"outputs": [],
"source": [
- "target = 'cpu'\n",
+ "target = 'gpu'\n",
"gpu = target == 'gpu'\n",
"domain_size = (25, 25, 25) if 'is_test_run' in globals() else (300, 300, 300)\n",
"\n",
- "dh = ps.create_data_handling(domain_size=domain_size, periodicity=True)\n",
+ "dh = ps.create_data_handling(domain_size=domain_size, periodicity=True, default_target=target)\n",
"φ_field = dh.add_array('phi', latex_name='φ')\n",
"φ_delta_field = dh.add_array('phidelta', latex_name='φ_D')\n",
"t_field = dh.add_array('T')"
@@ -74,22 +84,29 @@
{
"data": {
"text/latex": [
- "$$\\bar{\\epsilon} \\left(δ \\left(\\frac{{\\partial_{0} {{φ}_{C}}}^{4}}{\\left({\\partial_{0} {{φ}_{C}}}^{2} + {\\partial_{1} {{φ}_{C}}}^{2} + {\\partial_{2} {{φ}_{C}}}^{2}\\right)^{2}} + \\frac{{\\partial_{1} {{φ}_{C}}}^{4}}{\\left({\\partial_{0} {{φ}_{C}}}^{2} + {\\partial_{1} {{φ}_{C}}}^{2} + {\\partial_{2} {{φ}_{C}}}^{2}\\right)^{2}} + \\frac{{\\partial_{2} {{φ}_{C}}}^{4}}{\\left({\\partial_{0} {{φ}_{C}}}^{2} + {\\partial_{1} {{φ}_{C}}}^{2} + {\\partial_{2} {{φ}_{C}}}^{2}\\right)^{2}}\\right) + 1\\right)$$"
+ "$\\displaystyle \\bar{\\epsilon} \\left(δ \\left(\\frac{{\\partial_{0} {{φ}_{(0,0,0)}}}^{4}}{\\left({\\partial_{0} {{φ}_{(0,0,0)}}}^{2} + {\\partial_{1} {{φ}_{(0,0,0)}}}^{2} + {\\partial_{2} {{φ}_{(0,0,0)}}}^{2}\\right)^{2}} + \\frac{{\\partial_{1} {{φ}_{(0,0,0)}}}^{4}}{\\left({\\partial_{0} {{φ}_{(0,0,0)}}}^{2} + {\\partial_{1} {{φ}_{(0,0,0)}}}^{2} + {\\partial_{2} {{φ}_{(0,0,0)}}}^{2}\\right)^{2}} + \\frac{{\\partial_{2} {{φ}_{(0,0,0)}}}^{4}}{\\left({\\partial_{0} {{φ}_{(0,0,0)}}}^{2} + {\\partial_{1} {{φ}_{(0,0,0)}}}^{2} + {\\partial_{2} {{φ}_{(0,0,0)}}}^{2}\\right)^{2}}\\right) + 1\\right)$"
],
"text/plain": [
- " ⎛ ⎛ 4 \n",
- " ⎜ ⎜ D(phi_C) D(phi_C\n",
- "\\bar{\\epsilon}⋅⎜δ⋅⎜──────────────────────────────────── + ────────────────────\n",
- " ⎜ ⎜ 2 \n",
- " ⎜ ⎜⎛ 2 2 2⎞ ⎛ 2 \n",
- " ⎝ ⎝⎝D(phi_C) + D(phi_C) + D(phi_C) ⎠ ⎝D(phi_C) + D(phi_C\n",
+ " ⎛ ⎛ 4 \n",
+ " ⎜ ⎜ D(φ[0,0,0]) \n",
+ "\\bar{\\epsilon}⋅⎜δ⋅⎜───────────────────────────────────────────── + ───────────\n",
+ " ⎜ ⎜ 2 \n",
+ " ⎜ ⎜⎛ 2 2 2⎞ ⎛ \n",
+ " ⎝ ⎝⎝D(φ[0,0,0]) + D(φ[0,0,0]) + D(φ[0,0,0]) ⎠ ⎝D(φ[0,0,0]\n",
+ "\n",
+ " 4 4 \n",
+ " D(φ[0,0,0]) D(φ[0,0,0]) \n",
+ "────────────────────────────────── + ─────────────────────────────────────────\n",
+ " 2 \n",
+ " 2 2 2⎞ ⎛ 2 2 \n",
+ ") + D(φ[0,0,0]) + D(φ[0,0,0]) ⎠ ⎝D(φ[0,0,0]) + D(φ[0,0,0]) + D(φ[0,0,0]\n",
"\n",
- " 4 4 ⎞ ⎞\n",
- ") D(phi_C) ⎟ ⎟\n",
- "──────────────── + ────────────────────────────────────⎟ + 1⎟\n",
- " 2 2⎟ ⎟\n",
- " 2 2⎞ ⎛ 2 2 2⎞ ⎟ ⎟\n",
- ") + D(phi_C) ⎠ ⎝D(phi_C) + D(phi_C) + D(phi_C) ⎠ ⎠ ⎠"
+ " ⎞ ⎞\n",
+ " ⎟ ⎟\n",
+ "────⎟ + 1⎟\n",
+ " 2⎟ ⎟\n",
+ " 2⎞ ⎟ ⎟\n",
+ ") ⎠ ⎠ ⎠"
]
},
"execution_count": 4,
@@ -150,9 +167,9 @@
"outputs": [
{
"data": {
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+ "image/png": "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\n",
"text/latex": [
- "$$\\left \\{ \\pi : 3.14159265358979, \\quad T_{eq} : 1.0, \\quad \\bar{\\epsilon} : 0.01, \\quad j : 6, \\quad α : 0.9, \\quad γ : 10, \\quad δ : 0.3, \\quad θ_{0} : 0.2, \\quad κ : 1.8, \\quad τ : 0.0003\\right \\}$$"
+ "$\\displaystyle \\left\\{ \\pi : 3.14159265358979, \\ T_{eq} : 1.0, \\ \\bar{\\epsilon} : 0.01, \\ j : 6, \\ α : 0.9, \\ γ : 10, \\ δ : 0.3, \\ θ_{0} : 0.2, \\ κ : 1.8, \\ τ : 0.0003\\right\\}$"
],
"text/plain": [
"{π: 3.14159265358979, T_eq: 1.0, \\bar{\\epsilon}: 0.01, j: 6, α: 0.9, γ: 10, δ:\n",
@@ -208,12 +225,12 @@
{
"data": {
"text/latex": [
- "$$\\left [ {{T}_{C}} \\leftarrow 0.0111111111111111 {{T}_{B}} + 0.933333333333333 {{T}_{C}} + 0.0111111111111111 {{T}_{E}} + 0.0111111111111111 {{T}_{N}} + 0.0111111111111111 {{T}_{S}} + 0.0111111111111111 {{T}_{T}} + 0.0111111111111111 {{T}_{W}} + 1.8 \\cdot 10^{-5} {{φ_D}_{C}}\\right ]$$"
+ "$\\displaystyle \\left[ {{T}_{(0,0,0)}} \\leftarrow 0.0111111111111111 {{T}_{(-1,0,0)}} + 0.0111111111111111 {{T}_{(0,-1,0)}} + 0.0111111111111111 {{T}_{(0,0,-1)}} + 0.933333333333333 {{T}_{(0,0,0)}} + 0.0111111111111111 {{T}_{(0,0,1)}} + 0.0111111111111111 {{T}_{(0,1,0)}} + 0.0111111111111111 {{T}_{(1,0,0)}} + 1.8 \\cdot 10^{-5} {{φ_D}_{(0,0,0)}}\\right]$"
],
"text/plain": [
- "[T_C := 0.0111111111111111⋅T_B + 0.933333333333333⋅T_C + 0.0111111111111111⋅T_\n",
- "E + 0.0111111111111111⋅T_N + 0.0111111111111111⋅T_S + 0.0111111111111111⋅T_T +\n",
- " 0.0111111111111111⋅T_W + 1.8e-5⋅phidelta_C]"
+ "[T_C := 0.0111111111111111⋅T_W + 0.0111111111111111⋅T_S + 0.0111111111111111⋅T\n",
+ "_B + 0.933333333333333⋅T_C + 0.0111111111111111⋅T_T + 0.0111111111111111⋅T_N +\n",
+ " 0.0111111111111111⋅T_E + 1.8e-5⋅phidelta_C]"
]
},
"execution_count": 10,
@@ -290,18 +307,20 @@
"----------------------------------------------------\n",
" T| ( 0, 0)| ( 0, 0)\n",
" phi| ( 0, 1)| ( 0, 1)\n",
- "phidelta| (inf,inf)| (inf,inf)\n",
+ "phidelta| ( 0, 0)| ( 0, 0)\n",
"\n"
]
},
{
"data": {
- "image/png": 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\n",
+ "image/png": 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\n",
"text/plain": [
"<Figure size 1152x432 with 6 Axes>"
]
},
- "metadata": {},
+ "metadata": {
+ "needs_background": "light"
+ },
"output_type": "display_data"
}
],
@@ -313,7 +332,7 @@
},
{
"cell_type": "code",
- "execution_count": 14,
+ "execution_count": null,
"metadata": {},
"outputs": [],
"source": [
@@ -323,6 +342,7 @@
" assert np.isfinite(dh.max('T'))\n",
" assert np.isfinite(dh.max('phidelta'))\n",
"else:\n",
+ " from time import perf_counter\n",
" vtk_writer = dh.create_vtk_writer('dentritic_growth_large', ['phi'])\n",
" last = perf_counter()\n",
" for i in range(300):\n",
@@ -349,7 +369,7 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.6.5"
+ "version": "3.8.5"
}
},
"nbformat": 4,
diff --git a/pystencils_tests/test_pickle_support.py b/pystencils_tests/test_pickle_support.py
index 82d8e1f3607e21b9ab61a7ceafe0efffa7be0dee..462645198881a54ec5a33ba10c2ccea69e44d702 100644
--- a/pystencils_tests/test_pickle_support.py
+++ b/pystencils_tests/test_pickle_support.py
@@ -1,6 +1,8 @@
-from pystencils import Field, TypedSymbol
from copy import copy, deepcopy
+from pystencils.field import Field
+from pystencils.data_types import TypedSymbol
+
def test_field_access():
field = Field.create_generic('some_field', spatial_dimensions=2, index_dimensions=0)
diff --git a/pystencils_tests/test_plot.py b/pystencils_tests/test_plot.py
new file mode 100644
index 0000000000000000000000000000000000000000..4c9207216266e48d4f2b0b14db1a5e160732c5cb
--- /dev/null
+++ b/pystencils_tests/test_plot.py
@@ -0,0 +1,60 @@
+import os
+from tempfile import TemporaryDirectory
+import shutil
+
+import pytest
+
+import numpy as np
+
+import pystencils.plot as plt
+
+
+def example_scalar_field(t=0):
+ x, y = np.meshgrid(np.linspace(0, 2 * np.pi, 100), np.linspace(0, 2 * np.pi, 100))
+ z = np.cos(x + 0.1 * t) * np.sin(y + 0.1 * t) + 0.1 * x * y
+ return z
+
+
+def example_vector_field(t=0, shape=(40, 40)):
+ result = np.empty(shape + (2,))
+ x, y = np.meshgrid(np.linspace(0, 2 * np.pi, shape[0]), np.linspace(0, 2 * np.pi, shape[1]))
+ result[..., 0] = np.cos(x + 0.1 * t) * np.sin(y + 0.1 * t) + 0.01 * x * y
+ result[..., 1] = np.cos(0.001 * y)
+ return result
+
+
+@pytest.mark.skipif(shutil.which('ffmpeg') is None, reason="ffmpeg not available")
+def test_animation():
+ t = 0
+
+ def run_scalar():
+ nonlocal t
+ t += 1
+ return example_scalar_field(t)
+
+ def run_vec():
+ nonlocal t
+ t += 1
+ return example_vector_field(t)
+
+ plt.clf()
+ plt.cla()
+
+ with TemporaryDirectory() as tmp_dir:
+ ani = plt.vector_field_magnitude_animation(run_vec, interval=1, frames=2)
+ ani.save(os.path.join(tmp_dir, "animation1.avi"))
+
+ ani = plt.vector_field_animation(run_vec, interval=1, frames=2, rescale=True)
+ ani.save(os.path.join(tmp_dir, "animation2.avi"))
+
+ ani = plt.vector_field_animation(run_vec, interval=1, frames=2, rescale=False)
+ ani.save(os.path.join(tmp_dir, "animation3.avi"))
+
+ ani = plt.scalar_field_animation(run_scalar, interval=1, frames=2, rescale=True)
+ ani.save(os.path.join(tmp_dir, "animation4.avi"))
+
+ ani = plt.scalar_field_animation(run_scalar, interval=1, frames=2, rescale=False)
+ ani.save(os.path.join(tmp_dir, "animation5.avi"))
+
+ ani = plt.surface_plot_animation(run_scalar, frames=2)
+ ani.save(os.path.join(tmp_dir, "animation6.avi"))
diff --git a/pystencils_tests/test_print_infinity.py b/pystencils_tests/test_print_infinity.py
new file mode 100644
index 0000000000000000000000000000000000000000..9e2dbd29b18389265b206513ec6c4625e0722a10
--- /dev/null
+++ b/pystencils_tests/test_print_infinity.py
@@ -0,0 +1,25 @@
+import pytest
+
+import pystencils
+from sympy import oo
+
+
+@pytest.mark.parametrize('type', ('float32', 'float64', 'int64'))
+@pytest.mark.parametrize('negative', (False, 'Negative'))
+@pytest.mark.parametrize('target', ('cpu', 'gpu'))
+def test_print_infinity(type, negative, target):
+
+ x = pystencils.fields(f'x: {type}[1d]')
+
+ if negative:
+ assignment = pystencils.Assignment(x.center, -oo)
+ else:
+ assignment = pystencils.Assignment(x.center, oo)
+ ast = pystencils.create_kernel(assignment, data_type=type, target=target)
+
+ if target == 'gpu':
+ pytest.importorskip('pycuda')
+
+ ast.compile()
+
+ print(ast.compile().code)
diff --git a/pystencils_tests/test_print_unsupported_node.py b/pystencils_tests/test_print_unsupported_node.py
new file mode 100644
index 0000000000000000000000000000000000000000..674a7b390512a4d7d12d1a733fbd759a460499d8
--- /dev/null
+++ b/pystencils_tests/test_print_unsupported_node.py
@@ -0,0 +1,24 @@
+# -*- coding: utf-8 -*-
+#
+# Copyright © 2019 Stephan Seitz <stephan.seitz@fau.de>
+#
+# Distributed under terms of the GPLv3 license.
+
+"""
+
+"""
+import pytest
+
+import pystencils
+from pystencils.backends.cbackend import CBackend
+
+
+class UnsupportedNode(pystencils.astnodes.Node):
+
+ def __init__(self):
+ super().__init__()
+
+
+def test_print_unsupported_node():
+ with pytest.raises(NotImplementedError, match='CBackend does not support node of type UnsupportedNode'):
+ CBackend()(UnsupportedNode())
diff --git a/pystencils_tests/test_random.py b/pystencils_tests/test_random.py
index 2995cbdd6a81d289d020daf27d1903d0fd46b763..322718d1b786d28554863fdd94df9cbbd2ff02fa 100644
--- a/pystencils_tests/test_random.py
+++ b/pystencils_tests/test_random.py
@@ -1,42 +1,111 @@
import numpy as np
+
+import pytest
+
import pystencils as ps
-from pystencils.rng import PhiloxTwoDoubles, PhiloxFourFloats
+from pystencils.rng import PhiloxFourFloats, PhiloxTwoDoubles, AESNIFourFloats, AESNITwoDoubles, random_symbol
+
+
+# curand_Philox4x32_10(make_uint4(124, i, j, 0), make_uint2(0, 0))
+philox_reference = np.array([[[3576608082, 1252663339, 1987745383, 348040302],
+ [1032407765, 970978240, 2217005168, 2424826293]],
+ [[2958765206, 3725192638, 2623672781, 1373196132],
+ [ 850605163, 1694561295, 3285694973, 2799652583]]])
+
+@pytest.mark.parametrize('target', ('cpu', 'gpu'))
+def test_philox_double(target):
+ if target == 'gpu':
+ pytest.importorskip('pycuda')
+
+ dh = ps.create_data_handling((2, 2), default_ghost_layers=0, default_target=target)
+ f = dh.add_array("f", values_per_cell=2)
+
+ dh.fill('f', 42.0)
+
+ philox_node = PhiloxTwoDoubles(dh.dim)
+ assignments = [philox_node,
+ ps.Assignment(f(0), philox_node.result_symbols[0]),
+ ps.Assignment(f(1), philox_node.result_symbols[1])]
+ kernel = ps.create_kernel(assignments, target=dh.default_target).compile()
+
+ dh.all_to_gpu()
+ dh.run_kernel(kernel, time_step=124)
+ dh.all_to_cpu()
+
+ arr = dh.gather_array('f')
+ assert np.logical_and(arr <= 1.0, arr >= 0).all()
+
+ x = philox_reference[:,:,0::2]
+ y = philox_reference[:,:,1::2]
+ z = x ^ y << (53 - 32)
+ double_reference = z * 2.**-53 + 2.**-54
+ assert(np.allclose(arr, double_reference, rtol=0, atol=np.finfo(np.float64).eps))
+
+
+@pytest.mark.parametrize('target', ('cpu', 'gpu'))
+def test_philox_float(target):
+ if target == 'gpu':
+ pytest.importorskip('pycuda')
+
+ dh = ps.create_data_handling((2, 2), default_ghost_layers=0, default_target=target)
+ f = dh.add_array("f", values_per_cell=4)
+
+ dh.fill('f', 42.0)
+
+ philox_node = PhiloxFourFloats(dh.dim)
+ assignments = [philox_node] + [ps.Assignment(f(i), philox_node.result_symbols[i]) for i in range(4)]
+ kernel = ps.create_kernel(assignments, target=dh.default_target).compile()
+
+ dh.all_to_gpu()
+ dh.run_kernel(kernel, time_step=124)
+ dh.all_to_cpu()
+ arr = dh.gather_array('f')
+ assert np.logical_and(arr <= 1.0, arr >= 0).all()
+
+ float_reference = philox_reference * 2.**-32 + 2.**-33
+ assert(np.allclose(arr, float_reference, rtol=0, atol=np.finfo(np.float32).eps))
+def test_aesni_double():
+ dh = ps.create_data_handling((2, 2), default_ghost_layers=0, default_target="cpu")
+ f = dh.add_array("f", values_per_cell=2)
-def test_philox_double():
- for target in ('cpu', 'gpu'):
- dh = ps.create_data_handling((2, 2), default_ghost_layers=0, default_target=target)
- f = dh.add_array("f", values_per_cell=2)
+ dh.fill('f', 42.0)
- dh.fill('f', 42.0)
+ aesni_node = AESNITwoDoubles(dh.dim)
+ assignments = [aesni_node,
+ ps.Assignment(f(0), aesni_node.result_symbols[0]),
+ ps.Assignment(f(1), aesni_node.result_symbols[1])]
+ kernel = ps.create_kernel(assignments, target=dh.default_target).compile()
- philox_node = PhiloxTwoDoubles(dh.dim)
- assignments = [philox_node,
- ps.Assignment(f(0), philox_node.result_symbols[0]),
- ps.Assignment(f(1), philox_node.result_symbols[1])]
- kernel = ps.create_kernel(assignments, target=dh.default_target).compile()
+ dh.all_to_gpu()
+ dh.run_kernel(kernel, time_step=124)
+ dh.all_to_cpu()
- dh.all_to_gpu()
- dh.run_kernel(kernel, time_step=124)
- dh.all_to_cpu()
+ arr = dh.gather_array('f')
+ assert np.logical_and(arr <= 1.0, arr >= 0).all()
- arr = dh.gather_array('f')
- assert np.logical_and(arr <= 1.0, arr >= 0).all()
+def test_aesni_float():
+ dh = ps.create_data_handling((2, 2), default_ghost_layers=0, default_target="cpu")
+ f = dh.add_array("f", values_per_cell=4)
-def test_philox_float():
- for target in ('cpu', 'gpu'):
- dh = ps.create_data_handling((2, 2), default_ghost_layers=0, default_target=target)
- f = dh.add_array("f", values_per_cell=4)
+ dh.fill('f', 42.0)
- dh.fill('f', 42.0)
+ aesni_node = AESNIFourFloats(dh.dim)
+ assignments = [aesni_node] + [ps.Assignment(f(i), aesni_node.result_symbols[i]) for i in range(4)]
+ kernel = ps.create_kernel(assignments, target=dh.default_target).compile()
- philox_node = PhiloxFourFloats(dh.dim)
- assignments = [philox_node] + [ps.Assignment(f(i), philox_node.result_symbols[i]) for i in range(4)]
- kernel = ps.create_kernel(assignments, target=dh.default_target).compile()
+ dh.all_to_gpu()
+ dh.run_kernel(kernel, time_step=124)
+ dh.all_to_cpu()
+ arr = dh.gather_array('f')
+ assert np.logical_and(arr <= 1.0, arr >= 0).all()
- dh.all_to_gpu()
- dh.run_kernel(kernel, time_step=124)
- dh.all_to_cpu()
- arr = dh.gather_array('f')
- assert np.logical_and(arr <= 1.0, arr >= 0).all()
+def test_staggered():
+ """Make sure that the RNG counter can be substituted during loop cutting"""
+ dh = ps.create_data_handling((8, 8), default_ghost_layers=0, default_target="cpu")
+ j = dh.add_array("j", values_per_cell=dh.dim, field_type=ps.FieldType.STAGGERED_FLUX)
+ a = ps.AssignmentCollection([ps.Assignment(j.staggered_access(n), 0) for n in j.staggered_stencil])
+ rng_symbol_gen = random_symbol(a.subexpressions, dim=dh.dim)
+ a.main_assignments[0] = ps.Assignment(a.main_assignments[0].lhs, next(rng_symbol_gen))
+ kernel = ps.create_staggered_kernel(a, target=dh.default_target).compile()
diff --git a/pystencils_tests/test_simplification_strategy.py b/pystencils_tests/test_simplification_strategy.py
index 957bee2ba7bd0ca79037b3fb8cfe8a95da702a15..19ade3ddc8b67a2586f4090167968ed581a5560c 100644
--- a/pystencils_tests/test_simplification_strategy.py
+++ b/pystencils_tests/test_simplification_strategy.py
@@ -1,7 +1,10 @@
import sympy as sp
+
+import pystencils as ps
from pystencils import Assignment, AssignmentCollection
-from pystencils.simp import SimplificationStrategy, apply_on_all_subexpressions, \
- subexpression_substitution_in_existing_subexpressions
+from pystencils.simp import (
+ SimplificationStrategy, apply_on_all_subexpressions,
+ subexpression_substitution_in_existing_subexpressions)
def test_simplification_strategy():
@@ -27,7 +30,7 @@ def test_simplification_strategy():
result = strategy(ac)
assert result.operation_count['adds'] == 7
- assert result.operation_count['muls'] == 5
+ assert result.operation_count['muls'] == 4
assert result.operation_count['divs'] == 0
# Trigger display routines, such that they are at least executed
@@ -41,3 +44,44 @@ def test_simplification_strategy():
assert 'Adds' in report._repr_html_()
assert 'factor' in str(strategy)
+
+
+def test_split_inner_loop():
+ dst = ps.fields('dst(8): double[2D]')
+ s = sp.symbols('s_:8')
+ x = sp.symbols('x')
+ subexpressions = []
+ main = [
+ Assignment(dst[0, 0](0), s[0]),
+ Assignment(dst[0, 0](1), s[1]),
+ Assignment(dst[0, 0](2), s[2]),
+ Assignment(dst[0, 0](3), s[3]),
+ Assignment(dst[0, 0](4), s[4]),
+ Assignment(dst[0, 0](5), s[5]),
+ Assignment(dst[0, 0](6), s[6]),
+ Assignment(dst[0, 0](7), s[7]),
+ Assignment(x, sum(s))
+ ]
+ ac = AssignmentCollection(main, subexpressions)
+ split_groups = [[dst[0, 0](0), dst[0, 0](1)],
+ [dst[0, 0](2), dst[0, 0](3)],
+ [dst[0, 0](4), dst[0, 0](5)],
+ [dst[0, 0](6), dst[0, 0](7), x]]
+ ac.simplification_hints['split_groups'] = split_groups
+ ast = ps.create_kernel(ac)
+
+ code = ps.get_code_str(ast)
+ # we have four inner loops as indicated in split groups (4 elements) plus one outer loop
+ assert code.count('for') == 5
+ ast = ps.create_kernel(ac, target='gpu')
+
+ code = ps.get_code_str(ast)
+ # on GPUs is wouldn't be good to use loop splitting
+ assert code.count('for') == 0
+
+ ac = AssignmentCollection(main, subexpressions)
+ ast = ps.create_kernel(ac)
+
+ code = ps.get_code_str(ast)
+ # one inner loop and one outer loop
+ assert code.count('for') == 2
diff --git a/pystencils_tests/test_simplifications.py b/pystencils_tests/test_simplifications.py
new file mode 100644
index 0000000000000000000000000000000000000000..b9f9cc8a16308702df1cf1274c62ca086ef72d3f
--- /dev/null
+++ b/pystencils_tests/test_simplifications.py
@@ -0,0 +1,97 @@
+import sympy as sp
+
+from pystencils.simp import subexpression_substitution_in_main_assignments
+from pystencils.simp import add_subexpressions_for_divisions
+from pystencils.simp import add_subexpressions_for_sums
+from pystencils.simp import add_subexpressions_for_field_reads
+from pystencils import Assignment, AssignmentCollection, fields
+
+a, b, c, d, x, y, z = sp.symbols("a b c d x y z")
+s0, s1, s2, s3 = sp.symbols("s_:4")
+f = sp.symbols("f_:9")
+
+
+def test_subexpression_substitution_in_main_assignments():
+ subexpressions = [
+ Assignment(s0, 2 * a + 2 * b),
+ Assignment(s1, 2 * a + 2 * b + 2 * c),
+ Assignment(s2, 2 * a + 2 * b + 2 * c + 2 * d),
+ Assignment(s3, 2 * a + 2 * b * c),
+ Assignment(x, s1 + s2 + s0 + s3)
+ ]
+ main = [
+ Assignment(f[0], s1 + s2 + s0 + s3),
+ Assignment(f[1], s1 + s2 + s0 + s3),
+ Assignment(f[2], s1 + s2 + s0 + s3),
+ Assignment(f[3], s1 + s2 + s0 + s3),
+ Assignment(f[4], s1 + s2 + s0 + s3)
+ ]
+ ac = AssignmentCollection(main, subexpressions)
+ ac = subexpression_substitution_in_main_assignments(ac)
+ for i in range(0, len(ac.main_assignments)):
+ assert ac.main_assignments[i].rhs == x
+
+
+def test_add_subexpressions_for_divisions():
+ subexpressions = [
+ Assignment(s0, 2 / a + 2 / b),
+ Assignment(s1, 2 / a + 2 / b + 2 / c),
+ Assignment(s2, 2 / a + 2 / b + 2 / c + 2 / d),
+ Assignment(s3, 2 / a + 2 / b / c),
+ Assignment(x, s1 + s2 + s0 + s3)
+ ]
+ main = [
+ Assignment(f[0], s1 + s2 + s0 + s3)
+ ]
+ ac = AssignmentCollection(main, subexpressions)
+ divs_before_optimisation = ac.operation_count["divs"]
+ ac = add_subexpressions_for_divisions(ac)
+ divs_after_optimisation = ac.operation_count["divs"]
+ assert divs_before_optimisation - divs_after_optimisation == 8
+ rhs = []
+ for i in range(len(ac.subexpressions)):
+ rhs.append(ac.subexpressions[i].rhs)
+
+ assert 1/a in rhs
+ assert 1/b in rhs
+ assert 1/c in rhs
+ assert 1/d in rhs
+
+
+def test_add_subexpressions_for_sums():
+ subexpressions = [
+ Assignment(s0, a + b + c + d),
+ Assignment(s1, 3 * a * sp.sqrt(x) + 4 * b + c),
+ Assignment(s2, 3 * a * sp.sqrt(x) + 4 * b + c),
+ Assignment(s3, 3 * a * sp.sqrt(x) + 4 * b + c)
+ ]
+ main = [
+ Assignment(f[0], s1 + s2 + s0 + s3)
+ ]
+ ac = AssignmentCollection(main, subexpressions)
+ ops_before_optimisation = ac.operation_count
+ ac = add_subexpressions_for_sums(ac)
+ ops_after_optimisation = ac.operation_count
+ assert ops_after_optimisation["adds"] == ops_before_optimisation["adds"]
+ assert ops_after_optimisation["muls"] < ops_before_optimisation["muls"]
+ assert ops_after_optimisation["sqrts"] < ops_before_optimisation["sqrts"]
+
+ rhs = []
+ for i in range(len(ac.subexpressions)):
+ rhs.append(ac.subexpressions[i].rhs)
+
+ assert a + b + c + d in rhs
+ assert 3 * a * sp.sqrt(x) in rhs
+
+
+def test_add_subexpressions_for_field_reads():
+ s, v = fields("s(5), v(5): double[2D]")
+ subexpressions = []
+ main = [
+ Assignment(s[0, 0](0), 3 * v[0, 0](0)),
+ Assignment(s[0, 0](1), 10 * v[0, 0](1))
+ ]
+ ac = AssignmentCollection(main, subexpressions)
+ assert len(ac.subexpressions) == 0
+ ac = add_subexpressions_for_field_reads(ac)
+ assert len(ac.subexpressions) == 2
diff --git a/pystencils_tests/test_size_and_layout_checks.py b/pystencils_tests/test_size_and_layout_checks.py
index ecc454638e401004686bf41b5926ed16b3c2f8b9..27696e19fca91061b804a516a991d5c402e6cc05 100644
--- a/pystencils_tests/test_size_and_layout_checks.py
+++ b/pystencils_tests/test_size_and_layout_checks.py
@@ -1,8 +1,9 @@
import numpy as np
import pytest
-from pystencils import Field, Assignment, fields, create_kernel
import sympy as sp
+from pystencils import Assignment, Field, create_kernel, fields
+
def test_size_check():
"""Kernel with two fixed-sized fields creating with same size but calling with wrong size"""
@@ -22,7 +23,7 @@ def test_size_check():
with pytest.raises(ValueError) as e:
func(src=src, dst=dst)
- assert 'Wrong shape' in str(e)
+ assert 'Wrong shape' in str(e.value)
def test_fixed_size_mismatch_check():
@@ -37,7 +38,7 @@ def test_fixed_size_mismatch_check():
with pytest.raises(ValueError) as e:
create_kernel([update_rule])
- assert 'Differently sized field accesses' in str(e)
+ assert 'Differently sized field accesses' in str(e.value)
def test_fixed_and_variable_field_check():
@@ -52,7 +53,7 @@ def test_fixed_and_variable_field_check():
with pytest.raises(ValueError) as e:
create_kernel(update_rule)
- assert 'Mixing fixed-shaped and variable-shape fields' in str(e)
+ assert 'Mixing fixed-shaped and variable-shape fields' in str(e.value)
def test_two_variable_shaped_fields():
@@ -69,7 +70,7 @@ def test_two_variable_shaped_fields():
with pytest.raises(TypeError) as e:
func(src=src, dst=dst)
- assert 'must have same' in str(e)
+ assert 'must have same' in str(e.value)
def test_ssa_checks():
@@ -80,18 +81,18 @@ def test_ssa_checks():
create_kernel([Assignment(c, f[0, 1]),
Assignment(c, f[1, 0]),
Assignment(g[0, 0], c)])
- assert 'Assignments not in SSA form' in str(e)
+ assert 'Assignments not in SSA form' in str(e.value)
with pytest.raises(ValueError) as e:
create_kernel([Assignment(c, a + 3),
Assignment(a, 42),
Assignment(g[0, 0], c)])
- assert 'Symbol a is written, after it has been read' in str(e)
+ assert 'Symbol a is written, after it has been read' in str(e.value)
with pytest.raises(ValueError) as e:
create_kernel([Assignment(c, c + 1),
Assignment(g[0, 0], c)])
- assert 'Symbol c is written, after it has been read' in str(e)
+ assert 'Symbol c is written, after it has been read' in str(e.value)
def test_loop_independence_checks():
@@ -101,7 +102,7 @@ def test_loop_independence_checks():
with pytest.raises(ValueError) as e:
create_kernel([Assignment(g[0, 1], f[0, 1]),
Assignment(g[0, 0], f[1, 0])])
- assert 'Field g is written at two different locations' in str(e)
+ assert 'Field g is written at two different locations' in str(e.value)
# This is allowed - because only one element of g is accessed
create_kernel([Assignment(g[0, 2], f[0, 1]),
@@ -114,4 +115,4 @@ def test_loop_independence_checks():
with pytest.raises(ValueError) as e:
create_kernel([Assignment(g[0, 1], 3),
Assignment(f[0, 1], 2 * g[0, 2])])
- assert 'Field g is read at (0, 2) and written at (0, 1)' in str(e)
+ assert 'Field g is read at (0, 2) and written at (0, 1)' in str(e.value)
diff --git a/pystencils_tests/test_size_and_layout_checks_llvm.py b/pystencils_tests/test_size_and_layout_checks_llvm.py
index 96b9bc05427aea1b34fcbf71292aa0d3a03cd809..278ad1f20453a431f5f25c870c647332b16269b3 100644
--- a/pystencils_tests/test_size_and_layout_checks_llvm.py
+++ b/pystencils_tests/test_size_and_layout_checks_llvm.py
@@ -1,6 +1,11 @@
import numpy as np
-from pystencils import Field, Assignment
-from pystencils.llvm import create_kernel, make_python_function
+import pytest
+
+from pystencils import Assignment, Field
+try:
+ from pystencils.llvm import create_kernel, make_python_function
+except ModuleNotFoundError:
+ pytest.importorskip("llvmlite")
def test_size_check():
diff --git a/pystencils_tests/test_sliced_iteration.py b/pystencils_tests/test_sliced_iteration.py
index 756937998171a56a31cb534d7f06508d1b31febc..761cae3f2a994d1df40738be756248fa50902e95 100644
--- a/pystencils_tests/test_sliced_iteration.py
+++ b/pystencils_tests/test_sliced_iteration.py
@@ -1,6 +1,7 @@
import numpy as np
import sympy as sp
-from pystencils import TypedSymbol, make_slice, Assignment, create_kernel, Field
+
+from pystencils import Assignment, Field, TypedSymbol, create_kernel, make_slice
from pystencils.simp import sympy_cse_on_assignment_list
@@ -29,6 +30,8 @@ def test_sliced_iteration():
def test_sliced_iteration_llvm():
+ import pytest
+ pytest.importorskip("llvmlite")
size = (4, 4)
src_arr = np.ones(size)
dst_arr = np.zeros_like(src_arr)
diff --git a/pystencils_tests/test_slicing.py b/pystencils_tests/test_slicing.py
new file mode 100644
index 0000000000000000000000000000000000000000..e2b9591a137d17ddf54215a80d666c9f5ecd619b
--- /dev/null
+++ b/pystencils_tests/test_slicing.py
@@ -0,0 +1,96 @@
+import numpy as np
+from numpy.testing import assert_array_equal
+from pystencils import create_data_handling
+from pystencils.slicing import SlicedGetter, make_slice, SlicedGetterDataHandling, shift_slice, slice_intersection
+
+
+def test_sliced_getter():
+ def get_slice(slice_obj=None):
+ arr = np.ones((10, 10))
+ if slice_obj is None:
+ slice_obj = make_slice[:, :]
+
+ return arr[slice_obj]
+
+ sli = SlicedGetter(get_slice)
+
+ test = make_slice[2:-2, 2:-2]
+ assert sli[test].shape == (6, 6)
+
+
+def test_sliced_getter_data_handling():
+ domain_shape = (10, 10)
+
+ dh = create_data_handling(domain_size=domain_shape, default_ghost_layers=1)
+ dh.add_array("src", values_per_cell=1)
+ dh.fill("src", 1.0, ghost_layers=True)
+
+ dh.add_array("dst", values_per_cell=1)
+ dh.fill("dst", 0.0, ghost_layers=True)
+
+ sli = SlicedGetterDataHandling(dh, 'dst')
+ slice_obj = make_slice[2:-2, 2:-2]
+ assert np.sum(sli[slice_obj]) == 0
+
+ sli = SlicedGetterDataHandling(dh, 'src')
+ slice_obj = make_slice[2:-2, 2:-2]
+ assert np.sum(sli[slice_obj]) == 36
+
+
+def test_shift_slice():
+
+ sh = shift_slice(make_slice[2:-2, 2:-2], [1, 2])
+ assert sh[0] == slice(3, -1, None)
+ assert sh[1] == slice(4, 0, None)
+
+ sh = shift_slice(make_slice[2:-2, 2:-2], 1)
+ assert sh[0] == slice(3, -1, None)
+ assert sh[1] == slice(3, -1, None)
+
+ sh = shift_slice([2, 4], 1)
+ assert sh[0] == 3
+ assert sh[1] == 5
+
+ sh = shift_slice([2, None], 1)
+ assert sh[0] == 3
+ assert sh[1] is None
+
+ sh = shift_slice([1.5, 1.5], 1)
+ assert sh[0] == 1.5
+ assert sh[1] == 1.5
+
+
+def test_shifted_array_access():
+ arr = np.array(range(10))
+
+ sh = make_slice[2:5]
+ assert_array_equal(arr[sh], [2,3,4])
+
+ sh = shift_slice(sh, 3)
+ assert_array_equal(arr[sh], [5,6,7])
+
+ arr = np.array([
+ [1, 2, 3],
+ [4, 5, 6],
+ [7, 8, 9]
+ ])
+
+ sh = make_slice[0:2, 0:2]
+ assert_array_equal(arr[sh], [[1, 2], [4, 5]])
+
+ sh = shift_slice(sh, (1,1))
+ assert_array_equal(arr[sh], [[5, 6], [8, 9]])
+
+
+def test_slice_intersection():
+ sl1 = make_slice[1:10, 1:10]
+ sl2 = make_slice[5:15, 5:15]
+
+ intersection = slice_intersection(sl1, sl2)
+ assert intersection[0] == slice(5, 10, None)
+ assert intersection[1] == slice(5, 10, None)
+
+ sl2 = make_slice[12:15, 12:15]
+
+ intersection = slice_intersection(sl1, sl2)
+ assert intersection is None
diff --git a/pystencils_tests/test_small_block_benchmark.ipynb b/pystencils_tests/test_small_block_benchmark.ipynb
index b18c4bbaf893c6cc04eec8e9880eb8884c863751..45ab56bbe194952bfbadf937be43952a9ed4a43a 100644
--- a/pystencils_tests/test_small_block_benchmark.ipynb
+++ b/pystencils_tests/test_small_block_benchmark.ipynb
@@ -2,7 +2,7 @@
"cells": [
{
"cell_type": "code",
- "execution_count": 11,
+ "execution_count": 1,
"metadata": {},
"outputs": [],
"source": [
@@ -21,20 +21,20 @@
},
{
"cell_type": "code",
- "execution_count": 12,
+ "execution_count": 2,
"metadata": {},
"outputs": [
{
"data": {
- "image/png": "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\n",
+ "image/png": "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\n",
"text/latex": [
- "$$\\left [ 2, \\quad 4, \\quad 8, \\quad 16, \\quad 32, \\quad 64, \\quad 128\\right ]$$"
+ "$\\displaystyle \\left[ 2, \\ 4, \\ 8, \\ 16, \\ 32, \\ 64, \\ 128\\right]$"
],
"text/plain": [
"[2, 4, 8, 16, 32, 64, 128]"
]
},
- "execution_count": 12,
+ "execution_count": 2,
"metadata": {},
"output_type": "execute_result"
}
@@ -48,7 +48,7 @@
},
{
"cell_type": "code",
- "execution_count": 13,
+ "execution_count": 3,
"metadata": {},
"outputs": [],
"source": [
@@ -95,7 +95,7 @@
},
{
"cell_type": "code",
- "execution_count": 14,
+ "execution_count": 4,
"metadata": {},
"outputs": [
{
@@ -129,17 +129,19 @@
},
{
"cell_type": "code",
- "execution_count": 15,
+ "execution_count": 5,
"metadata": {},
"outputs": [
{
"data": {
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\n",
+ "image/png": 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\n",
"text/plain": [
"<Figure size 1152x432 with 2 Axes>"
]
},
- "metadata": {},
+ "metadata": {
+ "needs_background": "light"
+ },
"output_type": "display_data"
}
],
@@ -176,7 +178,7 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.6.5"
+ "version": "3.8.2"
}
},
"nbformat": 4,
diff --git a/pystencils_tests/test_source_code_comment.py b/pystencils_tests/test_source_code_comment.py
new file mode 100644
index 0000000000000000000000000000000000000000..16e6e5a9647843db4483b951aa631b591240dac5
--- /dev/null
+++ b/pystencils_tests/test_source_code_comment.py
@@ -0,0 +1,31 @@
+# -*- coding: utf-8 -*-
+#
+# Copyright © 2019 Stephan Seitz <stephan.seitz@fau.de>
+#
+# Distributed under terms of the GPLv3 license.
+
+"""
+
+"""
+import pystencils
+import pystencils.astnodes
+
+
+def test_source_code_comment():
+
+ a, b = pystencils.fields('a,b: float[2D]')
+
+ assignments = pystencils.AssignmentCollection(
+ {a.center(): b[0, 2] + b[0, 0]}, {}
+ )
+
+ ast = pystencils.create_kernel(assignments, target='cpu')
+
+ ast.body.append(pystencils.astnodes.SourceCodeComment("Hallo"))
+ ast.body.append(pystencils.astnodes.EmptyLine())
+ ast.body.append(pystencils.astnodes.SourceCodeComment("World!"))
+ print(ast)
+ compiled = ast.compile()
+ assert compiled is not None
+
+ pystencils.show_code(ast)
diff --git a/pystencils_tests/test_staggered_kernel.py b/pystencils_tests/test_staggered_kernel.py
new file mode 100644
index 0000000000000000000000000000000000000000..eecbf706c5538ad544d29a6b37366944aa504680
--- /dev/null
+++ b/pystencils_tests/test_staggered_kernel.py
@@ -0,0 +1,108 @@
+import numpy as np
+import sympy as sp
+
+import pytest
+
+import pystencils as ps
+from pystencils import x_staggered_vector, TypedSymbol
+
+
+class TestStaggeredDiffusion:
+ def _run(self, num_neighbors, target='cpu', openmp=False):
+ L = (40, 40)
+ D = 0.066
+ dt = 1
+ T = 100
+
+ dh = ps.create_data_handling(L, periodicity=True, default_target=target)
+
+ c = dh.add_array('c', values_per_cell=1)
+ j = dh.add_array('j', values_per_cell=num_neighbors, field_type=ps.FieldType.STAGGERED_FLUX)
+
+ x_staggered = - c[-1, 0] + c[0, 0]
+ y_staggered = - c[0, -1] + c[0, 0]
+ xy_staggered = - c[-1, -1] + c[0, 0]
+ xY_staggered = - c[-1, 1] + c[0, 0]
+
+ jj = j.staggered_access
+ divergence = -1 * D / (1 + sp.sqrt(2) if j.index_shape[0] == 4 else 1) * \
+ sum([jj(d) / sp.Matrix(ps.stencil.direction_string_to_offset(d)).norm() for d in j.staggered_stencil
+ + [ps.stencil.inverse_direction_string(d) for d in j.staggered_stencil]])
+
+ update = [ps.Assignment(c.center, c.center + dt * divergence)]
+ flux = [ps.Assignment(j.staggered_access("W"), x_staggered),
+ ps.Assignment(j.staggered_access("S"), y_staggered)]
+ if j.index_shape[0] == 4:
+ flux += [ps.Assignment(j.staggered_access("SW"), xy_staggered),
+ ps.Assignment(j.staggered_access("NW"), xY_staggered)]
+
+ staggered_kernel = ps.create_staggered_kernel(flux, target=dh.default_target, cpu_openmp=openmp).compile()
+ div_kernel = ps.create_kernel(update, target=dh.default_target, cpu_openmp=openmp).compile()
+
+ def time_loop(steps):
+ sync = dh.synchronization_function([c.name])
+ dh.all_to_gpu()
+ for i in range(steps):
+ sync()
+ dh.run_kernel(staggered_kernel)
+ dh.run_kernel(div_kernel)
+ dh.all_to_cpu()
+
+ def init():
+ dh.fill(c.name, np.nan, ghost_layers=True, inner_ghost_layers=True)
+ dh.fill(c.name, 0)
+ dh.fill(j.name, np.nan, ghost_layers=True, inner_ghost_layers=True)
+ dh.cpu_arrays[c.name][L[0] // 2:L[0] // 2 + 2, L[1] // 2:L[1] // 2 + 2] = 1.0
+
+ init()
+ time_loop(T)
+
+ reference = np.empty(L)
+ for x in range(L[0]):
+ for y in range(L[1]):
+ r = np.array([x, y]) - L[0] / 2 + 0.5
+ reference[x, y] = (4 * np.pi * D * T)**(-dh.dim / 2) * np.exp(-np.dot(r, r) / (4 * D * T)) * (2**dh.dim)
+
+ assert np.abs(dh.gather_array(c.name) - reference).max() < 5e-4
+
+ def test_diffusion_2(self):
+ self._run(2)
+
+ def test_diffusion_4(self):
+ self._run(4)
+
+ def test_diffusion_opencl(self):
+ import pytest
+ pytest.importorskip('pyopencl')
+ import pystencils.opencl.autoinit
+ self._run(4, 'opencl')
+
+ def test_diffusion_openmp(self):
+ self._run(4, openmp=True)
+
+
+def test_staggered_subexpressions():
+ dh = ps.create_data_handling((10, 10), periodicity=True, default_target='cpu')
+ j = dh.add_array('j', values_per_cell=2, field_type=ps.FieldType.STAGGERED)
+ c = sp.symbols("c")
+ assignments = [ps.Assignment(j.staggered_access("W"), c),
+ ps.Assignment(c, 1)]
+ ps.create_staggered_kernel(assignments, target=dh.default_target).compile()
+
+
+def test_staggered_loop_cutting():
+ pytest.importorskip('islpy')
+ dh = ps.create_data_handling((4, 4), periodicity=True, default_target='cpu')
+ j = dh.add_array('j', values_per_cell=4, field_type=ps.FieldType.STAGGERED)
+ assignments = [ps.Assignment(j.staggered_access("SW"), 1)]
+ ast = ps.create_staggered_kernel(assignments, target=dh.default_target)
+ assert not ast.atoms(ps.astnodes.Conditional)
+
+
+def test_staggered_vector():
+ dim = 2
+ v = x_staggered_vector(dim)
+ ctr0 = TypedSymbol('ctr_0', 'int', nonnegative=True)
+ ctr1 = TypedSymbol('ctr_1', 'int', nonnegative=True)
+ expected_result = sp.Matrix(tuple((ctr0 + 0.5, ctr1 + 0.5)))
+ assert v == expected_result
\ No newline at end of file
diff --git a/pystencils_tests/test_stencils.py b/pystencils_tests/test_stencils.py
new file mode 100644
index 0000000000000000000000000000000000000000..e6697131673e5ebf4ba2f58242d6ee442d12c614
--- /dev/null
+++ b/pystencils_tests/test_stencils.py
@@ -0,0 +1,30 @@
+import pystencils as ps
+import sympy as sp
+
+from pystencils.stencil import coefficient_list, plot_expression
+
+
+def test_coefficient_list():
+ f = ps.fields("f: double[1D]")
+ expr = 2 * f[1] + 3 * f[-1]
+ coff = coefficient_list(expr)
+ assert coff == [3, 0, 2]
+ plot_expression(expr, matrix_form=True)
+
+ f = ps.fields("f: double[3D]")
+ expr = 2 * f[1, 0, 0] + 3 * f[0, -1, 0]
+ coff = coefficient_list(expr)
+ assert coff == [[[0, 3, 0], [0, 0, 2], [0, 0, 0]]]
+
+ expr = 2 * f[1, 0, 0] + 3 * f[0, -1, 0] + 4 * f[0, 0, 1]
+ coff = coefficient_list(expr, matrix_form=True)
+ assert coff[0] == sp.zeros(3, 3)
+
+ # in 3D plot only works if there are entries on every of the three 2D planes. In the above examples z-1 was empty
+ expr = 2 * f[1, 0, 0] + 1 * f[0, -1, 0] + 1 * f[0, 0, 1] + f[0, 0, -1]
+ plot_expression(expr)
+
+
+def test_plot_expression():
+ f = ps.fields("f: double[2D]")
+ plot_expression(2 * f[1, 0] + 3 * f[0, -1], matrix_form=True)
diff --git a/pystencils_tests/test_struct_types.py b/pystencils_tests/test_struct_types.py
index 0a20ca28a6a98b1f0d604ca680c4d9035cdc7877..5d8de3da654dbedbef1df30cb011e26bb18716a7 100644
--- a/pystencils_tests/test_struct_types.py
+++ b/pystencils_tests/test_struct_types.py
@@ -1,5 +1,6 @@
import numpy as np
-from pystencils import Field, create_kernel, Assignment
+
+from pystencils import Assignment, Field, create_kernel
def test_fixed_sized_field():
diff --git a/pystencils_tests/test_sum_prod.py b/pystencils_tests/test_sum_prod.py
new file mode 100644
index 0000000000000000000000000000000000000000..4b4cd7131ad4b860c754865cd35f3960399e9b5a
--- /dev/null
+++ b/pystencils_tests/test_sum_prod.py
@@ -0,0 +1,130 @@
+# -*- coding: utf-8 -*-
+#
+# Copyright © 2019 Stephan Seitz <stephan.seitz@fau.de>
+#
+# Distributed under terms of the GPLv3 license.
+
+"""
+
+"""
+import numpy as np
+import sympy
+from sympy.abc import k
+
+import pystencils
+from pystencils.data_types import create_type
+
+
+def test_sum():
+
+ sum = sympy.Sum(k, (k, 1, 100))
+ expanded_sum = sum.doit()
+
+ print(sum)
+ print(expanded_sum)
+
+ x = pystencils.fields('x: float32[1d]')
+
+ assignments = pystencils.AssignmentCollection({
+ x.center(): sum
+ })
+
+ ast = pystencils.create_kernel(assignments)
+ code = str(pystencils.get_code_obj(ast))
+ kernel = ast.compile()
+
+ print(code)
+ assert 'double sum' in code
+
+ array = np.zeros((10,), np.float32)
+
+ kernel(x=array)
+
+ assert np.allclose(array, int(expanded_sum) * np.ones_like(array))
+
+
+def test_sum_use_float():
+
+ sum = sympy.Sum(k, (k, 1, 100))
+ expanded_sum = sum.doit()
+
+ print(sum)
+ print(expanded_sum)
+
+ x = pystencils.fields('x: float32[1d]')
+
+ assignments = pystencils.AssignmentCollection({
+ x.center(): sum
+ })
+
+ ast = pystencils.create_kernel(assignments, data_type=create_type('float32'))
+ code = str(pystencils.get_code_obj(ast))
+ kernel = ast.compile()
+
+ print(code)
+ print(pystencils.get_code_obj(ast))
+ assert 'float sum' in code
+
+ array = np.zeros((10,), np.float32)
+
+ kernel(x=array)
+
+ assert np.allclose(array, int(expanded_sum) * np.ones_like(array))
+
+
+def test_product():
+
+ k = pystencils.TypedSymbol('k', create_type('int64'))
+
+ sum = sympy.Product(k, (k, 1, 10))
+ expanded_sum = sum.doit()
+
+ print(sum)
+ print(expanded_sum)
+
+ x = pystencils.fields('x: int64[1d]')
+
+ assignments = pystencils.AssignmentCollection({
+ x.center(): sum
+ })
+
+ ast = pystencils.create_kernel(assignments)
+ code = pystencils.get_code_str(ast)
+ kernel = ast.compile()
+
+ print(code)
+ assert 'int64_t product' in code
+
+ array = np.zeros((10,), np.int64)
+
+ kernel(x=array)
+
+ assert np.allclose(array, int(expanded_sum) * np.ones_like(array))
+
+
+def test_prod_var_limit():
+
+ k = pystencils.TypedSymbol('k', create_type('int64'))
+ limit = pystencils.TypedSymbol('limit', create_type('int64'))
+
+ sum = sympy.Sum(k, (k, 1, limit))
+ expanded_sum = sum.replace(limit, 100).doit()
+
+ print(sum)
+ print(expanded_sum)
+
+ x = pystencils.fields('x: int64[1d]')
+
+ assignments = pystencils.AssignmentCollection({
+ x.center(): sum
+ })
+
+ ast = pystencils.create_kernel(assignments)
+ pystencils.show_code(ast)
+ kernel = ast.compile()
+
+ array = np.zeros((10,), np.int64)
+
+ kernel(x=array, limit=100)
+
+ assert np.allclose(array, int(expanded_sum) * np.ones_like(array))
diff --git a/pystencils_tests/test_sympy_optimizations.py b/pystencils_tests/test_sympy_optimizations.py
new file mode 100644
index 0000000000000000000000000000000000000000..e33278b4fa529a9d577858ad63a03676c17dceb0
--- /dev/null
+++ b/pystencils_tests/test_sympy_optimizations.py
@@ -0,0 +1,62 @@
+import pytest
+import sympy as sp
+
+import pystencils
+from pystencils.math_optimizations import HAS_REWRITING, optimize_assignments, optims_pystencils_cpu
+
+
+@pytest.mark.skipif(not HAS_REWRITING, reason="need sympy.codegen.rewriting")
+def test_sympy_optimizations():
+ for target in ('cpu', 'gpu'):
+ x, y, z = pystencils.fields('x, y, z: float32[2d]')
+
+ # Triggers Sympy's expm1 optimization
+ # Sympy's expm1 optimization is tedious to use and the behaviour is highly depended on the sympy version. In
+ # some cases the exp expression has to be encapsulated in brackets or multiplied with 1 or 1.0
+ # for sympy to work properly ...
+ assignments = pystencils.AssignmentCollection({
+ x[0, 0]: 1.0 * (sp.exp(y[0, 0]) - 1)
+ })
+
+ assignments = optimize_assignments(assignments, optims_pystencils_cpu)
+ print(assignments)
+
+ ast = pystencils.create_kernel(assignments, target=target)
+ code = pystencils.get_code_str(ast)
+ assert 'expm1(' in code
+
+
+@pytest.mark.skipif(not HAS_REWRITING, reason="need sympy.codegen.rewriting")
+def test_evaluate_constant_terms():
+ for target in ('cpu', 'gpu'):
+ x, y, z = pystencils.fields('x, y, z: float32[2d]')
+
+ # Triggers Sympy's cos optimization
+ assignments = pystencils.AssignmentCollection({
+ x[0, 0]: -sp.cos(1) + y[0, 0]
+ })
+
+ assignments = optimize_assignments(assignments, optims_pystencils_cpu)
+
+ ast = pystencils.create_kernel(assignments, target=target)
+ code = pystencils.get_code_str(ast)
+ assert 'cos(' not in code
+ print(code)
+
+
+@pytest.mark.skipif(not HAS_REWRITING, reason="need sympy.codegen.rewriting")
+def test_do_not_evaluate_constant_terms():
+ optimizations = pystencils.math_optimizations.optims_pystencils_cpu
+ optimizations.remove(pystencils.math_optimizations.evaluate_constant_terms)
+
+ for target in ('cpu', 'gpu'):
+ x, y, z = pystencils.fields('x, y, z: float32[2d]')
+
+ assignments = pystencils.AssignmentCollection({
+ x[0, 0]: -sp.cos(1) + y[0, 0]
+ })
+
+ ast = pystencils.create_kernel(assignments, target=target)
+ code = pystencils.get_code_str(ast)
+ assert 'cos(' in code
+ print(code)
diff --git a/pystencils_tests/test_sympyextensions.py b/pystencils_tests/test_sympyextensions.py
new file mode 100644
index 0000000000000000000000000000000000000000..2135ee88e7ee5d9375ce5213a2bdb953bea3d5b8
--- /dev/null
+++ b/pystencils_tests/test_sympyextensions.py
@@ -0,0 +1,140 @@
+import sympy
+import pystencils
+
+from pystencils.sympyextensions import replace_second_order_products
+from pystencils.sympyextensions import remove_higher_order_terms
+from pystencils.sympyextensions import complete_the_squares_in_exp
+from pystencils.sympyextensions import extract_most_common_factor
+from pystencils.sympyextensions import count_operations
+from pystencils.sympyextensions import common_denominator
+from pystencils.sympyextensions import get_symmetric_part
+
+from pystencils import Assignment
+from pystencils.fast_approximation import (fast_division, fast_inv_sqrt, fast_sqrt,
+ insert_fast_divisions, insert_fast_sqrts)
+
+
+def test_replace_second_order_products():
+ x, y = sympy.symbols('x y')
+ expr = 4 * x * y
+ expected_expr_positive = 2 * ((x + y) ** 2 - x ** 2 - y ** 2)
+ expected_expr_negative = 2 * (-(x - y) ** 2 + x ** 2 + y ** 2)
+
+ result = replace_second_order_products(expr, search_symbols=[x, y], positive=True)
+ assert result == expected_expr_positive
+ assert (result - expected_expr_positive).simplify() == 0
+
+ result = replace_second_order_products(expr, search_symbols=[x, y], positive=False)
+ assert result == expected_expr_negative
+ assert (result - expected_expr_negative).simplify() == 0
+
+ result = replace_second_order_products(expr, search_symbols=[x, y], positive=None)
+ assert result == expected_expr_positive
+
+ a = [Assignment(sympy.symbols('z'), x + y)]
+ replace_second_order_products(expr, search_symbols=[x, y], positive=True, replace_mixed=a)
+ assert len(a) == 2
+
+
+def test_remove_higher_order_terms():
+ x, y = sympy.symbols('x y')
+
+ expr = sympy.Mul(x, y)
+
+ result = remove_higher_order_terms(expr, order=1, symbols=[x, y])
+ assert result == 0
+ result = remove_higher_order_terms(expr, order=2, symbols=[x, y])
+ assert result == expr
+
+ expr = sympy.Pow(x, 3)
+
+ result = remove_higher_order_terms(expr, order=2, symbols=[x, y])
+ assert result == 0
+ result = remove_higher_order_terms(expr, order=3, symbols=[x, y])
+ assert result == expr
+
+
+def test_complete_the_squares_in_exp():
+ a, b, c, s, n = sympy.symbols('a b c s n')
+ expr = a * s ** 2 + b * s + c
+ result = complete_the_squares_in_exp(expr, symbols_to_complete=[s])
+ assert result == expr
+
+ expr = sympy.exp(a * s ** 2 + b * s + c)
+ expected_result = sympy.exp(a*s**2 + c - b**2 / (4*a))
+ result = complete_the_squares_in_exp(expr, symbols_to_complete=[s])
+ assert result == expected_result
+
+
+def test_extract_most_common_factor():
+ x, y = sympy.symbols('x y')
+ expr = 1 / (x + y) + 3 / (x + y) + 3 / (x + y)
+ most_common_factor = extract_most_common_factor(expr)
+
+ assert most_common_factor[0] == 7
+ assert sympy.prod(most_common_factor) == expr
+
+ expr = 1 / x + 3 / (x + y) + 3 / y
+ most_common_factor = extract_most_common_factor(expr)
+
+ assert most_common_factor[0] == 3
+ assert sympy.prod(most_common_factor) == expr
+
+ expr = 1 / x
+ most_common_factor = extract_most_common_factor(expr)
+
+ assert most_common_factor[0] == 1
+ assert sympy.prod(most_common_factor) == expr
+ assert most_common_factor[1] == expr
+
+
+def test_count_operations():
+ x, y, z = sympy.symbols('x y z')
+ expr = 1/x + y * sympy.sqrt(z)
+ ops = count_operations(expr, only_type=None)
+ assert ops['adds'] == 1
+ assert ops['muls'] == 1
+ assert ops['divs'] == 1
+ assert ops['sqrts'] == 1
+
+ expr = sympy.sqrt(x + y)
+ expr = insert_fast_sqrts(expr).atoms(fast_sqrt)
+ ops = count_operations(*expr, only_type=None)
+ assert ops['fast_sqrts'] == 1
+
+ expr = sympy.sqrt(x / y)
+ expr = insert_fast_divisions(expr).atoms(fast_division)
+ ops = count_operations(*expr, only_type=None)
+ assert ops['fast_div'] == 1
+
+ expr = pystencils.Assignment(sympy.Symbol('tmp'), 3 / sympy.sqrt(x + y))
+ expr = insert_fast_sqrts(expr).atoms(fast_inv_sqrt)
+ ops = count_operations(*expr, only_type=None)
+ assert ops['fast_inv_sqrts'] == 1
+
+ expr = sympy.Piecewise((1.0, x > 0), (0.0, True)) + y * z
+ ops = count_operations(expr, only_type=None)
+ assert ops['adds'] == 1
+
+ expr = sympy.Pow(1/x + y * sympy.sqrt(z), 100)
+ ops = count_operations(expr, only_type=None)
+ assert ops['adds'] == 1
+ assert ops['muls'] == 99
+ assert ops['divs'] == 1
+ assert ops['sqrts'] == 1
+
+
+def test_common_denominator():
+ x = sympy.symbols('x')
+ expr = sympy.Rational(1, 2) + x * sympy.Rational(2, 3)
+ cm = common_denominator(expr)
+ assert cm == 6
+
+
+def test_get_symmetric_part():
+ x, y, z = sympy.symbols('x y z')
+ expr = x / 9 - y ** 2 / 6 + z ** 2 / 3 + z / 3
+ expected_result = x / 9 - y ** 2 / 6 + z ** 2 / 3
+ sym_part = get_symmetric_part(expr, sympy.symbols(f'y z'))
+
+ assert sym_part == expected_result
diff --git a/pystencils_tests/test_timeloop.py b/pystencils_tests/test_timeloop.py
new file mode 100644
index 0000000000000000000000000000000000000000..f61d4cc5774cece800ff604e2f4369d8302cc4f0
--- /dev/null
+++ b/pystencils_tests/test_timeloop.py
@@ -0,0 +1,62 @@
+import time
+import numpy as np
+
+from pystencils import Assignment
+from pystencils import create_kernel
+from pystencils.datahandling import create_data_handling
+from pystencils.timeloop import TimeLoop
+
+
+def test_timeloop():
+ dh = create_data_handling(domain_size=(2, 2), periodicity=True)
+
+ pre = dh.add_array('pre_run_field', values_per_cell=1)
+ dh.fill("pre_run_field", 0.0, ghost_layers=True)
+ f = dh.add_array('field', values_per_cell=1)
+ dh.fill("field", 0.0, ghost_layers=True)
+ post = dh.add_array('post_run_field', values_per_cell=1)
+ dh.fill("post_run_field", 0.0, ghost_layers=True)
+ single_step = dh.add_array('single_step_field', values_per_cell=1)
+ dh.fill("single_step_field", 0.0, ghost_layers=True)
+
+ pre_assignments = Assignment(pre.center, pre.center + 1)
+ pre_kernel = create_kernel(pre_assignments).compile()
+ assignments = Assignment(f.center, f.center + 1)
+ kernel = create_kernel(assignments).compile()
+ post_assignments = Assignment(post.center, post.center + 1)
+ post_kernel = create_kernel(post_assignments).compile()
+ single_step_assignments = Assignment(single_step.center, single_step.center + 1)
+ single_step_kernel = create_kernel(single_step_assignments).compile()
+
+ fixed_steps = 2
+ timeloop = TimeLoop(steps=fixed_steps)
+ assert timeloop.fixed_steps == fixed_steps
+
+ def pre_run():
+ dh.run_kernel(pre_kernel)
+
+ def post_run():
+ dh.run_kernel(post_kernel)
+
+ def single_step_run():
+ dh.run_kernel(single_step_kernel)
+
+ timeloop.add_pre_run_function(pre_run)
+ timeloop.add_post_run_function(post_run)
+ timeloop.add_single_step_function(single_step_run)
+ timeloop.add_call(kernel, {'field': dh.cpu_arrays["field"]})
+
+ # the timeloop is initialised with 2 steps. This means a single time step consists of two steps.
+ # Therefore, we have 2 main iterations and one single step iteration in this configuration
+ timeloop.run(time_steps=5)
+ assert np.all(dh.cpu_arrays["pre_run_field"] == 1.0)
+ assert np.all(dh.cpu_arrays["field"] == 2.0)
+ assert np.all(dh.cpu_arrays["single_step_field"] == 1.0)
+ assert np.all(dh.cpu_arrays["post_run_field"] == 1.0)
+
+ seconds = 2
+ start = time.perf_counter()
+ timeloop.run_time_span(seconds=seconds)
+ end = time.perf_counter()
+
+ np.testing.assert_almost_equal(seconds, end - start, decimal=2)
diff --git a/pystencils_tests/test_type_interference.py b/pystencils_tests/test_type_interference.py
new file mode 100644
index 0000000000000000000000000000000000000000..953b87742304b2d629a1bd564fc23e0982d4f6d9
--- /dev/null
+++ b/pystencils_tests/test_type_interference.py
@@ -0,0 +1,25 @@
+from sympy.abc import a, b, c, d, e, f
+
+import pystencils
+from pystencils.data_types import cast_func, create_type
+
+
+def test_type_interference():
+ x = pystencils.fields('x: float32[3d]')
+ assignments = pystencils.AssignmentCollection({
+ a: cast_func(10, create_type('float64')),
+ b: cast_func(10, create_type('uint16')),
+ e: 11,
+ c: b,
+ f: c + b,
+ d: c + b + x.center + e,
+ x.center: c + b + x.center
+ })
+
+ ast = pystencils.create_kernel(assignments)
+
+ code = str(pystencils.get_code_str(ast))
+ assert 'double a' in code
+ assert 'uint16_t b' in code
+ assert 'uint16_t f' in code
+ assert 'int64_t e' in code
diff --git a/pystencils_tests/test_types.py b/pystencils_tests/test_types.py
index 4b28c5a0b9bfe4af94d8368b2d06bcc513aface9..4deb69acd3ffc2051d2eff742479d5130b0fd148 100644
--- a/pystencils_tests/test_types.py
+++ b/pystencils_tests/test_types.py
@@ -1,5 +1,8 @@
+import sympy as sp
+import numpy as np
+import pystencils as ps
from pystencils import data_types
-from pystencils.data_types import *
+from pystencils.data_types import TypedSymbol, get_type_of_expression, VectorType, collate_types, create_type
def test_parsing():
@@ -19,3 +22,41 @@ def test_collation():
assert collate_types([double_type, float_type]) == double_type
assert collate_types([double4_type, float_type]) == double4_type
assert collate_types([double4_type, float4_type]) == double4_type
+
+
+def test_dtype_of_constants():
+ # Some come constants are neither of type Integer,Float,Rational and don't have args
+ # >>> isinstance(pi, Integer)
+ # False
+ # >>> isinstance(pi, Float)
+ # False
+ # >>> isinstance(pi, Rational)
+ # False
+ # >>> pi.args
+ # ()
+ get_type_of_expression(sp.pi)
+
+
+def test_assumptions():
+ x = ps.fields('x: float32[3d]')
+
+ assert x.shape[0].is_nonnegative
+ assert (2 * x.shape[0]).is_nonnegative
+ assert (2 * x.shape[0]).is_integer
+ assert (TypedSymbol('a', create_type('uint64'))).is_nonnegative
+ assert (TypedSymbol('a', create_type('uint64'))).is_positive is None
+ assert (TypedSymbol('a', create_type('uint64')) + 1).is_positive
+ assert (x.shape[0] + 1).is_real
+
+
+def test_sqrt_of_integer():
+ """Regression test for bug where sqrt(3) was classified as integer"""
+ f = ps.fields("f: [1D]")
+ tmp = sp.symbols("tmp")
+
+ assignments = [ps.Assignment(tmp, sp.sqrt(3)),
+ ps.Assignment(f[0], tmp)]
+ arr = np.array([1], dtype=np.float64)
+ kernel = ps.create_kernel(assignments).compile()
+ kernel(f=arr)
+ assert 1.7 < arr[0] < 1.8
diff --git a/pystencils_tests/test_utils.py b/pystencils_tests/test_utils.py
new file mode 100644
index 0000000000000000000000000000000000000000..3085ef61a3a33f599a53d5c7233d892a59367518
--- /dev/null
+++ b/pystencils_tests/test_utils.py
@@ -0,0 +1,81 @@
+import pytest
+import sympy as sp
+from pystencils.utils import LinearEquationSystem
+from pystencils.utils import DotDict
+
+
+def test_linear_equation_system():
+ unknowns = sp.symbols("x_:3")
+ x, y, z = unknowns
+ m = LinearEquationSystem(unknowns)
+ m.add_equation(x + y - 2)
+ m.add_equation(x - y - 1)
+ assert m.solution_structure() == 'multiple'
+ m.set_unknown_zero(2)
+ assert m.solution_structure() == 'single'
+ solution = m.solution()
+ assert solution[unknowns[2]] == 0
+ assert solution[unknowns[1]] == sp.Rational(1, 2)
+ assert solution[unknowns[0]] == sp.Rational(3, 2)
+
+ m.set_unknown_zero(0)
+ assert m.solution_structure() == 'none'
+
+ # special case where less rows than unknowns, but no solution
+ m = LinearEquationSystem(unknowns)
+ m.add_equation(x - 3)
+ m.add_equation(x - 4)
+ assert m.solution_structure() == 'none'
+ m.add_equation(y - 4)
+ assert m.solution_structure() == 'none'
+
+ with pytest.raises(ValueError) as e:
+ m.add_equation(x**2 - 1)
+ assert 'Not a linear equation' in str(e.value)
+
+ x, y, z = sp.symbols("x, y, z")
+ les = LinearEquationSystem([x, y, z])
+ les.add_equation(1 * x + 2 * y - 1 * z + 4)
+ les.add_equation(2 * x + 1 * y + 1 * z - 2)
+ les.add_equation(1 * x + 2 * y + 1 * z + 2)
+
+ # usually reduce is not necessary since almost every function of LinearEquationSystem calls reduce beforehand
+ les.reduce()
+
+ expected_matrix = sp.Matrix([[1, 0, 0, sp.Rational(5, 3)],
+ [0, 1, 0, sp.Rational(-7, 3)],
+ [0, 0, 1, sp.Integer(1)]])
+ assert les.matrix == expected_matrix
+ assert les.rank == 3
+
+ sol = les.solution()
+ assert sol[x] == sp.Rational(5, 3)
+ assert sol[y] == sp.Rational(-7, 3)
+ assert sol[z] == sp.Integer(1)
+
+ les = LinearEquationSystem([x, y])
+ assert les.solution_structure() == 'multiple'
+
+ les.add_equation(x + 1)
+ assert les.solution_structure() == 'multiple'
+
+ les.add_equation(y + 2)
+ assert les.solution_structure() == 'single'
+
+ les.add_equation(x + y + 5)
+ assert les.solution_structure() == 'none'
+
+
+def test_dot_dict():
+ d = {'a': {'c': 7}, 'b': 6}
+ t = DotDict(d)
+ assert t.a.c == 7
+ assert t.b == 6
+ assert len(t) == 2
+
+ delattr(t, 'b')
+ assert len(t) == 1
+
+ t.b = 6
+ assert len(t) == 2
+ assert t.b == 6
diff --git a/pystencils_tests/test_vectorization.py b/pystencils_tests/test_vectorization.py
index 2acded554db62951eb14f1005327132a3a711cc8..f40a1875ae9320e47c90e6d6bc64a169f21781e4 100644
--- a/pystencils_tests/test_vectorization.py
+++ b/pystencils_tests/test_vectorization.py
@@ -1,10 +1,17 @@
import numpy as np
import sympy as sp
+
import pystencils as ps
from pystencils.backends.simd_instruction_sets import get_supported_instruction_sets
from pystencils.cpu.vectorization import vectorize
+from pystencils.fast_approximation import insert_fast_sqrts, insert_fast_divisions
from pystencils.transformations import replace_inner_stride_with_one
+supported_instruction_sets = get_supported_instruction_sets()
+if supported_instruction_sets:
+ instruction_set = supported_instruction_sets[-1]
+else:
+ instruction_set = None
def test_vector_type_propagation():
a, b, c, d, e = sp.symbols("a b c d e")
@@ -17,7 +24,7 @@ def test_vector_type_propagation():
ps.Assignment(g[0, 0], b + 3 + f[0, 1])]
ast = ps.create_kernel(update_rule)
- vectorize(ast)
+ vectorize(ast, instruction_set=instruction_set)
func = ast.compile()
dst = np.zeros_like(arr)
@@ -25,6 +32,27 @@ def test_vector_type_propagation():
np.testing.assert_equal(dst[1:-1, 1:-1], 2 * 10.0 + 3)
+def test_inplace_update():
+ shape = (9, 9, 3)
+ arr = np.ones(shape, order='f')
+
+ @ps.kernel
+ def update_rule(s):
+ f = ps.fields("f(3) : [2D]", f=arr)
+ s.tmp0 @= f(0)
+ s.tmp1 @= f(1)
+ s.tmp2 @= f(2)
+ f0, f1, f2 = f(0), f(1), f(2)
+ f0 @= 2 * s.tmp0
+ f1 @= 2 * s.tmp0
+ f2 @= 2 * s.tmp0
+
+ ast = ps.create_kernel(update_rule, cpu_vectorize_info={'instruction_set': instruction_set})
+ kernel = ast.compile()
+ kernel(f=arr)
+ np.testing.assert_equal(arr, 2)
+
+
def test_vectorization_fixed_size():
configurations = []
# Fixed size - multiple of four
@@ -44,7 +72,7 @@ def test_vectorization_fixed_size():
update_rule = [ps.Assignment(g[0, 0], f[0, 0] + f[-1, 0] + f[1, 0] + f[0, 1] + f[0, -1] + 42.0)]
ast = ps.create_kernel(update_rule)
- vectorize(ast)
+ vectorize(ast, instruction_set=instruction_set)
func = ast.compile()
dst = np.zeros_like(arr)
@@ -58,7 +86,7 @@ def test_vectorization_variable_size():
ast = ps.create_kernel(update_rule)
replace_inner_stride_with_one(ast)
- vectorize(ast)
+ vectorize(ast, instruction_set=instruction_set)
func = ast.compile()
arr = np.ones((23 + 2, 17 + 2)) * 5.0
@@ -79,7 +107,7 @@ def test_piecewise1():
ps.Assignment(g[0, 0], sp.Piecewise((b + 3 + f[0, 1], c), (0.0, True)))]
ast = ps.create_kernel(update_rule)
- vectorize(ast)
+ vectorize(ast, instruction_set=instruction_set)
func = ast.compile()
dst = np.zeros_like(arr)
func(g=dst, f=arr)
@@ -87,7 +115,6 @@ def test_piecewise1():
def test_piecewise2():
-
arr = np.zeros((20, 20))
@ps.kernel
@@ -99,14 +126,13 @@ def test_piecewise2():
g[0, 0] @= s.result
ast = ps.create_kernel(test_kernel)
- vectorize(ast)
+ vectorize(ast, instruction_set=instruction_set)
func = ast.compile()
func(f=arr, g=arr)
np.testing.assert_equal(arr, np.ones_like(arr))
def test_piecewise3():
-
arr = np.zeros((22, 22))
@ps.kernel
@@ -116,7 +142,7 @@ def test_piecewise3():
g[0, 0] @= 1.0 / (s.b + s.k) if f[0, 0] > 0.0 else 1.0
ast = ps.create_kernel(test_kernel)
- vectorize(ast)
+ vectorize(ast, instruction_set=instruction_set)
ast.compile()
@@ -124,16 +150,94 @@ def test_logical_operators():
arr = np.zeros((22, 22))
@ps.kernel
- def test_kernel(s):
+ def kernel_and(s):
f, g = ps.fields(f=arr, g=arr)
s.c @= sp.And(f[0, 1] < 0.0, f[1, 0] < 0.0)
g[0, 0] @= sp.Piecewise([1.0 / f[1, 0], s.c], [1.0, True])
- ast = ps.create_kernel(test_kernel)
- vectorize(ast)
+ ast = ps.create_kernel(kernel_and)
+ vectorize(ast, instruction_set=instruction_set)
+ ast.compile()
+
+ @ps.kernel
+ def kernel_or(s):
+ f, g = ps.fields(f=arr, g=arr)
+ s.c @= sp.Or(f[0, 1] < 0.0, f[1, 0] < 0.0)
+ g[0, 0] @= sp.Piecewise([1.0 / f[1, 0], s.c], [1.0, True])
+
+ ast = ps.create_kernel(kernel_or)
+ vectorize(ast, instruction_set=instruction_set)
+ ast.compile()
+
+ @ps.kernel
+ def kernel_equal(s):
+ f, g = ps.fields(f=arr, g=arr)
+ s.c @= sp.Eq(f[0, 1], 2.0)
+ g[0, 0] @= sp.Piecewise([1.0 / f[1, 0], s.c], [1.0, True])
+
+ ast = ps.create_kernel(kernel_equal)
+ vectorize(ast, instruction_set=instruction_set)
ast.compile()
def test_hardware_query():
instruction_sets = get_supported_instruction_sets()
assert 'sse' in instruction_sets
+
+
+def test_vectorised_pow():
+ arr = np.zeros((24, 24))
+ f, g = ps.fields(f=arr, g=arr)
+
+ as1 = ps.Assignment(g[0, 0], sp.Pow(f[0, 0], 2))
+ as2 = ps.Assignment(g[0, 0], sp.Pow(f[0, 0], 0.5))
+ as3 = ps.Assignment(g[0, 0], sp.Pow(f[0, 0], -0.5))
+ as4 = ps.Assignment(g[0, 0], sp.Pow(f[0, 0], 4))
+ as5 = ps.Assignment(g[0, 0], sp.Pow(f[0, 0], -4))
+ as6 = ps.Assignment(g[0, 0], sp.Pow(f[0, 0], -1))
+
+ ast = ps.create_kernel(as1)
+ vectorize(ast, instruction_set=instruction_set)
+ ast.compile()
+
+ ast = ps.create_kernel(as2)
+ vectorize(ast, instruction_set=instruction_set)
+ ast.compile()
+
+ ast = ps.create_kernel(as3)
+ vectorize(ast, instruction_set=instruction_set)
+ ast.compile()
+
+ ast = ps.create_kernel(as4)
+ vectorize(ast, instruction_set=instruction_set)
+ ast.compile()
+
+ ast = ps.create_kernel(as5)
+ vectorize(ast, instruction_set=instruction_set)
+ ast.compile()
+
+ ast = ps.create_kernel(as6)
+ vectorize(ast, instruction_set=instruction_set)
+ ast.compile()
+
+
+def test_vectorised_fast_approximations():
+ arr = np.zeros((24, 24))
+ f, g = ps.fields(f=arr, g=arr)
+
+ expr = sp.sqrt(f[0, 0] + f[1, 0])
+ assignment = ps.Assignment(g[0, 0], insert_fast_sqrts(expr))
+ ast = ps.create_kernel(assignment)
+ vectorize(ast, instruction_set=instruction_set)
+ ast.compile()
+
+ expr = f[0, 0] / f[1, 0]
+ assignment = ps.Assignment(g[0, 0], insert_fast_divisions(expr))
+ ast = ps.create_kernel(assignment)
+ vectorize(ast, instruction_set=instruction_set)
+ ast.compile()
+
+ assignment = ps.Assignment(sp.Symbol("tmp"), 3 / sp.sqrt(f[0, 0] + f[1, 0]))
+ ast = ps.create_kernel(insert_fast_sqrts(assignment))
+ vectorize(ast, instruction_set=instruction_set)
+ ast.compile()
diff --git a/pystencils_tests/test_vectorization_specific.py b/pystencils_tests/test_vectorization_specific.py
new file mode 100644
index 0000000000000000000000000000000000000000..6764f282b3e6edbb8ce1297b750162fd578306f2
--- /dev/null
+++ b/pystencils_tests/test_vectorization_specific.py
@@ -0,0 +1,35 @@
+import pytest
+
+import numpy as np
+import sympy as sp
+
+import pystencils as ps
+from pystencils.backends.simd_instruction_sets import get_supported_instruction_sets
+from pystencils.cpu.vectorization import vectorize
+from pystencils.fast_approximation import insert_fast_sqrts, insert_fast_divisions
+from pystencils.transformations import replace_inner_stride_with_one
+from pystencils.backends.simd_instruction_sets import get_supported_instruction_sets
+
+supported_instruction_sets = get_supported_instruction_sets() if get_supported_instruction_sets() else []
+
+
+@pytest.mark.parametrize('instruction_set', supported_instruction_sets)
+def test_vectorisation_varying_arch(instruction_set):
+ shape = (9, 9, 3)
+ arr = np.ones(shape, order='f')
+
+ @ps.kernel
+ def update_rule(s):
+ f = ps.fields("f(3) : [2D]", f=arr)
+ s.tmp0 @= f(0)
+ s.tmp1 @= f(1)
+ s.tmp2 @= f(2)
+ f0, f1, f2 = f(0), f(1), f(2)
+ f0 @= 2 * s.tmp0
+ f1 @= 2 * s.tmp0
+ f2 @= 2 * s.tmp0
+
+ ast = ps.create_kernel(update_rule, cpu_vectorize_info={'instruction_set': instruction_set})
+ kernel = ast.compile()
+ kernel(f=arr)
+ np.testing.assert_equal(arr, 2)
diff --git a/pytest.ini b/pytest.ini
index 88de625d43f2fefe3558748698f6746d89ebacc5..0cf6fbee537b41ba9fdbf98272603d1462fa6f03 100644
--- a/pytest.ini
+++ b/pytest.ini
@@ -2,6 +2,9 @@
python_files = test_*.py *_test.py scenario_*.py
norecursedirs = *.egg-info .git .cache .ipynb_checkpoints htmlcov
addopts = --doctest-modules --durations=20 --cov-config pytest.ini
+markers =
+ kerncraft: tests depending on kerncraft
+ notebook: mark for notebooks
[run]
branch = True
@@ -24,10 +27,12 @@ exclude_lines =
pragma: no cover
def __repr__
+ def _repr_html_
# Don't complain if tests don't hit defensive assertion code:
raise AssertionError
raise NotImplementedError
+ NotImplementedError()
#raise ValueError
# Don't complain if non-runnable code isn't run:
@@ -36,7 +41,7 @@ exclude_lines =
if __name__ == .__main__.:
skip_covered = True
-fail_under = 74
+fail_under = 85
[html]
directory = coverage_report
diff --git a/release.sh b/release.sh
new file mode 100644
index 0000000000000000000000000000000000000000..6475f7cebc0ede15f20bed19e52c70edb0bd9e59
--- /dev/null
+++ b/release.sh
@@ -0,0 +1,13 @@
+#!/bin/bash
+
+echo "Existing versions"
+git tag -l | grep release
+
+echo "Enter the next version"
+read new_version
+
+git tag -s release/${new_version}
+git push origin master release/${new_version}
+rm -rf dist
+python setup.py sdist
+twine upload dist/*
diff --git a/setup.py b/setup.py
index a24dafccb0b2afa60cb454a09c3e08c2c5bc3269..b209fcbb9990b3ceb8e097d37d03fb05260f1c6d 100644
--- a/setup.py
+++ b/setup.py
@@ -1,13 +1,17 @@
+import distutils
+import io
import os
import sys
-import io
-from setuptools import setup, find_packages
-import distutils
from contextlib import redirect_stdout
from importlib import import_module
-sys.path.insert(0, os.path.abspath('doc'))
-from version_from_git import version_number_from_git
+import setuptools
+
+try:
+ import cython # noqa
+ USE_CYTHON = True
+except ImportError:
+ USE_CYTHON = False
quick_tests = [
'test_datahandling.test_kernel',
@@ -48,36 +52,82 @@ class SimpleTestRunner(distutils.cmd.Command):
self._run_tests_in_module(test)
-setup(name='pystencils',
- version=version_number_from_git(),
- description='Python Stencil Compiler based on sympy as numpy',
- author='Martin Bauer',
- license='AGPLv3',
- author_email='martin.bauer@fau.de',
- url='https://i10git.cs.fau.de/software/pystencils/',
- packages=['pystencils'] + ['pystencils.' + s for s in find_packages('pystencils')],
- install_requires=['sympy>=1.1', 'numpy', 'appdirs', 'joblib'],
- package_data={'pystencils': ['include/*.h']},
- classifiers=[
- 'Development Status :: 4 - Beta',
- 'Framework :: Jupyter',
- 'Topic :: Software Development :: Code Generators',
- 'Topic :: Scientific/Engineering :: Physics',
- 'Intended Audience :: Developers',
- 'Intended Audience :: Science/Research',
- 'License :: OSI Approved :: GNU Affero General Public License v3 or later (AGPLv3+)',
- ],
- extras_require={
- 'gpu': ['pycuda'],
- 'alltrafos': ['islpy', 'py-cpuinfo'],
- 'bench_db': ['blitzdb', 'pymongo', 'pandas'],
- 'interactive': ['matplotlib', 'ipy_table', 'imageio', 'jupyter', 'pyevtk'],
- 'doc': ['sphinx', 'sphinx_rtd_theme', 'nbsphinx',
- 'sphinxcontrib-bibtex', 'sphinx_autodoc_typehints', 'pandoc'],
- },
- tests_require=['pytest', 'pytest-cov', 'pytest-xdist', 'flake8', 'nbformat', 'nbconvert', 'ipython'],
- python_requires=">=3.6",
- cmdclass={
- 'quicktest': SimpleTestRunner
- }
- )
+def readme():
+ with open('README.md') as f:
+ return f.read()
+
+
+def cython_extensions(*extensions):
+ from distutils.extension import Extension
+ ext = '.pyx'
+ result = [Extension(e, [e.replace('.', '/') + ext]) for e in extensions]
+ from Cython.Build import cythonize
+ return cythonize(result, language_level=3)
+
+
+try:
+ sys.path.insert(0, os.path.abspath('doc'))
+ from version_from_git import version_number_from_git
+
+ version = version_number_from_git()
+ with open("RELEASE-VERSION", "w") as f:
+ f.write(version)
+except ImportError:
+ version = open('RELEASE-VERSION', 'r').read()
+
+setuptools.setup(name='pystencils',
+ description='Speeding up stencil computations on CPUs and GPUs',
+ version=version,
+ long_description=readme(),
+ long_description_content_type="text/markdown",
+ author='Martin Bauer',
+ license='AGPLv3',
+ author_email='martin.bauer@fau.de',
+ url='https://i10git.cs.fau.de/pycodegen/pystencils/',
+ packages=['pystencils'] + ['pystencils.' + s for s in setuptools.find_packages('pystencils')],
+ install_requires=['sympy>=1.1', 'numpy', 'appdirs', 'joblib'],
+ package_data={'pystencils': ['include/*.h',
+ 'backends/cuda_known_functions.txt',
+ 'backends/opencl1.1_known_functions.txt',
+ 'boundaries/createindexlistcython.pyx']},
+
+ ext_modules=cython_extensions("pystencils.boundaries.createindexlistcython") if USE_CYTHON else [],
+ classifiers=[
+ 'Development Status :: 4 - Beta',
+ 'Framework :: Jupyter',
+ 'Topic :: Software Development :: Code Generators',
+ 'Topic :: Scientific/Engineering :: Physics',
+ 'Intended Audience :: Developers',
+ 'Intended Audience :: Science/Research',
+ 'License :: OSI Approved :: GNU Affero General Public License v3 or later (AGPLv3+)',
+ ],
+ project_urls={
+ "Bug Tracker": "https://i10git.cs.fau.de/pycodegen/pystencils/issues",
+ "Documentation": "http://pycodegen.pages.walberla.net/pystencils/",
+ "Source Code": "https://i10git.cs.fau.de/pycodegen/pystencils",
+ },
+ extras_require={
+ 'gpu': ['pycuda'],
+ 'opencl': ['pyopencl'],
+ 'alltrafos': ['islpy', 'py-cpuinfo'],
+ 'bench_db': ['blitzdb', 'pymongo', 'pandas'],
+ 'interactive': ['matplotlib', 'ipy_table', 'imageio', 'jupyter', 'pyevtk', 'rich', 'graphviz'],
+ 'autodiff': ['pystencils-autodiff'],
+ 'doc': ['sphinx', 'sphinx_rtd_theme', 'nbsphinx',
+ 'sphinxcontrib-bibtex', 'sphinx_autodoc_typehints', 'pandoc'],
+ },
+ tests_require=['pytest',
+ 'pytest-cov',
+ 'pytest-html',
+ 'ansi2html',
+ 'pytest-xdist',
+ 'flake8',
+ 'nbformat',
+ 'nbconvert',
+ 'ipython'],
+
+ python_requires=">=3.6",
+ cmdclass={
+ 'quicktest': SimpleTestRunner
+ },
+ )