From fa9bcd25d750c729eb25477b6b08cc7a5d07ad7b Mon Sep 17 00:00:00 2001 From: Antony Lewis Date: Thu, 17 Jan 2019 12:39:32 +0000 Subject: [PATCH] - Rearranged structure to be more pythonic - New python functions for reading parameters from .ini files, and command-line camb.py. - Planck 2018 parameter .ini files (in inifiles directory) - Doc updates. --- .gitignore | 10 +- .travis.yml | 23 +- Dockerfile | 6 +- pycamb/MANIFEST.in => MANIFEST.in | 2 +- README.rst | 51 +- base_planck_lowl_lowLike.ini | 19 - base_plikHM_TT_lowTEB_lensing.ini | 22 - camb.f90 | 206 - camb.py | 9 + .../PArthENoPE_880.2_marcucci.dat | 0 .../PArthENoPE_880.2_standard.dat | 0 {pycamb/camb => camb}/PRIMAT_Yp_DH_Error.dat | 0 {pycamb/camb => camb}/__init__.py | 13 +- camb/_command_line.py | 36 + {pycamb/camb => camb}/_config.py | 2 - {pycamb/camb => camb}/baseconfig.py | 20 +- {pycamb/camb => camb}/bbn.py | 0 {pycamb/camb => camb}/bispectrum.py | 0 camb/camb.py | 318 + camb/cambdll.dll | Bin 0 -> 1900662 bytes {pycamb/camb => camb}/constants.py | 0 {pycamb/camb => camb}/correlations.py | 0 {pycamb/camb => camb}/dark_energy.py | 0 {pycamb/camb => camb}/emission_angle.py | 0 {pycamb/camb => camb}/initialpower.py | 0 {pycamb/camb => camb}/mathutils.py | 0 {pycamb/camb => camb}/model.py | 8 +- {pycamb/camb => camb}/nonlinear.py | 0 {pycamb/camb => camb}/postborn.py | 0 {pycamb/camb => camb}/recombination.py | 2 +- {pycamb/camb => camb}/reionization.py | 0 pycamb/camb/camb.py => camb/results.py | 337 +- {pycamb/camb => camb}/sources.py | 0 {pycamb/camb => camb}/symbolic.py | 2 +- {pycamb/camb_tests => camb_tests}/__init__.py | 0 .../camb_tests => camb_tests}/camb_test.py | 2 + {pycamb/docs => docs}/CAMBdemo.html | 123 +- {pycamb/docs => docs}/CAMBdemo.ipynb | 137 +- docs/ScalEqs.html | 13896 ++++++++++++++++ docs/ScalEqs.ipynb | 2144 +++ {pycamb/docs => docs}/index.html | 0 {pycamb/docs => docs}/source/bbn.rst | 0 docs/source/camb.rst | 6 + {pycamb/docs => docs}/source/conf.py | 21 +- {pycamb/docs => docs}/source/correlations.rst | 0 {pycamb/docs => docs}/source/dark_energy.rst | 0 .../docs => docs}/source/emission_angle.rst | 0 docs/source/index.rst | 63 + {pycamb/docs => docs}/source/initialpower.rst | 0 {pycamb/docs => docs}/source/model.rst | 0 {pycamb/docs => docs}/source/nonlinear.rst | 0 {pycamb/docs => docs}/source/postborn.rst | 0 .../docs => docs}/source/recombination.rst | 0 {pycamb/docs => docs}/source/reionization.rst | 0 docs/source/results.rst | 16 + {pycamb/docs => docs}/source/sources.rst | 0 {pycamb/docs => docs}/source/symbolic.rst | 0 DarkAge21cm.f90 => fortran/DarkAge21cm.f90 | 0 .../DarkEnergyFluid.f90 | 0 .../DarkEnergyInterface.f90 | 0 .../DarkEnergyPPF.f90 | 0 .../HighLExtrapTemplate_lenspotentialCls.dat | 0 InitialPower.f90 => fortran/InitialPower.f90 | 3 + Makefile => fortran/Makefile | 6 +- Makefile_main => fortran/Makefile_main | 12 +- MathUtils.f90 => fortran/MathUtils.f90 | 0 .../SecondOrderPK.f90 | 0 .../SeparableBispectrum.f90 | 0 .../SourceWindows.f90 | 0 .../VisualStudio}/CAMB.sln | 2 +- .../VisualStudio}/CAMBLib.vfproj | 2 +- .../VisualStudio}/CAMB_devel.vfproj | 0 .../VisualStudio}/CAMBdll.vfproj | 0 bessels.f90 => fortran/bessels.f90 | 0 camb.cbp => fortran/camb.cbp | 0 inidriver.f90 => fortran/camb.f90 | 633 +- camb_python.f90 => fortran/camb_python.f90 | 0 classes.f90 => fortran/classes.f90 | 0 cmbmain.f90 => fortran/cmbmain.f90 | 0 config.f90 => fortran/config.f90 | 1 - constants.f90 => fortran/constants.f90 | 0 cosmorec.f90 => fortran/cosmorec.f90 | 0 equations.f90 => fortran/equations.f90 | 0 halofit_ppf.f90 => fortran/halofit.f90 | 0 hyrec.f90 => fortran/hyrec.f90 | 0 fortran/inidriver.f90 | 18 + lensing.f90 => fortran/lensing.f90 | 0 .../massive_neutrinos.f90 | 0 model.f90 => fortran/model.f90 | 1 + readme.html => fortran/readme.html | 40 +- recfast.f90 => fortran/recfast.f90 | 0 reionization.f90 => fortran/reionization.f90 | 10 +- results.f90 => fortran/results.f90 | 6 +- sigma8.f90 => fortran/sigma8.f90 | 0 subroutines.f90 => fortran/subroutines.f90 | 0 tester.f90 => fortran/tester.f90 | 0 {tests => fortran/tests}/CAMB_test_files.py | 24 +- {tests => fortran/tests}/inifile.py | 0 {tests => fortran/tests}/run_tests.sh | 20 +- {tests => fortran/tests}/upload_tests.sh | 14 +- writefits.f90 => fortran/writefits.f90 | 0 forutils | 2 +- params.ini => inifiles/params.ini | 10 +- params_21cm.ini => inifiles/params_21cm.ini | 0 .../params_counts.ini | 0 .../params_lensing.ini | 0 inifiles/planck_2018.ini | 283 + inifiles/planck_2018_acc.ini | 21 + .../sources_defaults.ini | 0 pycamb/.idea/.name | 1 - pycamb/.idea/encodings.xml | 6 - pycamb/.idea/modules.xml | 8 - pycamb/.idea/pycamb.iml | 15 - pycamb/.idea/vcs.xml | 6 - pycamb/README.rst | 30 - pycamb/dlls/cambdll.dll | Bin 1831930 -> 0 bytes pycamb/dlls/cambdll_x64.dll | Bin 1862476 -> 0 bytes pycamb/docs/ScalEqs.html | 13883 --------------- pycamb/docs/ScalEqs.ipynb | 2120 --- pycamb/docs/source/camb.rst | 21 - pycamb/docs/source/index.rst | 45 - pycamb/makepypi | 6 - pycamb/requirements.txt => requirements.txt | 0 pycamb/setup.py => setup.py | 140 +- 124 files changed, 17733 insertions(+), 17150 deletions(-) rename pycamb/MANIFEST.in => MANIFEST.in (85%) delete mode 100644 base_planck_lowl_lowLike.ini delete mode 100644 base_plikHM_TT_lowTEB_lensing.ini delete mode 100644 camb.f90 create mode 100644 camb.py rename {pycamb/camb => camb}/PArthENoPE_880.2_marcucci.dat (100%) rename {pycamb/camb => camb}/PArthENoPE_880.2_standard.dat (100%) rename {pycamb/camb => camb}/PRIMAT_Yp_DH_Error.dat (100%) rename {pycamb/camb => camb}/__init__.py (60%) create mode 100644 camb/_command_line.py rename {pycamb/camb => camb}/_config.py (94%) rename {pycamb/camb => camb}/baseconfig.py (97%) rename {pycamb/camb => camb}/bbn.py (100%) rename {pycamb/camb => camb}/bispectrum.py (100%) create mode 100644 camb/camb.py create mode 100644 camb/cambdll.dll rename {pycamb/camb => camb}/constants.py (100%) rename {pycamb/camb => camb}/correlations.py (100%) rename {pycamb/camb => camb}/dark_energy.py (100%) rename {pycamb/camb => camb}/emission_angle.py (100%) rename {pycamb/camb => camb}/initialpower.py (100%) rename {pycamb/camb => camb}/mathutils.py (100%) rename {pycamb/camb => camb}/model.py (99%) rename {pycamb/camb => camb}/nonlinear.py (100%) rename {pycamb/camb => camb}/postborn.py (100%) rename {pycamb/camb => camb}/recombination.py (96%) rename {pycamb/camb => camb}/reionization.py (100%) rename pycamb/camb/camb.py => camb/results.py (84%) rename {pycamb/camb => camb}/sources.py (100%) rename {pycamb/camb => camb}/symbolic.py (99%) rename {pycamb/camb_tests => camb_tests}/__init__.py (100%) rename {pycamb/camb_tests => camb_tests}/camb_test.py (99%) rename {pycamb/docs => docs}/CAMBdemo.html (99%) rename {pycamb/docs => docs}/CAMBdemo.ipynb (99%) create mode 100644 docs/ScalEqs.html create mode 100644 docs/ScalEqs.ipynb rename {pycamb/docs => docs}/index.html (100%) rename {pycamb/docs => docs}/source/bbn.rst (100%) create mode 100644 docs/source/camb.rst rename {pycamb/docs => docs}/source/conf.py (93%) rename {pycamb/docs => docs}/source/correlations.rst (100%) rename {pycamb/docs => docs}/source/dark_energy.rst (100%) rename {pycamb/docs => docs}/source/emission_angle.rst (100%) create mode 100644 docs/source/index.rst rename {pycamb/docs => docs}/source/initialpower.rst (100%) rename {pycamb/docs => docs}/source/model.rst (100%) rename {pycamb/docs => docs}/source/nonlinear.rst (100%) rename {pycamb/docs => docs}/source/postborn.rst (100%) rename {pycamb/docs => docs}/source/recombination.rst (100%) rename {pycamb/docs => docs}/source/reionization.rst (100%) create mode 100644 docs/source/results.rst rename {pycamb/docs => docs}/source/sources.rst (100%) rename {pycamb/docs => docs}/source/symbolic.rst (100%) rename DarkAge21cm.f90 => fortran/DarkAge21cm.f90 (100%) rename DarkEnergyFluid.f90 => fortran/DarkEnergyFluid.f90 (100%) rename DarkEnergyInterface.f90 => fortran/DarkEnergyInterface.f90 (100%) rename DarkEnergyPPF.f90 => fortran/DarkEnergyPPF.f90 (100%) rename HighLExtrapTemplate_lenspotentialCls.dat => fortran/HighLExtrapTemplate_lenspotentialCls.dat (100%) rename InitialPower.f90 => fortran/InitialPower.f90 (99%) rename Makefile => fortran/Makefile (97%) rename Makefile_main => fortran/Makefile_main (95%) rename MathUtils.f90 => fortran/MathUtils.f90 (100%) rename SecondOrderPK.f90 => fortran/SecondOrderPK.f90 (100%) rename SeparableBispectrum.f90 => fortran/SeparableBispectrum.f90 (100%) rename SourceWindows.f90 => fortran/SourceWindows.f90 (100%) rename {VisualStudio => fortran/VisualStudio}/CAMB.sln (97%) rename {VisualStudio => fortran/VisualStudio}/CAMBLib.vfproj (98%) rename {VisualStudio => fortran/VisualStudio}/CAMB_devel.vfproj (100%) rename {VisualStudio => fortran/VisualStudio}/CAMBdll.vfproj (100%) rename bessels.f90 => fortran/bessels.f90 (100%) rename camb.cbp => fortran/camb.cbp (100%) rename inidriver.f90 => fortran/camb.f90 (56%) rename camb_python.f90 => fortran/camb_python.f90 (100%) rename classes.f90 => fortran/classes.f90 (100%) rename cmbmain.f90 => fortran/cmbmain.f90 (100%) rename config.f90 => fortran/config.f90 (98%) rename constants.f90 => fortran/constants.f90 (100%) rename cosmorec.f90 => fortran/cosmorec.f90 (100%) rename equations.f90 => fortran/equations.f90 (100%) rename halofit_ppf.f90 => fortran/halofit.f90 (100%) rename hyrec.f90 => fortran/hyrec.f90 (100%) create mode 100644 fortran/inidriver.f90 rename lensing.f90 => fortran/lensing.f90 (100%) rename massive_neutrinos.f90 => fortran/massive_neutrinos.f90 (100%) rename model.f90 => fortran/model.f90 (99%) rename readme.html => fortran/readme.html (96%) rename recfast.f90 => fortran/recfast.f90 (100%) rename reionization.f90 => fortran/reionization.f90 (96%) rename results.f90 => fortran/results.f90 (99%) rename sigma8.f90 => fortran/sigma8.f90 (100%) rename subroutines.f90 => fortran/subroutines.f90 (100%) rename tester.f90 => fortran/tester.f90 (100%) rename {tests => fortran/tests}/CAMB_test_files.py (96%) rename {tests => fortran/tests}/inifile.py (100%) rename {tests => fortran/tests}/run_tests.sh (83%) rename {tests => fortran/tests}/upload_tests.sh (62%) rename writefits.f90 => fortran/writefits.f90 (100%) rename params.ini => inifiles/params.ini (98%) rename params_21cm.ini => inifiles/params_21cm.ini (100%) rename params_counts.ini => inifiles/params_counts.ini (100%) rename params_lensing.ini => inifiles/params_lensing.ini (100%) create mode 100644 inifiles/planck_2018.ini create mode 100644 inifiles/planck_2018_acc.ini rename sources_defaults.ini => inifiles/sources_defaults.ini (100%) delete mode 100644 pycamb/.idea/.name delete mode 100644 pycamb/.idea/encodings.xml delete mode 100644 pycamb/.idea/modules.xml delete mode 100644 pycamb/.idea/pycamb.iml delete mode 100644 pycamb/.idea/vcs.xml delete mode 100644 pycamb/README.rst delete mode 100644 pycamb/dlls/cambdll.dll delete mode 100644 pycamb/dlls/cambdll_x64.dll delete mode 100644 pycamb/docs/ScalEqs.html delete mode 100644 pycamb/docs/ScalEqs.ipynb delete mode 100644 pycamb/docs/source/camb.rst delete mode 100644 pycamb/docs/source/index.rst delete mode 100644 pycamb/makepypi rename pycamb/requirements.txt => requirements.txt (100%) rename pycamb/setup.py => setup.py (61%) diff --git a/.gitignore b/.gitignore index 28950391..bc7dff2e 100644 --- a/.gitignore +++ b/.gitignore @@ -1,6 +1,7 @@ *.mod *.a *.o +*.so *.sm *~* .metadata @@ -10,6 +11,7 @@ x64/ Debug/ Release/ Releaselib/ +WinDLL/ *.suo *.d *.bat @@ -20,12 +22,14 @@ Releaselib/ *.save *.log .idea -.DS_Storegit sta +.DS_Store *egg* test*dat build +testfiles inspectionProfiles -camb -!camb/ +fortran/camb Advisor/ Inspector/ +.ipynb_checkpoints +camb/HighLExtrapTemplate_lenspotentialCls.dat diff --git a/.travis.yml b/.travis.yml index dbdb35dd..b7ab6975 100644 --- a/.travis.yml +++ b/.travis.yml @@ -1,8 +1,8 @@ language: python - + git: depth: false - + dist: trusty sudo: false @@ -34,14 +34,14 @@ matrix: - GCC_VERSION="8" - CHANNEL="conda-forge" python: "3.6" - + #before_install: # - sudo add-apt-repository -y ppa:ubuntu-toolchain-r/test # - sudo apt-get update -qq # - sudo apt-get install -qq gfortran-6 # - sudo update-alternatives --install /usr/bin/gfortran gfortran /usr/bin/gfortran-6 90 - + install: - mkdir -p gfortran-symlinks - ln -s /usr/bin/gfortran-$GCC_VERSION gfortran-symlinks/gfortran @@ -62,17 +62,16 @@ install: - conda info -a - conda create -q -n test-environment -c $CHANNEL numpy scipy sympy six; - source activate test-environment - - chmod +x tests/run_tests.sh - -script: tests/run_tests.sh - + - chmod +x fortran/tests/run_tests.sh + +script: fortran/tests/run_tests.sh + after_failure: - - test $TRAVIS_PULL_REQUEST == "false" && test $CHANNEL == "defaults" && test $TRAVIS_REPO_SLUG == "cmbant/CAMB" && [ -d testfiles ] && bash tests/upload_tests.sh + - test $TRAVIS_PULL_REQUEST == "false" && test $CHANNEL == "defaults" && test $TRAVIS_REPO_SLUG == "cmbant/CAMB" && [ -d testfiles ] && bash fortran/tests/upload_tests.sh before_deploy: - - make clean delete - - cd pycamb - + - pushd fortran; make clean delete; popd + deploy: - provider: pypi skip_cleanup: true diff --git a/Dockerfile b/Dockerfile index 0161c9a3..83488f65 100644 --- a/Dockerfile +++ b/Dockerfile @@ -1,5 +1,5 @@ #Dockerfile for running pycamb notebooks with binder -#https://mybinder.org/v2/gh/cmbant/camb/master?filepath=pycamb%2Fdocs%2FCAMBdemo.ipynb +#https://mybinder.org/v2/gh/cmbant/camb/master?filepath=docs%2FCAMBdemo.ipynb FROM cmbant/cosmobox:python3 @@ -11,13 +11,13 @@ RUN adduser --disabled-password \ --gecos "Default user" \ --uid ${NB_UID} \ ${NB_USER} - + COPY . ${HOME} USER root RUN chown -R ${NB_UID} ${HOME} USER ${NB_USER} -WORKDIR ${HOME}/pycamb +WORKDIR ${HOME} RUN python setup.py build WORKDIR ${HOME} diff --git a/pycamb/MANIFEST.in b/MANIFEST.in similarity index 85% rename from pycamb/MANIFEST.in rename to MANIFEST.in index 6a812787..8f966056 100644 --- a/pycamb/MANIFEST.in +++ b/MANIFEST.in @@ -1,6 +1,6 @@ include *.rst *.txt recursive-include camb *.py recursive-include camb_tests *.py -recursive-include dlls *.dll +include camb/cambdll.dll include camb/PArthENoPE_880.2_marcucci.dat include camb/PArthENoPE_880.2_standard.dat diff --git a/README.rst b/README.rst index 347fd682..ca8b0c05 100644 --- a/README.rst +++ b/README.rst @@ -1,24 +1,45 @@ =================== CAMB =================== -:CAMB: Code for Anisotropies in the Microwave Background, Fortran 95 code and python module +:CAMB: Code for Anisotropies in the Microwave Background +:Author: Antony Lewis and Anthony Challinor :Homepage: https://camb.info/ -.. image:: https://img.shields.io/pypi/v/camb.svg?style=flat +.. image:: http://img.shields.io/pypi/v/camb.svg?style=flat :target: https://pypi.python.org/pypi/camb/ - +.. image:: https://readthedocs.org/projects/camb/badge/?version=latest + :target: https://camb.readthedocs.org/en/latest + + Description and installation ============================= -For full details of the Fortran code see the `ReadMe `_. +CAMB is a cosmology code for calculating cosmlogical observables, including +CMB, lensing, source count and 21cm angular power spectra, matter power spectra, transfer functions +and background evolution. The code is in Python and modern Fortran. + +To install the CAMB python package on your computer run:: + + pip install camb + +or from the source + + python setup.py install + +You will need gfortran 6 or higher installed to compile. Binary library builds for python on +Windows are also provided, so these are used instead if no gfortran installation +is found on Windows machines. -The python wrapper provides a module called "camb", source in the "pycamb" folder and documented in the `Python CAMB documentation `_. +See the `CAMB python example notebook `_ for a +quick introduction to how to use the CAMB Python package. + +The python wrapper provides a module called "camb" documented in the `Python CAMB documentation `_. .. image:: https://readthedocs.org/projects/camb/badge/?version=latest :target: https://camb.readthedocs.org/en/latest -The master and devel branches have an integrated test suite, which runs automatically on `Travis `_ for new commits and pull requests. -Reference results and test outputs are stored in the `test outputs repository `_. Tests can also be run locally. +To compile the Fortran command-line code run "Make" in the fortran directory. For full details +see the `ReadMe `_. Branches ============================= @@ -27,19 +48,17 @@ The master branch contains latest changes to the main release version. .. image:: https://secure.travis-ci.org/cmbant/CAMB.png?branch=master :target: https://secure.travis-ci.org/cmbant/CAMB/builds -.. image:: https://mybinder.org/badge.svg - :target: https://mybinder.org/v2/gh/cmbant/camb/master?filepath=pycamb%2Fdocs%2FCAMBdemo.ipynb - -The devel branch is a development version, which integrates CAMB and CAMB sources, and uses Fortran 2008 (and hence requires ifort 14+ or gfortran 6+). It also allows runtime switching of the dark energy and halofit model, -general numerically-interpolated primordial power spectra and source window functions, and easy access to lower-level accuracy parameters. - -.. image:: https://secure.travis-ci.org/cmbant/CAMB.png?branch=devel - :target: https://secure.travis-ci.org/cmbant/CAMB/builds .. image:: https://mybinder.org/badge.svg - :target: https://mybinder.org/v2/gh/cmbant/camb/devel?filepath=pycamb%2Fdocs%2FCAMBdemo.ipynb + :target: https://mybinder.org/v2/gh/cmbant/camb/master?filepath=docs%2FCAMBdemo.ipynb + +The devel branch contains latest less-stable things in development. +The master and devel branches have an integrated test suite, which runs automatically on `Travis `_ for new commits and pull requests. +Reference results and test outputs are stored in the `test outputs repository `_. Tests can also be run locally. +To reproduce legacy results, see these branches: CAMB_sources is the old public `CAMB Sources `_ code. +CAMB_v1 is the old Fortran-oriented (gfortran 4.8-compatible) version as used by the Planck 2018 analysis. ============= diff --git a/base_planck_lowl_lowLike.ini b/base_planck_lowl_lowLike.ini deleted file mode 100644 index f4605778..00000000 --- a/base_planck_lowl_lowLike.ini +++ /dev/null @@ -1,19 +0,0 @@ -DEFAULT(params.ini) -CMB_outputscale=7.42835025e+12 -helium_fraction=0.2476949 -hubble=67.04346 -initial_ratio(1)=0.0 -massive_neutrinos=1 -massless_neutrinos=2.046 -ombh2=0.0220323 -omch2=0.1203761 -omnuh2=0.0006450616 -re_delta_redshift=0.5 -re_optical_depth=0.0924518 -re_use_optical_depth=T -scalar_amp(1)=2.21545e-09 -scalar_nrun(1)=0.0 -scalar_spectral_index(1)=0.9619123 -temp_cmb=2.7255 -tensor_spectral_index(1)=-0.0 -w=-1.0 diff --git a/base_plikHM_TT_lowTEB_lensing.ini b/base_plikHM_TT_lowTEB_lensing.ini deleted file mode 100644 index a3513865..00000000 --- a/base_plikHM_TT_lowTEB_lensing.ini +++ /dev/null @@ -1,22 +0,0 @@ -DEFAULT(params.ini) -CMB_outputscale=7.42835025e+12 -do_nonlinear=3 -helium_fraction=0.245352 -hubble=67.86682 -initial_ratio(1)=0.0 -massive_neutrinos=1 -massless_neutrinos=2.03066666667 -nu_mass_degeneracies=1.01533333333 -ombh2=0.02227716 -omch2=0.1184293 -omnuh2=0.0006451439 -re_delta_redshift=0.5 -re_optical_depth=0.06664549 -re_use_optical_depth=T -scalar_amp(1)=2.140509e-09 -scalar_nrun(1)=0.0 -scalar_spectral_index(1)=0.9682903 -share_delta_neff=F -temp_cmb=2.7255 -tensor_spectral_index(1)=-0.0 -w=-1.0 \ No newline at end of file diff --git a/camb.f90 b/camb.f90 deleted file mode 100644 index 5860df29..00000000 --- a/camb.f90 +++ /dev/null @@ -1,206 +0,0 @@ - !Interface module for CAMB. Call CAMB_GetResults to do the work. - - module CAMB - use Precision - use results - use GaugeInterface - use InitialPower - use Reionization - use Recombination - use lensing - use DarkEnergyFluid - implicit none - contains - - subroutine CAMB_TransfersToPowers(CData) - use CAMBmain - use lensing - type (CAMBdata) :: CData - - call SetActiveState(CData) - CData%OnlyTransfer = .false. - call CData%CP%InitPower%Init(CData%CP) - if (global_error_flag/=0) return - - if (CData%CP%WantCls) then - call ClTransferToCl(CData) - if (CP%DoLensing .and. global_error_flag==0) call lens_Cls(Cdata) - if (global_error_flag/=0) return - end if - - if (CData%CP%WantTransfer) call Transfer_Get_sigmas(Cdata, Cdata%MT) - - end subroutine CAMB_TransfersToPowers - - - !Call this routine with a set of parameters to generate the results you want. - subroutine CAMB_GetResults(OutData, Params, error, onlytransfer) - use CAMBmain - use lensing - use Bispectrum - type(CAMBdata) :: OutData - type(CAMBparams) :: Params - integer, optional :: error !Zero if OK - logical, optional :: onlytransfer - type(CAMBparams) P - logical :: call_again - - global_error_flag = 0 - call_again = .false. - call OutData%Free() - call SetActiveState(OutData) - OutData%OnlyTransfer = DefaultFalse(onlytransfer) - if (Params%WantCls .and. Params%WantScalars) then - P = Params - P%Max_eta_k=max(min(P%max_l,3000)*2.5_dl,P%Max_eta_k) - P%WantTensors = .false. - P%WantVectors = .false. - if ((P%NonLinear==NonLinear_lens .or. P%NonLinear==NonLinear_both) .and. & - (P%DoLensing .or. State%num_redshiftwindows > 0)) then - P%WantTransfer = .true. - end if - call OutData%SetParams(P) - if (global_error_flag==0) call cmbmain - if (global_error_flag/=0) then - if (present(error)) error =global_error_flag - return - end if - call_again = .true. - end if - - if (Params%WantCls .and. Params%WantTensors) then - P=Params - P%WantTransfer = .false. - P%Transfer%high_precision = .false. - P%WantScalars = .false. - P%WantVectors = .false. - call OutData%SetParams(P, call_again=call_again) - if (global_error_flag==0) call cmbmain - if (global_error_flag/=0) then - if (present(error)) error =global_error_flag - return - end if - call_again = .true. - end if - - if (Params%WantCls .and. Params%WantVectors) then - P=Params - P%WantTransfer = .false. - P%Transfer%high_precision = .false. - P%WantScalars = .false. - P%WantTensors = .false. - call OutData%SetParams(P, call_again=call_again) - if (global_error_flag==0) call cmbmain - if (global_error_flag/=0) then - if (present(error)) error =global_error_flag - return - end if - call_again = .true. - end if - - if (Params%WantTransfer .and. .not. (Params%WantCls .and. Params%WantScalars)) then - P=Params - P%WantCls = .false. - P%WantScalars = .false. - P%WantTensors = .false. - P%WantVectors = .false. - call OutData%SetParams(P, call_again=call_again) - if (global_error_flag==0) call cmbmain - if (global_error_flag/=0) then - if (present(error)) error =global_error_flag - return - end if - end if - OutData%CP%WantCls = Params%WantCls - OutData%CP%WantScalars = Params%WantScalars - OutData%CP%WantTensors = Params%WantTensors - OutData%CP%WantVectors = Params%WantVectors - OutData%CP%WantTransfer = Params%WantTransfer - OutData%CP%Accuracy = Params%Accuracy - OutData%CP%Reion%Reionization = Params%Reion%Reionization - OutData%CP%Transfer%high_precision = Params%Transfer%high_precision - OutData%CP%WantDerivedParameters = Params%WantDerivedParameters - - if (.not. OutData%OnlyTransfer .and. Params%WantCls .and. Params%WantScalars) then - if (Params%DoLensing .and. global_error_flag==0) then - call lens_Cls(OutData) - end if - - if (do_bispectrum .and. global_error_flag==0) & - call GetBispectrum(OutData,OutData%CLData%CTransScal) - end if - - end subroutine CAMB_GetResults - - - !Return real (NOT double precision) arrays of the computed CMB Cls - !Output is l(l+1)C_l/2pi - !If GC_Conventions = .false. use E-B conventions (as the rest of CAMB does) - !Used by WriteFits only - subroutine CAMB_GetCls(State, Cls, lmax,GC_conventions) - Type(CAMBdata) :: State - integer, intent(IN) :: lmax - logical, intent(IN) :: GC_conventions - real, intent(OUT) :: Cls(2:lmax,1:4) - integer l - - Cls = 0 - do l=2, lmax - if (State%CP%WantScalars .and. l<= State%CP%Max_l) then - if (State%CP%DoLensing) then - if (l<=State%CLData%lmax_lensed) & - Cls(l,1:4) = State%CLData%Cl_lensed(l, CT_Temp:CT_Cross) - else - Cls(l,1:2) = State%CLData%Cl_scalar(l, C_Temp:C_E) - Cls(l,4) = State%CLData%Cl_scalar(l, C_Cross) - endif - end if - if (State%CP%WantTensors .and. l <= State%CP%Max_l_tensor) then - Cls(l,1:4) = Cls(l,1:4) + State%CLData%Cl_tensor(l, CT_Temp:CT_Cross) - end if - end do - if (GC_conventions) then - Cls(:,2:3) = Cls(:,2:3)/2 - Cls(:,4) = Cls(:,4)/sqrt(2.0) - end if - - end subroutine CAMB_GetCls - - function CAMB_GetAge(P) - !Return age in gigayears, returns -1 on error - type(CAMBparams), intent(in) :: P - real(dl) CAMB_GetAge - integer error - Type(CAMBdata) :: State - - call State%SetParams(P, error, .false.) - - if (error/=0) then - CAMB_GetAge = -1 - else - CAMB_GetAge = State%DeltaPhysicalTimeGyr(0.0_dl,1.0_dl) - end if - - end function CAMB_GetAge - - subroutine CAMB_SetDefParams(P) - use NonLinear - use Recombination - type(CAMBparams), intent(inout), target :: P - type(CAMBparams) :: emptyP - - P= emptyP !Set default values set in type definitions - P%Nu_mass_numbers=0 - P%Nu_mass_degeneracies=0 - P%Nu_mass_fractions=0 - - allocate(THalofit::P%NonLinearModel) - allocate(TDarkEnergyFluid::P%DarkEnergy) - allocate(TInitialPowerLaw::P%InitPower) - allocate(TRecfast::P%Recomb) - allocate(TTanhReionization::P%Reion) - - end subroutine CAMB_SetDefParams - - - end module CAMB diff --git a/camb.py b/camb.py new file mode 100644 index 00000000..f5cb67b1 --- /dev/null +++ b/camb.py @@ -0,0 +1,9 @@ +#!/usr/bin/env python + +# Python command line CAMB reading parameters from a .ini file +# an alternative to fortran binary compiled into fortran/camb using "make camb". +# To use .ini files from a python script use camb.run_ini or camb.read_ini + +from camb._command_line import _run_command_line + +_run_command_line() diff --git a/pycamb/camb/PArthENoPE_880.2_marcucci.dat b/camb/PArthENoPE_880.2_marcucci.dat similarity index 100% rename from pycamb/camb/PArthENoPE_880.2_marcucci.dat rename to camb/PArthENoPE_880.2_marcucci.dat diff --git a/pycamb/camb/PArthENoPE_880.2_standard.dat b/camb/PArthENoPE_880.2_standard.dat similarity index 100% rename from pycamb/camb/PArthENoPE_880.2_standard.dat rename to camb/PArthENoPE_880.2_standard.dat diff --git a/pycamb/camb/PRIMAT_Yp_DH_Error.dat b/camb/PRIMAT_Yp_DH_Error.dat similarity index 100% rename from pycamb/camb/PRIMAT_Yp_DH_Error.dat rename to camb/PRIMAT_Yp_DH_Error.dat diff --git a/pycamb/camb/__init__.py b/camb/__init__.py similarity index 60% rename from pycamb/camb/__init__.py rename to camb/__init__.py index 38bf9a24..90dd94c3 100644 --- a/pycamb/camb/__init__.py +++ b/camb/__init__.py @@ -1,22 +1,23 @@ # coding: utf8 """ -Python CAMB interface (http://camb.info) +Python CAMB interface (https://camb.info) """ __author__ = "Antony Lewis" __contact__ = "antony at cosmologist dot info" -__status__ = "beta" -__version__ = "0.3.0" +__version__ = "1.0.0" -from .camb import CAMBdata, MatterTransferData, ClTransferData, get_results, get_transfer_functions, get_background, \ +from .camb import get_results, get_transfer_functions, get_background, \ get_age, get_zre_from_tau, set_feedback_level, set_params, get_matter_power_interpolator, \ - set_params_cosmomc + set_params_cosmomc, read_ini, run_ini +from . import results from . import model from . import initialpower from . import reionization from .model import CAMBparams, TransferParams +from .results import CAMBdata, MatterTransferData, ClTransferData from .reionization import TanhReionization from .initialpower import InitialPowerLaw, SplinedInitialPower -from .bispectrum import threej +from .mathutils import threej from ._config import config diff --git a/camb/_command_line.py b/camb/_command_line.py new file mode 100644 index 00000000..601502f9 --- /dev/null +++ b/camb/_command_line.py @@ -0,0 +1,36 @@ +import os +import sys + +sys.path.insert(0, os.path.join(os.path.dirname(__file__), '..')) +import camb +from camb.baseconfig import lib_import +import argparse +from argparse import RawTextHelpFormatter +import ctypes +import six + +def _run_command_line(): + parser = argparse.ArgumentParser(formatter_class=RawTextHelpFormatter, + description='Python command line CAMB reading parameters from a .ini file.' + + '\n\n Example usage:\n\n python camb.py inifiles/planck_2018.ini') + parser.add_argument('ini_file', help='text .ini file with parameter settings') + parser.add_argument('--validate', action='store_true', + help='Just validate the .ini file, don''t actually run anything') + parser.add_argument('-V', '--version', action='version', version=camb.__version__) + args = parser.parse_args() + + if not os.path.exists(args.ini_file): + sys.exit('File not found: %s' % args.ini_file) + + s = ctypes.create_string_buffer(six.b(args.ini_file)) + + # Import wrapper function round fortran command line program + CAMB_RunCommandLine = lib_import('camb', 'camb', 'CommandLineValidate' if args.validate else 'CommandLineRun') + CAMB_RunCommandLine.argtypes = [ctypes.c_char_p, ctypes.c_long] + CAMB_RunCommandLine(s, ctypes.c_long(len(args.ini_file))) + if args.validate: + print('OK') + + +if __name__ == "__main__": + _run_command_line() diff --git a/pycamb/camb/_config.py b/camb/_config.py similarity index 94% rename from pycamb/camb/_config.py rename to camb/_config.py index ef16cd6a..7cd5bf68 100644 --- a/pycamb/camb/_config.py +++ b/camb/_config.py @@ -28,8 +28,6 @@ class _config(object): lensing_includes_tensors = import_property(c_bool, "lensing", "lensing_includes_tensors") - use_spline_template = import_property(c_bool, "config", "use_spline_template") - transfer_power_var = import_property(c_int, "transfer", "transfer_power_var") diff --git a/pycamb/camb/baseconfig.py b/camb/baseconfig.py similarity index 97% rename from pycamb/camb/baseconfig.py rename to camb/baseconfig.py index dbcc80a6..14108832 100644 --- a/pycamb/camb/baseconfig.py +++ b/camb/baseconfig.py @@ -44,14 +44,9 @@ def __getitem__(self, name_or_ordinal): else: if not osp.isfile(CAMBL): - if platform.system() == "Windows": - # allow local git loading if not installed - import struct - - is32Bit = struct.calcsize("P") == 4 - CAMBL = osp.join(BASEDIR, '..', 'dlls', ('cambdll_x64.dll', DLLNAME)[is32Bit]) - if not osp.isfile(CAMBL): - sys.exit('%s does not exist.\nPlease remove any old installation and install again.' % DLLNAME) + sys.exit( + 'Library file %s does not exist.\nMake sure you have installed or built the camb package (or remove any old installation and install again).' % ( + CAMBL)) camblib = ctypes.LibraryLoader(ifort_gfortran_loader).LoadLibrary(CAMBL) @@ -94,7 +89,8 @@ def lib_import(module_name, class_name, func_name, restype=None): def set_filelocs(): HighLExtrapTemplate = osp.join(BASEDIR, "HighLExtrapTemplate_lenspotentialCls.dat") if not osp.exists(HighLExtrapTemplate): - HighLExtrapTemplate = osp.abspath(osp.join(BASEDIR, "../..", "HighLExtrapTemplate_lenspotentialCls.dat")) + HighLExtrapTemplate = osp.abspath( + osp.join(BASEDIR, "../../fortran", "HighLExtrapTemplate_lenspotentialCls.dat")) HighLExtrapTemplate = six.b(HighLExtrapTemplate) func = camblib.__handles_MOD_set_cls_template func.argtypes = [ctypes.c_char_p, ctypes.c_long] @@ -201,11 +197,11 @@ def __setitem__(self, key, value): def __len__(self): return len(self.allocatables) - def __str__(self): + def __repr__(self): s = '' for i in range(len(self.allocatables)): item = self[i] - content = item._as_string() if isinstance(item, CAMB_Structure) else str(item) + content = item._as_string() if isinstance(item, CAMB_Structure) else repr(item) s += ('%s: <%s>\n ' % (i, item.__class__.__name__) + content.replace('\n', '\n ')).strip(' ') return s @@ -566,7 +562,7 @@ def _as_string(self): s += field_name + ' = ' + str(obj) + '\n' return s - def __str__(self): + def __repr__(self): return 'class: <%s>\n ' % self.__class__.__name__ + self._as_string().replace('\n', '\n ') diff --git a/pycamb/camb/bbn.py b/camb/bbn.py similarity index 100% rename from pycamb/camb/bbn.py rename to camb/bbn.py diff --git a/pycamb/camb/bispectrum.py b/camb/bispectrum.py similarity index 100% rename from pycamb/camb/bispectrum.py rename to camb/bispectrum.py diff --git a/camb/camb.py b/camb/camb.py new file mode 100644 index 00000000..47147771 --- /dev/null +++ b/camb/camb.py @@ -0,0 +1,318 @@ +from .baseconfig import camblib, CAMBError, CAMBValueError, CAMBUnknownArgumentError, np +from ctypes import c_float, c_int, c_double, c_bool, POINTER, byref +import ctypes +from . import model +from ._config import config +from .model import CAMBparams +from .results import CAMBdata, MatterTransferData, ClTransferData + +import logging +import six +import os + +if six.PY3: + from inspect import getfullargspec as getargspec +else: + from inspect import getargspec + +_debug_params = False + + +def set_feedback_level(level=1): + """ + Set the feedback level for internal CAMB calls + + :param level: zero for nothing, >1 for more + """ + config.FeedbackLevel = level + + +def get_results(params): + """ + Calculate results for specified parameters and return :class:`~.results.CAMBdata` instance for getting results. + + :param params: :class:`.model.CAMBparams` instance + :return: :class:`~.results.CAMBdata` instance + """ + res = CAMBdata() + if _debug_params: print(params) + res.calc_power_spectra(params) + return res + + +def get_transfer_functions(params): + """ + Calculate transfer functions for specified parameters and return :class:`~.results.CAMBdata` instance for getting results + and subsequently calculating power spectra. + + :param params: :class:`.model.CAMBparams` instance + :return: :class:`~.results.CAMBdata` instance + """ + + res = CAMBdata() + res.calc_transfers(params) + return res + + +def get_background(params, no_thermo=False): + """ + Calculate background cosmology for specified parameters and return :class:`~.results.CAMBdata`, ready to get derived + parameters and use background functions like :func:`~results.CAMBdata.angular_diameter_distance`. + + :param params: :class:`.model.CAMBparams` instance + :param no_thermo: set True if thermal history not required. + :return: :class:`~.results.CAMBdata` instance + """ + + res = CAMBdata() + if no_thermo: + res.calc_background_no_thermo(params) + else: + res.calc_background(params) + return res + + +def get_age(params): + """ + Get age of universe for given set of parameters + + :param params: :class:`.model.CAMBparams` instance + :return: age of universe in gigayears + """ + return CAMB_GetAge(byref(params)) + + +def get_zre_from_tau(params, tau): + """ + Get reionization redshift given optical depth tau + + :param params: :class:`.model.CAMBparams` instance + :param tau: optical depth + :return: reionization redshift (or negative number if error) + """ + return params.Reion.get_zre(params, tau) + + +def set_params(cp=None, verbose=False, **params): + """ + + Set all CAMB parameters at once, including parameters which are part of the + CAMBparams structure, as well as global parameters. + + E.g.:: + + cp = camb.set_params(ns=1, H0=67, ombh2=0.022, omch2=0.1, w=-0.95, Alens=1.2, lmax=2000, + WantTransfer=True, dark_energy_model='DarkEnergyPPF') + + This is equivalent to:: + + cp = model.CAMBparams() + cp.DarkEnergy = DarkEnergyPPF() + cp.DarkEnergy.set_params(w=-0.95) + cp.set_cosmology(H0=67, omch2=0.1, ombh2=0.022, Alens=1.2) + cp.set_for_lmax(lmax=2000) + cp.InitPower.set_params(ns=1) + cp.WantTransfer = True + + The wrapped functions are (in this order): + + * :meth:`.model.CAMBparams.set_accuracy` + * :meth:`.model.CAMBparams.set_classes` + * :meth:`.dark_energy.DarkEnergyEqnOfState.set_params` (or equivalent if a different dark energy model class used) + * :meth:`.model.CAMBparams.set_cosmology` + * :meth:`.model.CAMBparams.set_matter_power` + * :meth:`.model.CAMBparams.set_for_lmax` + * :meth:`.initialpower.InitialPowerLaw.set_params` (or equivalent if a different initial power model class used) + * :meth:`.nonlinear.Halofit.set_params` + + :param params: the values of the parameters + :param cp: use this CAMBparams instead of creating a new one + :param verbose: print out the equivalent set of commands + :return: :class:`.model.CAMBparams` instance + + """ + + if 'ALens' in params: + raise ValueError('Use Alens not ALens') + + if cp is None: + cp = model.CAMBparams() + else: + assert isinstance(cp, model.CAMBparams), "cp should be an instance of CAMBparams" + + used_params = set() + + def do_set(setter): + kwargs = {k: params[k] for k in getargspec(setter).args[1:] if k in params} + used_params.update(kwargs.keys()) + if kwargs: + if verbose: + logging.warning('Calling %s(**%s)' % (setter.__name__, kwargs)) + setter(**kwargs) + + # Note order is important: must call DarkEnergy.set_params before set_cosmology if setting theta rather than H0 + # set_classes allows redefinition of the classes used, so must be called before setting class parameters + do_set(cp.set_accuracy) + do_set(cp.set_classes) + do_set(cp.DarkEnergy.set_params) + do_set(cp.set_cosmology) + do_set(cp.set_matter_power) + do_set(cp.set_for_lmax) + do_set(cp.InitPower.set_params) + do_set(cp.NonLinearModel.set_params) + + if cp.InitPower.has_tensors(): + cp.WantTensors = True + + unused_params = set(params) - used_params + if unused_params: + for k in unused_params: + obj = cp + if '.' in k: + parts = k.split('.') + for p in parts[:-1]: + obj = getattr(obj, p) + par = parts[-1] + else: + par = k + if hasattr(obj, par): + setattr(obj, par, params[k]) + else: + raise CAMBUnknownArgumentError("Unrecognized parameter: %s" % k) + return cp + + +def set_params_cosmomc(p, num_massive_neutrinos=1, neutrino_hierarchy='degenerate', halofit_version='mead', + dark_energy_model='ppf', lmax=2500, lens_potential_accuracy=1, inpars=None): + """ + get CAMBParams for dictionary of cosmomc-named parameters assuming Planck 2018 defaults + :param p: dictionary of cosmomc parameters (e.g. from getdist.types.BestFit's getParamDict() function) + :param num_massive_neutrinos: usually 1 if fixed mnu=0.06 eV, three if mnu varying + :param neutrino_hierarchy: hierarchy + :param dark_energy_model: ppf or fluid dark energy model + :param lmax: lmax for accuracy settings + :param lens_potential_accuracy: lensing accuracy parameter + :param inpars: optional input CAMBParams to set + :return: + """ + pars = inpars or model.CAMBparams() + if p.get('alpha1', 0) or p.get('Aphiphi', 1) != 1: + raise ValueError('Parameter not currrently supported by set_params_cosmomc') + pars.set_cosmology(H0=p['H0'], ombh2=p['omegabh2'], omch2=p['omegach2'], mnu=p.get('mnu', 0.06), + omk=p.get('omegak', 0), tau=p['tau'], deltazrei=p.get('deltazrei', None), + nnu=p.get('nnu', 3.046), Alens=p.get('Alens', 1.0), + YHe=p.get('yheused', None), meffsterile=p.get('meffsterile', 0), + num_massive_neutrinos=num_massive_neutrinos, neutrino_hierarchy=neutrino_hierarchy) + pars.InitPower.set_params(ns=p['ns'], r=p.get('r', 0), As=p['A'] * 1e-9, nrun=p.get('nrun', 0), + nrunrun=p.get('nrunrun', 0)) + pars.set_dark_energy(w=p.get('w', -1), wa=p.get('wa', 0), dark_energy_model=dark_energy_model) + pars.set_for_lmax(lmax, lens_potential_accuracy=lens_potential_accuracy) + pars.NonLinearModel.set_params(halofit_version=halofit_version) + pars.WantTensors = pars.InitPower.has_tensors() + return pars + + +def validate_ini_file(filename): + # Checkin fortran .ini file parameters are valid; catch error stop in separate process + import subprocess + import sys + try: + command = '"%s" "%s" "%s" --validate' % ( + sys.executable, os.path.join(os.path.dirname(__file__), '_command_line.py'), filename) + subprocess.check_output(command, stderr=subprocess.STDOUT, shell=True) + except subprocess.CalledProcessError as E: + err = E.output.decode().replace('ERROR STOP', '').strip() + raise CAMBValueError(err + ' (%s)' % filename) + return True + + +def run_ini(ini_filename, no_validate=False): + """ + Run the command line camb from a .ini file (producing text files as with the command line program). + This does the same as the command line program, except global config parameters are not read and set (which does not + change results in almost all cases). + + :param ini_filename: .ini file to use + :param no_validate: do not pre-validate the ini file (faster, but may crash kernel if error) + """ + if not os.path.exists(ini_filename): + raise CAMBValueError('File not found: %s' % ini_filename) + if not no_validate: validate_ini_file(ini_filename) + runIni = camblib.__camb_MOD_camb_runinifile + runIni.argtypes = [ctypes.c_char_p, POINTER(ctypes.c_long), ctypes.c_char_p, POINTER(ctypes.c_long)] + runIni.restype = c_bool + s = ctypes.create_string_buffer(six.b(ini_filename)) + err = ctypes.create_string_buffer(1025) + if not runIni(s, ctypes.c_long(len(ini_filename)), err, ctypes.c_long(1024)): + raise CAMBError(err.value.decode('ascii')) + + +def read_ini(ini_filename, no_validate=False): + """ + Get a :class:`.model.CAMBparams` instance using parameter specified in a .ini parameter file. + + :param no_validate: do not pre-validate the ini file (faster, but may crash kernel if error) + :return: :class:`.model.CAMBparams` instance + """ + if not os.path.exists(ini_filename): + raise CAMBValueError('File not found: %s' % ini_filename) + if not no_validate: validate_ini_file(ini_filename) + cp = model.CAMBparams() + readIni = camblib.__camb_MOD_camb_readparamfile + readIni.argtypes = [POINTER(CAMBparams), ctypes.c_char_p, POINTER(ctypes.c_long), ctypes.c_char_p, + POINTER(ctypes.c_long)] + readIni.restype = ctypes.c_bool + s = ctypes.create_string_buffer(six.b(ini_filename)) + err = ctypes.create_string_buffer(1025) + if not readIni(cp, s, ctypes.c_long(len(ini_filename)), err, ctypes.c_long(1024)): + raise CAMBValueError(err.value.decode('ascii')) + return cp + + +def get_matter_power_interpolator(params, zmin=0, zmax=10, nz_step=100, zs=None, kmax=10, nonlinear=True, + var1=None, var2=None, hubble_units=True, k_hunit=True, + return_z_k=False, k_per_logint=None, log_interp=True, extrap_kmax=None): + r""" + Return a 2D spline interpolation object to evaluate matter power spectrum as function of z and k/h, e.g. + + .. code-block:: python + + from camb import get_matter_power_interpolator + PK = get_matter_power_interpolator(params); + print('Power spectrum at z=0.5, k/h=0.1/Mpc is %s (Mpc/h)^3 '%(PK.P(0.5, 0.1))) + + :param params: :class:`.model.CAMBparams` instance + :param zmin: minimum z (use 0 or smaller than you want for good interpolation) + :param zmax: maximum z (use larger than you want for good interpolation) + :param nz_step: number of steps to sample in z (default max allowed is 100) + :param zs: instead of zmin,zmax, nz_step, can specific explicit array of z values to spline from + :param kmax: maximum k + :param nonlinear: include non-linear correction from halo model + :param var1: variable i (index, or name of variable; default delta_tot) + :param var2: variable j (index, or name of variable; default delta_tot) + :param hubble_units: if true, output power spectrum in :math:`({\rm Mpc}/h)^{3}` units, otherwise :math:`{\rm Mpc}^{3}` + :param k_hunit: if true, matter power is a function of k/h, if false, just k (both :math:`{\rm Mpc}^{-1}` units) + :param return_z_k: if true, return interpolator, z, k where z, k are the grid used + :param k_per_logint: specific uniform sampling over log k (if not set, uses optimized irregular sampling) + :param log_interp: if true, interpolate log of power spectrum (unless any values are negative in which case ignored) + :param extrap_kmax: if set, use power law extrapolation beyond kmax to extrap_kmax (useful for tails of integrals) + :return: :class:`~scipy:scipy.interpolate.RectBivariateSpline` object PK, that can be called with PK(z,log(kh)) to get log matter power values. + if return_z_k=True, instead return interpolator, z, k where z, k are the grid used + """ + + pars = params.copy() + + if zs is None: + zs = zmin + np.exp(np.log(zmax - zmin + 1) * np.linspace(0, 1, nz_step)) - 1 + pars.set_matter_power(redshifts=zs, kmax=kmax, k_per_logint=k_per_logint, silent=True) + pars.NonLinear = model.NonLinear_none + results = get_results(pars) + + return results.get_matter_power_interpolator(nonlinear=nonlinear, var1=var1, var2=var2, hubble_units=hubble_units, + k_hunit=k_hunit, return_z_k=return_z_k, log_interp=log_interp, + extrap_kmax=extrap_kmax) + + +CAMB_GetAge = camblib.__camb_MOD_camb_getage +CAMB_GetAge.restype = c_double +CAMB_GetAge.argtypes = [POINTER(model.CAMBparams)] diff --git a/camb/cambdll.dll b/camb/cambdll.dll new file mode 100644 index 0000000000000000000000000000000000000000..e1f95cbea81b56af088a2805905ccc7f460e6bf9 GIT binary patch literal 1900662 zcmeFad6-nyx&K=YG~fWcQBaIisby>eXcHke5wr`caaXL?Hlh;62sUugprTYOQ6!Ds zov>3DwmF((&hea>6O(IBOkxsafS9Biq;WtICvXZ*ag~4qDuYws&v&g|LpO*qzvrHN z|G4!)@3q(Xu6MoDde^Y)E^LeRj6@>6_}|$Xi7e)+Uyc2{?>|i>_dj}R|H%FOtvP0K zS!&HO6K7sFCp!C@tN!JhsaHfBre1mFRq5!Z)1%ikUKzdY%4p*3bE8*WHEsHd{rc@6 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pycamb/camb/dark_energy.py rename to camb/dark_energy.py diff --git a/pycamb/camb/emission_angle.py b/camb/emission_angle.py similarity index 100% rename from pycamb/camb/emission_angle.py rename to camb/emission_angle.py diff --git a/pycamb/camb/initialpower.py b/camb/initialpower.py similarity index 100% rename from pycamb/camb/initialpower.py rename to camb/initialpower.py diff --git a/pycamb/camb/mathutils.py b/camb/mathutils.py similarity index 100% rename from pycamb/camb/mathutils.py rename to camb/mathutils.py diff --git a/pycamb/camb/model.py b/camb/model.py similarity index 99% rename from pycamb/camb/model.py rename to camb/model.py index f3311046..0fceb40f 100644 --- a/pycamb/camb/model.py +++ b/camb/model.py @@ -141,7 +141,7 @@ class SourceTermParams(CAMB_Structure): class CustomSources(CAMB_Structure): """ Structure containing symoblic-compiled custom CMB angular power spectrum source functions. - Don't change this directly, instead call :func:`.model.CAMBparams.set_custom_scalar_sources`. + Don't change this directly, instead call :meth:`.model.CAMBparams.set_custom_scalar_sources`. """ _fields_ = [("num_custom_sources", c_int, "number of sources set"), ("c_source_func", c_void_p, "Don't directly change this"), @@ -227,6 +227,8 @@ class in model.py to add the new parameter in the corresponding location of the ("Do21cm", c_bool, "21cm is not yet implemented via the python wrapper"), ("transfer_21cm_cl", c_bool, "Get 21cm C_L at a given fixed redshift"), ("Log_lvalues", c_bool, "Use log spacing for sampling in L"), + ("use_cl_spline_template", c_bool, "When interpolating use a fiducial spectrum shape to define ratio to spline"), + ("SourceWindows", AllocatableObjectArray(SourceWindow)), ("CustomSources", CustomSources) ] @@ -481,6 +483,8 @@ def set_cosmology(self, H0=None, ombh2=0.022, omch2=0.12, omk=0.0, else: if H0 is None: raise CAMBError('Must set H0, cosmomc_theta or thetastar') + if H0 < 1: + raise CAMBValueError('H0 is the value in km/s/Mpc, your value looks very small') self.H0 = H0 if tau is not None: @@ -674,7 +678,7 @@ def set_for_lmax(self, lmax, max_eta_k=None, lens_potential_accuracy=0, r""" Set parameters to get CMB power spectra accurate to specific a l_lmax. Note this does not fix the actual output L range, spectra may be calculated above l_max (but may not be accurate there). - To fix the l_max for output arrays use the optional input argument to :meth:`.camb.CAMBdata.get_cmb_power_spectra` etc. + To fix the l_max for output arrays use the optional input argument to :meth:`.results.CAMBdata.get_cmb_power_spectra` etc. :param lmax: :math:`\ell_{\rm max}` you want :param max_eta_k: maximum value of :math:`k \eta_0\approx k\chi_*` to use, which indirectly sets k_max. If None, sensible value set automatically. diff --git a/pycamb/camb/nonlinear.py b/camb/nonlinear.py similarity index 100% rename from pycamb/camb/nonlinear.py rename to camb/nonlinear.py diff --git a/pycamb/camb/postborn.py b/camb/postborn.py similarity index 100% rename from pycamb/camb/postborn.py rename to camb/postborn.py diff --git a/pycamb/camb/recombination.py b/camb/recombination.py similarity index 96% rename from pycamb/camb/recombination.py rename to camb/recombination.py index 36d39dbf..ae6a371c 100644 --- a/pycamb/camb/recombination.py +++ b/camb/recombination.py @@ -61,7 +61,7 @@ class HyRec(RecombinationModel): `HyRec `_ recombination model. To use this, the library must be build with HyRec installed and RECOMBINATION_FILES including hyrec in the Makefile. - You will need to edit HyRec Makefile to add -fPIC compiler flag to CCFLAG (for gcc), and rename "dtauda_" in history.c to "exported_dtauda" + You will need to edit HyRec Makefile to add -fPIC compiler flag to CCFLAG (for gcc), and rename "dtauda\_" in history.c to "exported_dtauda" """ _fortran_class_module_ = 'HyRec' diff --git a/pycamb/camb/reionization.py b/camb/reionization.py similarity index 100% rename from pycamb/camb/reionization.py rename to camb/reionization.py diff --git a/pycamb/camb/camb.py b/camb/results.py similarity index 84% rename from pycamb/camb/camb.py rename to camb/results.py index 86c6d474..fddca88f 100644 --- a/pycamb/camb/camb.py +++ b/camb/results.py @@ -1,4 +1,4 @@ -from .baseconfig import camblib, CAMBError, CAMBValueError, CAMBUnknownArgumentError, CAMB_Structure, \ +from .baseconfig import camblib, CAMBError, CAMBValueError, CAMBUnknownArgumentError, CAMB_Structure, \ F2003Class, fortran_class, numpy_1d, numpy_2d, fortran_array, AllocatableArrayDouble, ndpointer, np from ctypes import c_float, c_int, c_double, c_bool, POINTER, byref import ctypes @@ -7,15 +7,10 @@ from .model import set_default_params, CAMBparams import logging import six - from scipy.interpolate import RectBivariateSpline -if six.PY3: - from inspect import getfullargspec as getargspec -else: - from inspect import getargspec - -_debug_params = False +int_arg = POINTER(c_int) +d_arg = POINTER(c_double) class _MatterTransferData(CAMB_Structure): @@ -42,16 +37,12 @@ class _ClTransferData(CAMB_Structure): ] -int_arg = POINTER(c_int) -d_arg = POINTER(c_double) - - class MatterTransferData(object): r""" MatterTransferData is the base class for storing matter power transfer function data for various q values. In a flat universe q=k, in a closed universe q is quantized. - To get an instance of this data, call :meth:`camb.CAMBdata.get_matter_transfer_data` + To get an instance of this data, call :meth:`.results.CAMBdata.get_matter_transfer_data` :ivar nq: number of q modes calculated :ivar q: array of q values calculated @@ -91,7 +82,7 @@ def transfer_z(self, name, z_index=0): class ClTransferData(object): r""" ClTransferData is the base class for storing CMB power transfer functions, as a function of q and :math:`\ell`. - To get an instance of this data, call :meth:`camb.CAMBdata.get_cmb_transfer_data` + To get an instance of this data, call :meth:`.results.CAMBdata.get_cmb_transfer_data` :ivar NumSources: number of sources calculated (size of p index) :ivar q: array of q values calculated (=k in flat universe) @@ -111,23 +102,16 @@ def get_transfer(self, source=0): return self.l, self.q, self.delta_p_l_k[source, :, :] -def set_feedback_level(level=1): - """ - Set the feedback level for internal CAMB calls - - :param level: zero for nothing, >1 for more - """ - config.FeedbackLevel = level - - @fortran_class class CAMBdata(F2003Class): """ - An object for storing calculational data, parameters and transfer functions - You can can make multiple instances of CAMBdata and then later call - :func:`~camb.CAMBdata.power_spectra_from_transfer` to calculate other quantities. + An object for storing calculational data, parameters and transfer functions. + Results for a set of parameters (given in a :class:`~.model.CAMBparams` instance) + are returned by the :func:`.camb.get_background`, :func:`.camb.get_transfer_functions` or :func:`.camb.get_results` + functions. Exactly which quantities are already calculated depends on which of these functions you use and the + input parameters. - To quickly make a fully calculated CAMBdata instance for a set of parameters you can call :func:`get_results`. + To quickly make a fully calculated CAMBdata instance for a set of parameters you can call :func:`.camb.get_results`. """ _fortran_class_module_ = 'results' @@ -169,9 +153,7 @@ class CAMBdata(F2003Class): ("num_transfer_redshifts", c_int, "Number of calculated redshift outputs for the matter transfer (including those for CMB lensing)"), ("transfer_redshifts", AllocatableArrayDouble, "Calculated output redshifts"), - ( - "PK_redshifts_index", c_double * model.max_transfer_redshifts, - "Indices of the requested PK_redshifts"), + ("PK_redshifts_index", c_int * model.max_transfer_redshifts, "Indices of the requested PK_redshifts"), ("OnlyTransfers", c_bool, "Only calculating transfer functions, not power spectra")] # Note there are many more fields in Fortran. Since F2003Class is memory-managed by Fortran, we don't need @@ -272,7 +254,7 @@ def calc_background(self, params): :param params: :class:`.model.CAMBparams` instance to use """ self._check_params(params) - res = CAMB_CalcBackgroundTheory(byref(self), byref(params)) + res = CAMBdata_CalcBackgroundTheory(byref(self), byref(params)) if res: raise CAMBError('Error %s in calc_background' % res) @@ -395,7 +377,7 @@ def get_cmb_power_spectra(self, params=None, lmax=None, For the lens_potential the power spectrum returned is that of the deflection. :param params: optional :class:`.model.CAMBparams` instance with parameters to use. If None, must have - previously set parameters and called `calc_power_spectra` (e.g. if you got this instance using :func:`get_results`), + previously set parameters and called `calc_power_spectra` (e.g. if you got this instance using :func:`.camb.get_results`), :param lmax: maximum l :param spectra: list of names of spectra to get :param CMB_unit: scale results from dimensionless. Use 'muK' for :math:`\mu K^2` units for CMB :math:`C_\ell` and :math:`\mu K` units for lensing cross. @@ -420,7 +402,7 @@ def get_cmb_correlation_functions(self, params=None, lmax=None, spectrum='lensed If xvals is explicitly given, instead calculates correlations at provided :math:`\cos(\theta)` values. :param params: optional :class:`.model.CAMBparams` instance with parameters to use. If None, must have - previously set parameters and called :meth:`calc_power_spectra` (e.g. if you got this instance using :func:`get_results`), + previously set parameters and called :meth:`calc_power_spectra` (e.g. if you got this instance using :func:`.camb.get_results`), :param lmax: optional maximum L to use from the cls arrays :param spectrum: type of CMB power spectrum to get; default 'lensed_scalar', one of ['total', 'unlensed_scalar', 'unlensed_total', 'lensed_scalar', 'tensor'] @@ -608,7 +590,8 @@ def get_background_densities(self, a, vars=model.density_names, format='dict'): def get_dark_energy_rho_w(self, a): """ - get dark energy density in units of the dark energy density today, and w=P/rho + Get dark energy density in units of the dark energy density today, and w=P/rho + :param a: scalar factor or array of scale factors :return: rho, w arrays at redshifts 1/a-1 [or scalars if a is scalar] """ @@ -792,7 +775,7 @@ def get_matter_power_interpolator(self, nonlinear=True, var1=None, var2=None, hu :param return_z_k: if true, return interpolator, z, k where z, k are the grid used :param log_interp: if true, interpolate log of power spectrum (unless any values are negative in which case ignored) :param extrap_kmax: if set, use power law extrapolation beyond kmax to extrap_kmax (useful for tails of integrals) - :return: RectBivariateSpline object PK, that can be called with PK(z,log(kh)) to get log matter power values. + :return: :class:`~scipy:scipy.interpolate.RectBivariateSpline` object PK, that can be called with PK(z,log(kh)) to get log matter power values. If return_z_k=True, instead return interpolator, z, k where z, k are the grid used """ @@ -961,10 +944,10 @@ def get_unlensed_scalar_array_cls(self, lmax=None): def get_cmb_unlensed_scalar_array_dict(self, params=None, lmax=None, CMB_unit=None, raw_cl=False): """ - Get all unlensed auto and cross power spectra, including any custom source functions set using :func:`set_custom_scalar_sources`. + Get all unlensed auto and cross power spectra, including any custom source functions set using :meth:`.model.CAMBparams.set_custom_scalar_sources`. :param params: optional :class:`.model.CAMBparams` instance with parameters to use. If None, must have - previously set parameters and called :meth:`calc_power_spectra` (e.g. if you got this instance using :func:`get_results`), + previously set parameters and called :meth:`calc_power_spectra` (e.g. if you got this instance using :func:`.camb.get_results`), :param lmax: maximum :math:`\ell` :param CMB_unit: scale results from dimensionless. Use 'muK' for :math:`\mu K^2` units for CMB :math:`C_\ell` and :math:`\mu K` units for lensing cross. :param raw_cl: return :math:`C_\ell` rather than :math:`\ell(\ell+1)C_\ell/2\pi` @@ -1019,7 +1002,7 @@ def get_source_cls_dict(self, params=None, lmax=None, raw_cl=False): Note that P is the deflection angle, but lensing windows return the kappa power. :param params: optional :class:`.model.CAMBparams` instance with parameters to use. If None, must have - previously set parameters and called :meth:`calc_power_spectra` (e.g. if you got this instance using :func:`get_results`), + previously set parameters and called :meth:`calc_power_spectra` (e.g. if you got this instance using :func:`.camb.get_results`), :param lmax: maximum :math:`\ell` :param raw_cl: return :math:`C_\ell` rather than :math:`\ell(\ell+1)C_\ell/2\pi` :return: dictionary of power spectrum arrays, index as PXP, PxW1, W1xW2, ... etc. @@ -1287,234 +1270,32 @@ def cosmomc_theta(self): return self.f_CosmomcTheta() -def get_results(params): - """ - Calculate results for specified parameters and return :class:`CAMBdata` instance for getting results. - - :param params: :class:`.model.CAMBparams` instance - :return: :class:`CAMBdata` instance - """ - res = CAMBdata() - if _debug_params: print(params) - res.calc_power_spectra(params) - return res - - -def get_transfer_functions(params): - """ - Calculate transfer functions for specified parameters and return :class:`CAMBdata` instance for getting results - and subsequently calculating power spectra. - - :param params: :class:`.model.CAMBparams` instance - :return: :class:`CAMBdata` instance - """ - - res = CAMBdata() - res.calc_transfers(params) - return res - - -def get_background(params, no_thermo=False): - """ - Calculate background cosmology for specified parameters and return :class:`CAMBdata`, ready to get derived - parameters and use background functions like :func:`~camb.CAMBdata.angular_diameter_distance`. - - :param params: :class:`.model.CAMBparams` instance - :param no_thermo: set True if thermal history not required. - :return: :class:`CAMBdata` instance - """ - - res = CAMBdata() - if no_thermo: - res.calc_background_no_thermo(params) - else: - res.calc_background(params) - return res - - -def get_age(params): - """ - Get age of universe for given set of parameters - - :param params: :class:`.model.CAMBparams` instance - :return: age of universe in gigayears - """ - return CAMB_GetAge(byref(params)) - - -def get_zre_from_tau(params, tau): - """ - Get reionization redshift given optical depth tau - - :param params: :class:`.model.CAMBparams` instance - :param tau: optical depth - :return: reionization redshift (or negative number if error) - """ - return params.Reion.get_zre(params, tau) - - -def set_params(cp=None, verbose=False, **params): - """ - - Set all CAMB parameters at once, including parameters which are part of the - CAMBparams structure, as well as global parameters. - - E.g.:: - - cp = camb.set_params(ns=1, H0=67, ombh2=0.022, omch2=0.1, w=-0.95, Alens=1.2, lmax=2000, - WantTransfer=True, dark_energy_model='DarkEnergyPPF') - - This is equivalent to:: - - cp = model.CAMBparams() - cp.DarkEnergy = DarkEnergyPPF() - cp.DarkEnergy.set_params(w=-0.95) - cp.set_cosmology(H0=67, omch2=0.1, ombh2=0.022, Alens=1.2) - cp.set_for_lmax(lmax=2000) - cp.InitPower.set_params(ns=1) - cp.WantTransfer = True - - The wrapped functions are (in this order): - - * :meth:`.model.CAMBparams.set_accuracy` - * :meth:`.model.CAMBparams.set_classes` - * :meth:`.dark_energy.DarkEnergyFluid.set_params` (or equivalent if a different dark energy model class used) - * :meth:`.model.CAMBparams.set_cosmology` - * :meth:`.model.CAMBparams.set_matter_power` - * :meth:`.model.CAMBparams.set_for_lmax` - * :meth:`.initialpower.InitialPowerLaw.set_params` (or equivalent if a different initial power model class used) - * :meth:`.nonlinear.Halofit.set_params` - - :param params: the values of the parameters - :param cp: use this CAMBparams instead of creating a new one - :param verbose: print out the equivalent set of commands - :return: :class:`.model.CAMBparams` instance - - """ - - if 'ALens' in params: - raise ValueError('Use Alens not ALens') - - if cp is None: - cp = model.CAMBparams() - else: - assert isinstance(cp, model.CAMBparams), "cp should be an instance of CAMBparams" - - used_params = set() - - def do_set(setter): - kwargs = {k: params[k] for k in getargspec(setter).args[1:] if k in params} - used_params.update(kwargs.keys()) - if kwargs: - if verbose: - logging.warning('Calling %s(**%s)' % (setter.__name__, kwargs)) - setter(**kwargs) - - # Note order is important: must call DarkEnergy.set_params before set_cosmology if setting theta rather than H0 - # set_classes allows redefinition of the classes used, so must be called before setting class parameters - do_set(cp.set_accuracy) - do_set(cp.set_classes) - do_set(cp.DarkEnergy.set_params) - do_set(cp.set_cosmology) - do_set(cp.set_matter_power) - do_set(cp.set_for_lmax) - do_set(cp.InitPower.set_params) - do_set(cp.NonLinearModel.set_params) - - if cp.InitPower.has_tensors(): - cp.WantTensors = True - - unused_params = set(params) - used_params - if unused_params: - for k in unused_params: - obj = cp - if '.' in k: - parts = k.split('.') - for p in parts[:-1]: - obj = getattr(obj, p) - par = parts[-1] - else: - par = k - if hasattr(obj, par): - setattr(obj, par, params[k]) - else: - raise CAMBUnknownArgumentError("Unrecognized parameter: %s" % k) - return cp +CAMBdata_gettransfers = camblib.__handles_MOD_cambdata_gettransfers +CAMBdata_gettransfers.argtypes = [POINTER(CAMBdata), POINTER(model.CAMBparams), + POINTER(c_int)] +CAMBdata_gettransfers.restype = c_int +CAMBdata_transferstopowers = camblib.__camb_MOD_camb_transferstopowers +CAMBdata_transferstopowers.argtypes = [POINTER(CAMBdata)] -def set_params_cosmomc(p, num_massive_neutrinos=1, neutrino_hierarchy='degenerate', halofit_version='mead', - dark_energy_model='ppf', lmax=2500, lens_potential_accuracy=1, inpars=None): - """ - get CAMBParams for dictionary of cosmomc-named parameters assuming Planck 2018 defaults - :param p: dictionary of cosmomc parameters (e.g. from getdist.types.BestFit's getParamDict() function) - :param num_massive_neutrinos: usually 1 if fixed mnu=0.06 eV, three if mnu varying - :param neutrino_hierarchy: hierarchy - :param dark_energy_model: ppf or fluid dark energy model - :param lmax: lmax for accuracy settings - :param lens_potential_accuracy: lensing accuracy parameter - :param inpars: optional input CAMBParams to set - :return: - """ - pars = inpars or model.CAMBparams() - if p.get('alpha1', 0) or p.get('Aphiphi', 1) != 1: - raise ValueError('Parameter not currrently supported by set_params_cosmomc') - pars.set_cosmology(H0=p['H0'], ombh2=p['omegabh2'], omch2=p['omegach2'], mnu=p.get('mnu', 0.06), - omk=p.get('omegak', 0), tau=p['tau'], deltazrei=p.get('deltazrei', None), - nnu=p.get('nnu', 3.046), Alens=p.get('Alens', 1.0), - YHe=p.get('yheused', None), meffsterile=p.get('meffsterile', 0), - num_massive_neutrinos=num_massive_neutrinos, neutrino_hierarchy=neutrino_hierarchy) - pars.InitPower.set_params(ns=p['ns'], r=p.get('r', 0), As=p['A'] * 1e-9, nrun=p.get('nrun', 0), - nrunrun=p.get('nrunrun', 0)) - pars.set_dark_energy(w=p.get('w', -1), wa=p.get('wa', 0), dark_energy_model=dark_energy_model) - pars.set_for_lmax(lmax, lens_potential_accuracy=lens_potential_accuracy) - pars.NonLinearModel.set_params(halofit_version=halofit_version) - pars.WantTensors = pars.InitPower.has_tensors() - return pars - - -def get_matter_power_interpolator(params, zmin=0, zmax=10, nz_step=100, zs=None, kmax=10, nonlinear=True, - var1=None, var2=None, hubble_units=True, k_hunit=True, - return_z_k=False, k_per_logint=None, log_interp=True, extrap_kmax=None): - r""" - Return a 2D spline interpolation object to evaluate matter power spectrum as function of z and k/h, e.g. - - .. code-block:: python -p - from camb import get_matter_power_interpolator - PK = get_matter_power_interpolator(params); - print('Power spectrum at z=0.5, k/h=0.1/Mpc is %s (Mpc/h)^3 '%(PK.P(0.5, 0.1))) - - :param params: :class:`.model.CAMBparams` instance - :param zmin: minimum z (use 0 or smaller than you want for good interpolation) - :param zmax: maximum z (use larger than you want for good interpolation) - :param nz_step: number of steps to sample in z (default max allowed is 100) - :param zs: instead of zmin,zmax, nz_step, can specific explicit array of z values to spline from - :param kmax: maximum k - :param nonlinear: include non-linear correction from halo model - :param var1: variable i (index, or name of variable; default delta_tot) - :param var2: variable j (index, or name of variable; default delta_tot) - :param hubble_units: if true, output power spectrum in :math:`({\rm Mpc}/h)^{3}` units, otherwise :math:`{\rm Mpc}^{3}` - :param k_hunit: if true, matter power is a function of k/h, if false, just k (both :math:`{\rm Mpc}^{-1}` units) - :param return_z_k: if true, return interpolator, z, k where z, k are the grid used - :param k_per_logint: specific uniform sampling over log k (if not set, uses optimized irregular sampling) - :param log_interp: if true, interpolate log of power spectrum (unless any values are negative in which case ignored) - :param extrap_kmax: if set, use power law extrapolation beyond kmax to extrap_kmax (useful for tails of integrals) - :return: RectBivariateSpline object PK, that can be called with PK(z,log(kh)) to get log matter power values. - if return_z_k=True, instead return interpolator, z, k where z, k are the grid used - """ +CAMBdata_mattertransferdata = camblib.__handles_MOD_cambdata_mattertransferdata +CAMBdata_mattertransferdata.argtypes = [POINTER(CAMBdata), POINTER(_MatterTransferData)] - pars = params.copy() +CAMBdata_cltransferdata = camblib.__handles_MOD_cambdata_cltransferdata +CAMBdata_cltransferdata.argtypes = [POINTER(CAMBdata), POINTER(_ClTransferData), int_arg] +CAMBdata_GetLinearMatterPower = camblib.__handles_MOD_cambdata_getlinearmatterpower +CAMBdata_GetLinearMatterPower.argtypes = [POINTER(CAMBdata), numpy_2d, int_arg, int_arg, int_arg] - if zs is None: - zs = zmin + np.exp(np.log(zmax - zmin + 1) * np.linspace(0, 1, nz_step)) - 1 - pars.set_matter_power(redshifts=zs, kmax=kmax, k_per_logint=k_per_logint, silent=True) - pars.NonLinear = model.NonLinear_none - results = get_results(pars) +CAMBdata_GetNonLinearMatterPower = camblib.__handles_MOD_cambdata_getnonlinearmatterpower +CAMBdata_GetNonLinearMatterPower.argtypes = [POINTER(CAMBdata), numpy_2d, int_arg, int_arg, int_arg] - return results.get_matter_power_interpolator(nonlinear=nonlinear, var1=var1, var2=var2, hubble_units=hubble_units, - k_hunit=k_hunit, return_z_k=return_z_k, log_interp=log_interp, - extrap_kmax=extrap_kmax) +CAMBdata_GetMatterPower = camblib.__handles_MOD_cambdata_getmatterpower +CAMBdata_GetMatterPower.argtypes = [POINTER(CAMBdata), numpy_2d, + d_arg, d_arg, int_arg, int_arg, int_arg] +CAMBdata_CalcBackgroundTheory = camblib.__handles_MOD_cambdata_calcbackgroundtheory +CAMBdata_CalcBackgroundTheory.argtypes = [POINTER(CAMBdata), POINTER(model.CAMBparams)] +CAMBdata_CalcBackgroundTheory.restype = c_int CAMB_SetTotCls = camblib.__handles_MOD_camb_settotcls CAMB_SetUnlensedCls = camblib.__handles_MOD_camb_setunlensedcls @@ -1538,13 +1319,6 @@ def get_matter_power_interpolator(params, zmin=0, zmax=10, nz_step=100, zs=None, del _set_cl_args -CAMB_GetBackgroundOutputs = camblib.__handles_MOD_camb_getbackgroundoutputs -CAMB_GetBackgroundOutputs.argtypes = [POINTER(CAMBdata), numpy_1d, int_arg] - -CAMB_GetAge = camblib.__camb_MOD_camb_getage -CAMB_GetAge.restype = c_double -CAMB_GetAge.argtypes = [POINTER(model.CAMBparams)] - CAMB_TimeEvolution = camblib.__handles_MOD_camb_timeevolution CAMB_TimeEvolution.restype = c_bool CAMB_TimeEvolution.argtypes = [POINTER(CAMBdata), int_arg, numpy_1d, int_arg, numpy_1d, @@ -1554,30 +1328,5 @@ def get_matter_power_interpolator(params, zmin=0, zmax=10, nz_step=100, zs=None, CAMB_BackgroundThermalEvolution = camblib.__handles_MOD_getbackgroundthermalevolution CAMB_BackgroundThermalEvolution.argtypes = [POINTER(CAMBdata), int_arg, numpy_1d, numpy_2d] -CAMBdata_gettransfers = camblib.__handles_MOD_cambdata_gettransfers -CAMBdata_gettransfers.argtypes = [POINTER(CAMBdata), POINTER(model.CAMBparams), - POINTER(c_int)] -CAMBdata_gettransfers.restype = c_int - -CAMBdata_transferstopowers = camblib.__camb_MOD_camb_transferstopowers -CAMBdata_transferstopowers.argtypes = [POINTER(CAMBdata)] - -CAMBdata_mattertransferdata = camblib.__handles_MOD_cambdata_mattertransferdata -CAMBdata_mattertransferdata.argtypes = [POINTER(CAMBdata), POINTER(_MatterTransferData)] - -CAMBdata_cltransferdata = camblib.__handles_MOD_cambdata_cltransferdata -CAMBdata_cltransferdata.argtypes = [POINTER(CAMBdata), POINTER(_ClTransferData), int_arg] - -CAMB_CalcBackgroundTheory = camblib.__handles_MOD_cambdata_calcbackgroundtheory -CAMB_CalcBackgroundTheory.argtypes = [POINTER(CAMBdata), POINTER(model.CAMBparams)] -CAMB_CalcBackgroundTheory.restype = c_int - -CAMBdata_GetLinearMatterPower = camblib.__handles_MOD_cambdata_getlinearmatterpower -CAMBdata_GetLinearMatterPower.argtypes = [POINTER(CAMBdata), numpy_2d, int_arg, int_arg, int_arg] - -CAMBdata_GetNonLinearMatterPower = camblib.__handles_MOD_cambdata_getnonlinearmatterpower -CAMBdata_GetNonLinearMatterPower.argtypes = [POINTER(CAMBdata), numpy_2d, int_arg, int_arg, int_arg] - -CAMBdata_GetMatterPower = camblib.__handles_MOD_cambdata_getmatterpower -CAMBdata_GetMatterPower.argtypes = [POINTER(CAMBdata), numpy_2d, - d_arg, d_arg, int_arg, int_arg, int_arg] +CAMB_GetBackgroundOutputs = camblib.__handles_MOD_camb_getbackgroundoutputs +CAMB_GetBackgroundOutputs.argtypes = [POINTER(CAMBdata), numpy_1d, int_arg] diff --git a/pycamb/camb/sources.py b/camb/sources.py similarity index 100% rename from pycamb/camb/sources.py rename to camb/sources.py diff --git a/pycamb/camb/symbolic.py b/camb/symbolic.py similarity index 99% rename from pycamb/camb/symbolic.py rename to camb/symbolic.py index 0c0337ee..73069993 100644 --- a/pycamb/camb/symbolic.py +++ b/camb/symbolic.py @@ -9,7 +9,7 @@ As well as defining standard quantities, and how they map to CAMB variables, there are also functions for converting a symbolic expression to CAMB source code, and compiling custom sources for use with CAMB -(as used by :func:`.camb.model.CAMBparams.set_custom_scalar_sources`, :meth:`.camb.CAMBdata.get_time_evolution`) +(as used by :meth:`.model.CAMBparams.set_custom_scalar_sources`, :meth:`.results.CAMBdata.get_time_evolution`) A Lewis July 2017 """ diff --git a/pycamb/camb_tests/__init__.py b/camb_tests/__init__.py similarity index 100% rename from pycamb/camb_tests/__init__.py rename to camb_tests/__init__.py diff --git a/pycamb/camb_tests/camb_test.py b/camb_tests/camb_test.py similarity index 99% rename from pycamb/camb_tests/camb_test.py rename to camb_tests/camb_test.py index cb21db35..0e9b573d 100644 --- a/pycamb/camb_tests/camb_test.py +++ b/camb_tests/camb_test.py @@ -18,6 +18,8 @@ class CambTest(unittest.TestCase): def testAssigments(self): + pars = camb.read_ini(os.path.join(os.path.dirname(__file__), '..', 'inifiles', 'planck_2018.ini')) + self.assertTrue(np.abs(camb.get_background(pars).cosmomc_theta() * 100 / 1.040909 - 1) < 2e-5) pars = camb.CAMBparams() pars.set_cosmology(H0=68.5, ombh2=0.022, mnu=0, omch2=0.1) self.assertAlmostEqual(pars.omegam, (0.022 + 0.1) / 0.685 ** 2) diff --git a/pycamb/docs/CAMBdemo.html b/docs/CAMBdemo.html similarity index 99% rename from pycamb/docs/CAMBdemo.html rename to docs/CAMBdemo.html index d824e462..3bf814bb 100644 --- a/pycamb/docs/CAMBdemo.html +++ b/docs/CAMBdemo.html @@ -8451,15 +8451,15 @@ } /* Flexible box model classes */ /* Taken from Alex Russell http://infrequently.org/2009/08/css-3-progress/ */ -/* This file is a compatability layer. It allows the usage of flexible box +/* This file is a compatability layer. It allows the usage of flexible box model layouts accross multiple browsers, including older browsers. The newest, universal implementation of the flexible box model is used when available (see -`Modern browsers` comments below). Browsers that are known to implement this +`Modern browsers` comments below). Browsers that are known to implement this new spec completely include: Firefox 28.0+ Chrome 29.0+ - Internet Explorer 11+ + Internet Explorer 11+ Opera 17.0+ Browsers not listed, including Safari, are supported via the styling under the @@ -11233,7 +11233,7 @@ background: #f7f7f7; border-top: 1px solid #cfcfcf; border-bottom: 1px solid #cfcfcf; - /* This injects handle bars (a short, wide = symbol) for + /* This injects handle bars (a short, wide = symbol) for the resize handle. */ } div#pager .ui-resizable-handle::after { @@ -11676,7 +11676,7 @@ .highlight .il { color: #666666 } /* Literal.Number.Integer.Long */ @@ -11776,7 +11776,7 @@

@@ -11815,8 +11815,8 @@
-
Using CAMB installed at c:\work\dist\git\camb\pycamb
-CAMB version: 0.3.0 
+
Using CAMB installed at c:\work\dist\git\camb
+CAMB version: 1.0.0
 
@@ -11974,7 +11974,7 @@ pars.set_for_lmax(2500, lens_potential_accuracy=1) results = camb.get_results(pars) lmax2500CL = results.get_lensed_scalar_cls(CMB_unit='muK') - + pars.set_for_lmax(4000, lens_potential_accuracy=1) results = camb.get_results(pars) lmax4000CL = results.get_lensed_scalar_cls(CMB_unit='muK') @@ -12242,7 +12242,7 @@ ws = np.linspace(-1.5, -0.6, 5) for w in ws: - pars.set_dark_energy(w=w, wa=0, dark_energy_model='fluid') + pars.set_dark_energy(w=w, wa=0, dark_energy_model='fluid') results = camb.get_results(pars) cl = results.get_lens_potential_cls(lmax=2000) plt.loglog(np.arange(2001), cl[:,0]) @@ -12286,8 +12286,9 @@
-

You can view the parameters (as used by fortran CAMB) by just printing the parameter object. -See the docs for parameter and structure descriptions

+
+

You can view the parameters (as used by fortran CAMB internals) by just printing the parameter object. +See the docs for parameter and structure descriptions

@@ -12297,7 +12298,12 @@
In [12]:
-
print(pars)
+
# parameters can also be read from text .ini files, for example this sets up a best-fit 
+# Planck 2018 LCDM cosmology (base_plikHM_TTTEEE_lowl_lowE_lensing). 
+# [Use planck_2018_acc.ini if you need high-ell and/or accurate BB and CMB lensng spectra at beyond-Planck accuracy]
+
+pars=camb.read_ini(os.path.join(camb_path,'inifiles','planck_2018.ini'))
+print(pars)
 
@@ -12316,7 +12322,7 @@
class: <CAMBparams>
  WantCls = True
- WantTransfer = False
+ WantTransfer = True
  WantScalars = True
  WantTensors = False
  WantVectors = False
@@ -12325,47 +12331,47 @@
  Want_CMB = True
  Want_CMB_lensing = True
  DoLensing = True
- NonLinear = NonLinear_lens
+ NonLinear = NonLinear_both
  Transfer: <TransferParams>
-   high_precision = False
+   high_precision = True
    accurate_massive_neutrinos = False
-   kmax = 0.9
+   kmax = 1.3464234
    k_per_logint = 0
    PK_num_redshifts = 1
    PK_redshifts = [0.0]
  want_zstar = False
  want_zdrag = False
  min_l = 2
- max_l = 2150
+ max_l = 2700
  max_l_tensor = 600
  max_eta_k = 18000.0
  max_eta_k_tensor = 1200.0
- ombh2 = 0.022
- omch2 = 0.122
+ ombh2 = 0.0223828
+ omch2 = 0.1201075
  omk = 0.0
- omnuh2 = 0.0006451383989381787
- H0 = 67.5
+ omnuh2 = 0.0006451439
+ H0 = 67.32117
  TCMB = 2.7255
- YHe = 0.2452238297943335
- num_nu_massless = 2.030666666666667
+ YHe = 0.2454006
+ num_nu_massless = 2.046
  num_nu_massive = 1
  nu_mass_eigenstates = 1
- share_delta_neff = False
- nu_mass_degeneracies = [1.0153333333333332]
+ share_delta_neff = True
+ nu_mass_degeneracies = [0.0]
  nu_mass_fractions = [1.0]
  nu_mass_numbers = [1]
  InitPower: <InitialPowerLaw>
-   tensor_parameterization = tensor_param_rpivot
-   ns = 0.965
+   tensor_parameterization = tensor_param_indeptilt
+   ns = 0.9660499
    nrun = 0.0
    nrunrun = 0.0
-   nt = -0.0
-   ntrun = -0.0
+   nt = 0.0
+   ntrun = 0.0
    r = 0.0
    pivot_scalar = 0.05
    pivot_tensor = 0.05
-   As = 2e-09
-   At = 1.0
+   As = 2.100549e-09
+   At = 0.0
  Recomb: <Recfast>
    min_a_evolve_Tm = 0.0011098779505118728
    RECFAST_fudge = 1.125
@@ -12380,26 +12386,26 @@
    wGauss2 = 0.33
  Reion: <TanhReionization>
    Reionization = True
-   use_optical_depth = False
+   use_optical_depth = True
    redshift = 10.0
-   optical_depth = 0.0
+   optical_depth = 0.05430842
    delta_redshift = 0.5
    fraction = -1.0
    include_helium_fullreion = True
    helium_redshift = 3.5
-   helium_delta_redshift = 0.4
-   helium_redshiftstart = 5.5
+   helium_delta_redshift = 0.5
+   helium_redshiftstart = 6.0
    tau_solve_accuracy_boost = 1.0
    timestep_boost = 1.0
    max_redshift = 50.0
- DarkEnergy: <DarkEnergyFluid>
-   w = -0.6
+ DarkEnergy: <DarkEnergyPPF>
+   w = -1.0
    wa = 0.0
    cs2 = 1.0
    use_tabulated_w = False
  NonLinearModel: <Halofit>
    Min_kh_nonlinear = 0.005
-   halofit_version = takahashi
+   halofit_version = mead
  Accuracy: <AccuracyParams>
    AccuracyBoost = 1.0
    lSampleBoost = 1.0
@@ -12445,7 +12451,7 @@
  InitialConditionVector = []
  OutputNormalization = 1
  Alens = 1.0
- MassiveNuMethod = Nu_best
+ MassiveNuMethod = Nu_trunc
  DoLateRadTruncation = True
  Evolve_baryon_cs = False
  Evolve_delta_xe = False
@@ -12453,12 +12459,13 @@
  Do21cm = False
  transfer_21cm_cl = False
  Log_lvalues = False
+ use_cl_spline_template = True
  SourceWindows = []
  CustomSources: <CustomSources>
    num_custom_sources = 0
    c_source_func = None
    custom_source_ell_scales = []
- 
+
 
@@ -12485,7 +12492,7 @@ w = -1.2 + 0.2 * (1 - a) pars.DarkEnergy= DarkEnergyPPF() pars.DarkEnergy.set_w_a_table(a, w) -print('Table-interpolated parameters (w and wa are set to estimated values at 0):\n\n' +print('Table-interpolated parameters (w and wa are set to estimated values at 0):\n\n' ,pars.DarkEnergy) results2 = camb.get_background(pars) @@ -12520,7 +12527,7 @@ wa = 0.2 cs2 = 1.0 use_tabulated_w = False - + Table-interpolated parameters (w and wa are set to estimated values at 0): class: <DarkEnergyPPF> @@ -12528,7 +12535,7 @@ wa = 0.1993346429183863 cs2 = 1.0 use_tabulated_w = True - +
@@ -12691,7 +12698,7 @@
-
Number of sources (T, E, phi..): 3; number of ell: 85; number of k: 2737 
+
Number of sources (T, E, phi..): 3; number of ell: 85; number of k: 2737
 
@@ -13339,7 +13346,7 @@
-

For further details of camb.symbolic and examples of what can be done see the CAMB symbolic ScalEqs notebook (run now in Binder). This also serves as documentation for the scalar equations implemented in CAMB.

+

For further details of camb.symbolic and examples of what can be done see the CAMB symbolic ScalEqs notebook (run now in Binder). This also serves as documentation for the scalar equations implemented in CAMB.

@@ -13374,7 +13381,7 @@ #Get the matter power spectrum interpolation object (based on RectBivariateSpline). #Here for lensing we want the power spectrum of the Weyl potential. -PK = camb.get_matter_power_interpolator(pars, nonlinear=True, +PK = camb.get_matter_power_interpolator(pars, nonlinear=True, hubble_units=False, k_hunit=False, kmax=kmax, var1=model.Transfer_Weyl,var2=model.Transfer_Weyl, zmax=zs[-1]) @@ -13468,7 +13475,7 @@ #need lens_potential_accuracy=2. Increase to 4 for accurate match to the Limber calculation here pars.set_for_lmax(2500,lens_potential_accuracy=2) results = camb.get_results(pars) -cl_camb=results.get_lens_potential_cls(2500) +cl_camb=results.get_lens_potential_cls(2500) #cl_camb[:,0] is phi x phi power spectrum (other columns are phi x T and phi x E) #Make plot. Expect difference at very low-L from inaccuracy in Limber approximation, and @@ -13527,7 +13534,7 @@ axs[0].loglog(kh_nonlin, pk_takahashi[0]) axs[0].loglog(kh_nonlin, pk_mead[0]) axs[1].semilogx(kh_nonlin, pk_mead[0]/pk_takahashi[0]-1) -axs[1].set_xlabel(r'$k/h\, \rm{Mpc}$') +axs[1].set_xlabel(r'$k/h\, \rm{Mpc}$') axs[1].legend(['Mead/Takahashi-1'], loc='upper left'); @@ -13573,7 +13580,7 @@ pars.InitPower.set_params(As=2e-9, ns=0.965) pars.set_for_lmax(lmax, lens_potential_accuracy=1) #set Want_CMB to true if you also want CMB spectra or correlations -pars.Want_CMB = False +pars.Want_CMB = False #NonLinear_both or NonLinear_lens will use non-linear corrections pars.NonLinear = model.NonLinear_both #Set up W(z) window functions, later labelled W1, W2. Gaussian here. @@ -13712,7 +13719,7 @@ line_extra = False line_reionization = False use_21cm_mK = True - + @@ -13912,7 +13919,7 @@ #need to increase default sampling in ell to see features smaller than peaks reliably pars.Accuracy.lSampleBoost = 2 #may also need to sample k more densely when computing C_l from P(k) -pars.Accuracy.IntkAccuracyBoost = 2 +pars.Accuracy.IntkAccuracyBoost = 2 results3 = camb.get_results(pars) cl_unlensed3=results3.get_unlensed_scalar_cls(CMB_unit ='muK') @@ -14074,7 +14081,7 @@ - + diff --git a/pycamb/docs/CAMBdemo.ipynb b/docs/CAMBdemo.ipynb similarity index 99% rename from pycamb/docs/CAMBdemo.ipynb rename to docs/CAMBdemo.ipynb index d0b943be..f1e7952c 100644 --- a/pycamb/docs/CAMBdemo.ipynb +++ b/docs/CAMBdemo.ipynb @@ -6,7 +6,7 @@ "source": [ "**CAMB Python example notebook**\n", "\n", - "Run it online yourself in [Binder](https://mybinder.org/v2/gh/cmbant/camb/master?filepath=pycamb%2Fdocs%2FCAMBdemo.ipynb)." + "Run it online yourself in [Binder](https://mybinder.org/v2/gh/cmbant/camb/master?filepath=docs%2FCAMBdemo.ipynb)." ] }, { @@ -18,8 +18,8 @@ "name": "stdout", "output_type": "stream", "text": [ - "Using CAMB installed at c:\\work\\dist\\git\\camb\\pycamb\n", - "CAMB version: 0.3.0 \n" + "Using CAMB installed at c:\\work\\dist\\git\\camb\n", + "CAMB version: 1.0.0 \n" ] } ], @@ -103,7 +103,7 @@ "data": { "image/png": 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\n", 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\n", 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x+Vr27Xze9mSSuIPRDz63OV8LLbKYxMnj6zE7zK5AzpbnYdqckTYLPuT8XMhOVzWXPD5XrNe71MxiPWeDQ2ZddoTIEUnehcgGrfVGjG4v7wH/ymLEFnfOi8SaZlI/jsyTqXjzb5lM6t3Xy2qm02nm3/5KqRuz2plSyv2it9z2nPI8tfy/MBLPeMA6qs1Cs6wYxnjwGZitza+aN1dorY952LezC8wrGAlEpFu9s5V9jPl3s9Y6nitNM/8+qTKZkdaMSSmlrva85USm55PZH/7NLLbNznmSJbOVdQhGP/s7tOdZKzPQWo/NTletTJaxHnbpHBXpfqVUFQ/1zlb+jVrrK1pbr8K57x5KqeYe6v+N8XqN5XKinx3O562u+StRBkqpHkCWr8scWoDxvBfH6Gblflw/4Lmc7NhsePgZ40vzRK311Ktsgtb64HWcCyE5CDOvzpV/uHydwVBPK5jXhDgbI9Z6WkeIHMtqHElZZClqC27jvF/Ddh7HeefyOPEpGBdxOSc3qokxY2g6l2dSdd/Wn8uzp/bP4tjOscpXYE7+4mGdYhijnGiMYc2eAcpZ6ithXNQZyZVjazsfk7HZeSwyOX4Il8dCPosxLF6IWVcKIylyjo/saZKml8y6dIwEvLRZnuUkTZbth1uOrzFGRrHWd3CrfzeT/QRxeXbUOIxh4kpb6mtgJLebPDyfkZ6e52t8HMdxeSz8voCPWd4AY8KdRC7P9hrhtm1dy7nYLgfH7sLlGT1zfB+ud8HoZ3/QjGMj0MgsD8AYStT5HHqck8BSf8X5jJGYrzHr9wPtzfLiGEmucyKxIdcYc5D5utPm+VrFcl8ewWiZdc6cG5lFzCFXe315qHNO0pRqvs5KWrb5gxxM0mQ+Hs7Zmhc7z8OCtuTxufKppf5zjOtPwGiA6IsxEZvztVrB7sdCFu9abA9AFlkK0kLuJ+9+XE6anR+gZyy3XyWLpA4jwbcmvQfN5S7LOg24PM16CsboEQeBlW77qsTlGWOdifBpLNPam8uYTB6TsdfxuIZY9u8crUebj4V1ivdfMGcNddvex+2xSDVjd05/nkYW05tjDA1pvY9V3eqLcTm50sBtWeyrDkb/WG059imMi0itxxjktl2mz/M1PI7lgH2WYyRzeRKeVIyJmA7iIXk3t19m2faU5Xxqn41jj7WcN8eyWvLhddqcy8muM0FKs8T3chbbZpqQmfXVMRJ353rn3c7Rj3MY8wi38+OsZb+bufwFMzKLmEOu9vryUOdrvq6c+0jh8ntQCpdnG76W5D3Ess2Zq5wPA/L6fLDjXMHo0rWCjM9pgmXfGuNXjxxNbCeLLFkt0m1GiDyktU7G6Ms6ASMhSMdIshZhJIhvZLE5wBMYE4HsxmjtusFcXH2BtdGn+2aMUXHOYYyjfAOX+9k614vD6N96P8Y46HHmfhTGz8BfYPT5HpfT+5sdWuuZGF0E/sD4oEsFtmIkL3dqrVM9bJOmtR4E3IXRjeasGXssxpCdbbXWk7M47N8YyT7APq11hqHztHFdgLO/bjrGl5zM4t+H0W/+SYyuE6cxRiBKxbgYeBLG45zdi5qzTWt9GmgPfIzxhRGMCWh+AbpqraddZRd3YsykewDj8XOeT5n1k/dEcfX+yXlKa70VY0KiiRivq+IYX0b+AG7WHsYYv4Z9R2NMmDYO43Xhi5HALwXu0VoPy+F+J2I8/qswvuj5mvsfgzEHQZ70izZfT/0xvjxswzhP0zAeq65a61nXeYggsj4XMht6Nl/k1bmitU7AmAX7EYz3pBPmvi9hzK76AcZMvbkxsZ0QGSittd0xCCG8nFIqBHNUBp35UJRCCCGEuAppeRdCCCGEEKKQkORdCCGEEEKIQkKSdyGEEEIIIQoJSd6FEEIIIYQoJOSCVSGEEEIIIQoJaXkXQgghhBCikJDkXQghhBBCiEJCknchhBBCCCEKCUnehRBCCCGEKCQkeRdCCCGEEKKQ8LU7ADsppQ4AgcBBm0MRQgghhBDeLQSI11rXup6dFOnkHQgsWbJkuYYNG5azOxAhhBBCCOG9du3axaVLl657P0U9eT/YsGHDchs3brQ7DiGEEEII4cXCwsLYtGnTwevdj/R5F0IIIYQQopAoci3vSqkAIMC8WSw9Pd3OcIQQQgghhMi2otjy/hxw1FyaHj9+3OZwhBBCCCGEyJ6imLy/B1Qzl78rV65sczhCCCGEEEJkT5HrNqO1Pg+cB1BKpTgcRfH7ixBCCCGEKIwkcxVCCCGEEKKQkORdCCGEEEKIQkKSdyGEEEIIIQoJSd6FEEIIIYQoJCR5F0IIIYQQopCQ5F0IIYQQQohCQpJ3IYQQQgghCglJ3oUQQgghhCgkJHkXQgghhBCikJDkXQghhBBCiEJCknchhBBCCCEKCV+7AxBCCCGczpw5w759+4iKiiIqKorjR49y6ehRUmJj0fHxpF+4AJcuoVNTSdMaDaT7+pJasiTp/v7ooCD8qlWjYnAwVapUITQ0lNDQUOrUqUPFihXtvntCCHHdJHkXQgiR7xISEti0aRMb1q/nyIoVpOzaRbHoaCpfvEgtoDbQHaiQg32nASeAaGAfsBj4H3C0QgVKtWpF87AwOnbsSKdOnShbtmxu3SUhhMgXkrwLIYTIU1prdu3aReSff3J46VLS1q2jcnQ0rYBHgKBcPp4PEGwura0VJ09yaeFCtixcyErgY+BMo0Z06t2bPn360KlTJ4oVK5bL0QghRO6S5F0IIUSui4mJYcmiRfwzcya+y5YRFh/PfVx7oq6VIsnfn7SgIAgIQJUqhfL3RxUrhtIatIbERHR8PCQk4Dh7Fr9z5zLdX0mgg7m8AKTt3MmqnTuZ8+67PO/vT6M772TgwIF0795dEnkhRIEkybsQQojrprVmw4YNLJ42jaTZs2kQG0tP4MFsbJvo709S7doUq1+fko0aoWrXhlq1IDQUVbkyJXx8ri2Y5GQ4fhwOHYK9e2HvXvT27aSuX0+xY8cyrOoDhJsLFy6w9euv+ebrr3kxKIibBg3i8ccfp2HDhtd2fCGEyENKa213DLZRSm1s1apVq40bN9odihBCFDppaWmsXLmSVVOm4PPbb3SLj6fNVba56O9PYuPGlA4Px69DBwgLg5o1Qal8iZm4OFizBpYtI+3PP3Fs3Wq04LtJBxYAk4EL4eE8NWIE/fr1w+dav0gIIYQpLCyMTZs2bdJah13PfiR5l+RdCCGyTWvNurVr+fO99/D/4w96XLpEgyzWv1iqFJc6dKBs//44broJ6tbNv0Q9O+Li4I8/0HPmoOfOxZGUdMUqB4FJwJLatXnyxRd56KGHKFGiRH5HKoQo5CR5zwWSvAshRPZER0cz+6OPSPziC245eZImmayXqhSnmzcn6N578evVC5o2BUchmVIkPh5mz0Z//TX8+ecVLfKngYnAzKpVGTF2LIMHD5Z+8UKIbJPkPRdI8i6EEJlLTk7mt+++I+qdd2i1cyc34XlmvyRfX861b0+5Rx/Ft29f8IbhFw8cgE8+Ie3zz/E5cyZD1Tngv8CcWrV4Zfx47rnnHlRB+jVBCFEg5VbyXkiaQ3KPUipAKVVVKVUVKJaenm53SEIIUaAcOXKEiY8/ztdBQfR4+GFe2rmTm8n4gZHk68vx7t1Jnz2b4vHxVFqxAt/Bg70jcQfjgtm338YnJgY+/ZT0kBBXVRngLWDhgQNE3nsvEV26sGnTJrsiFUIUMUWu5V0pNRYY47xdpUoVYmJi7AtICCEKgPT0dJbOn8+WMWNos2GDMfqK+zrA8caNKTdiBMUHDoSAgPwO0z6pqfDTT6SPGYNj794MVVuAEUDDoUOZMGGCTPwkhPBIWt5z7j2gmrn8XblyZZvDEUII+yQmJvLtu+/yWaVKNOnTh+c8JO4nK1Tg7Msv4zhyhCrbt1N86NCilbgD+PrCwIE4du6EL74gvWpVV1ULYDnQ+bPP6Fy/Pj/99BNFrWFMCJF/ilzyrrU+r7WO0VrHACmOwnIhlRBC5KLTp0/z6YgRzC5blrteeIEnTp3C2pSRqhTRHTqQtnAhFeLiCBo/HqpXty3eAsPXFx55BMe+ffDGG6RbRp15EIg8cYJZ99xDv759OeY2prwQQuQGyVyFEKIIOXjgAB/deSfrK1Xi8UmTGJiYSHFL/Vl/f04MH47v0aNUX70an5tvLlhDOxYUJUvC6NE4du+Gu+92FVcEvgcemzOHbo0aMWvWLNtCFEJ4J0nehRCiCNi3Zw8fdevGqdBQnp49m55paRnqY2rW5OJXXxF09iwVJ06EKlVsirSQqVkTfvwR/viDdMsvE7cBy86c4av+/Rk0aBAJCQn2xSiE8CqSvAshhBfbs2sX/wsP51L9+jy9dCnWq6TSgcNhYaRERlL10CFKPfSQ0S1EXLvevY3+8E8+6SqqCPwKdJ4+nS5hYezYscO28IQQ3kOSdyGE8EL/bN/Ox506kdaoEU+tWEFTS12iw8HhW29F7dlDzQ0bKNa1q21xepWAAPjf/2DRogwXtA4Bpu3Zw8DWrfn666/ti08I4RUkeRdCCC9yMCqKT8PD8WnalGGrV9PQUnfRx4cj991HidhYas6Zg6pb17Y4vVr37jj+/hsGDHAVNQdWJCYy66GHGDp0KJcuXbIvPiFEoSbJuxBCeIG448f5/LbbSKhTh8dXrMCall/w9eXIoEGUOn6cGt9+C5Uq2RZnkVGuHHz/PXz2Gel+foAxudNsoO7nnxPeoQP79u2zNUQhROEkybsQQhRi586d48sHH+Rg1aoM+f13mljqzhcrRvSQIfifOEGNadOgfHm7wiyalIIhQ3CsXk36DTe4il8A3tu6lT4tWzJv3jz74hNCFEqSvAshRCGUnJzMd88/z5aKFXn4m29om57uqrvocHDooYcIOHGC6p99BkFBNkYqCAvDsXkz+tZbXUXhwLKEBN7s04cPPvhAJnUSQmSbJO9CCFGIaK2ZP2UKf1SowL3vvUfXlBRXXbJS7L/9dkrGxHDDV19BmTI2RioyKFsW9euvMG4c2pwcMBhYojUb/v1vhg4dSnJysr0xCiEKBUnehRCikNi8YgVfh4QQPmQId5w/73oDTwP2de2KT1QUob/+iqpcOavdCLs4HDByJGrRItLLlQOgBPAtUGPKFHrefDMnT560NUQhRMEnybsQQhRwRw8fZmrHjgSHh/PQ4cOUstRFNWpE2tat1ImMxKdWLdtiFNegWzcc69eT3qCBq+g/wLDly+napg07d+60LzYhRIEnybsQQhRQycnJfD9sGKdq1eKRv/7COufpkYoVOTd7NrV37MCvWTPbYhQ5FBqKY80adM+erqJ7gGkHD9K3bVsWLFhgX2xCiAJNknchhCiAVnz3HUsqVGDgJ5/QzHIx6skSJTg2YQI1jh2jTL9+NkYorluZMqjff4fhw11FbYClFy4wqndvPv74Y/tiE0IUWJK8CyFEAXJkzx5mNGpE2P33c8v5867yS0pxYPBgKpw6RfBLLxn9p0Xh5+sLEyfC5MloHx8AqgPL0tP5/cknee6550hLS7M3RiFEgSLv/kIIUQAkJSYy67770A0aMGDXrgz92ne3bInvvn3U+vJLKFUq032IQmzYMNS8eaQHBgJQGvgNSHz/ffr378+FCxdsDU8IUXBI8i6EEDZbOXkym8uV487vv6emZbzvQ2XLcmr2bOpv2kSx0FAbIxT54uabcfz1l2tCJx/gf0DXX38loksXYmJibA1PCFEwSPIuhBA2id2+nXmhoXR46inaX7rkKj/t48PeF17ghhMnKC/92ouWRo1wrF2LbtvWVfQsMHrzZiLatGHr1q32xSaEKBAkeRdCiHyWnpzM8gEDKNG0KbccOICPWZ4KbI2IIDA2lrr//S/4+GS1G+GtKldGLV0K/fu7ivoC38fEcFfHjsydO9e+2IQQtpPkXQgh8lHUjz+yr2xZwn/8kbKW8h1Vq3Ju2TKaL12Kb8WKtsUnCohSpeDHH+HFF11FYcCSixcZdeutfPTRR/bFJoSwlSTvQgiRDxJPn2Zlhw6EDBhAvYsXXeVHihVj+xtv0Dg6mvLh4TZGKAochwPefhs+/dQ1Ek1NYLnW/D58OM8884yMRCNEESTJuxBC5LGt771HXHDLg+CQAAAgAElEQVQwndescXWRuQQsjoigYlwcTUaPBqXsDFEUZEOHov74g/TSpQEIBH4HkiZOpF+/fiQkJNganhAif0nyLoQQeeRMVBSr6tWj+fPPUzMlxVW+MTCQ6Llz6b50KSWCgmyMUBQaPXviWL2a9OrVAfAFPgG6/v474Z07Ex0dbWt4Qoj8I8m7EELkgbUjR5JSrx6d9u51lZ0Flj74IC1Pn6buLbfYF5wonJo2xbFuHToszFX0PPDK1q10CQtj1apV9sUmhMg3krwLIUQuOrNvH6tq1aLdhAlUSk93la+uVo3EzZu5cfp0HDKKjMipKlVQy5ZB376uov7AzLg4BkVE8Omnn9oXmxAiX0jyLoQQuWTtqFGk1K9Pp4MHXWXHHQ7WvPwyHaOjCW7Rwr7ghPfw94eZM+HZZ11FrYC/UlP5/oknePTRR7louShaCOFdJHkXQojrdGbfPlbXqkW78eMztLavDA3Fb88e2o8fb2N0wiv5+MD778Mnn6B9fQGoCCwGAqdOpV3btuzatcvWEIUQeUOSdyGEuA7rXnmFlPr16ejW2r72lVfoHBVF2dq17QtOeL/HH0ctXYquVAkwLmT9AHhjxw66h4XxxRdfoLW2NUQhRO6S5F0IIXLgTFQUq2rVou24cRlb22vVwm/PHtq9+aaN0YkipXNn1MaN6LZtXUX9gFWXLjHlsce49dZbiYmJsS8+IUSukuRdCCGu0ca33iKpXr0r+ravHTWKzvv3S2u7yH/Vq6OWL4dnnnEVhQArgfC5cwlr3Jhvv/1WWuGF8AKSvAshRDZdPHmS5U2bEjZ6NMGeWtvfesvG6ESRV7w4fPghzJ6NNucP8AFeApacPcuHDzxA//79iYuLszVMIcT1KXTJu1JqlFJKK6U+sjsWIUTRsfOrrzhetSrh27e7yk4oxdqRI6W1XRQs/fqhtm6F7t1dRY2Av4Cw2bNp2agRM2bMkFZ4IQqpQpW8K6XaA0OAbXbHIoQoGlITE4ns1o16gwdTyzJL6poqVVA7dtBu3DgboxMiEzVrwsKFxmg0/v6AcTHrK8D8U6d459576d27NwcOHLA1TCHEtSs0ybtSqgzwLfAocMbmcIQQRcDBRYv4p0IFIpYuxdcsOw+sePhh2kVHU6FhQzvDEyJrShmj0fz9N0REuIqbAmuB3vPn06FRIyZMmECK5YupEKJgy5XkXSl1l1JqklJqhVIq3uzW8s1VtqmulJqqlIpRSiUppQ4qpT5USpXNZJPPgJ+11n/mRsxCCJEZnZ7O8gceoGKPHjS5cMFVvi0ggDNLl9Jl6lSUo9C0fYiirlYtWLIEJk1ClyoFGH3hhwObExPZOnIkrVq2ZPXq1baGKYTIntz69BkNPA20AI5ebWWlVG1gI/AwsA5jWNr9wDPAX0qp8m7rDwHqAK/mUrxCCOHRiR07WF+lCuHffou/WZYCRPboQeOTJ6lpacEUotBwOODpp1HbtkHPnq7iKsD3wAc7dvBwp04MHTqU06dP2xamEOLqfK++SrY8C0QD+4CuwNKrrD8ZqASM0FpPchYqpd439/UW8IRZVh8YB3TRWifnUrxCCHGFjePHU2P0aNpaRpKJ8vMjeepUIu6/38bIirakpCROnDjBuXPnSEhI4MKFCyQnJ7suuPT19aVUqVIEBgbStGlTm6Mt4GrXhnnz4Oef0f/6F8oc/707xsVkb3/+OS1mz2b8hx9y3333oZSyNVwhxJVUbl9trpSKwEjev9VaP+ChPhSIAg4CtbXW6Za6ACAWUEAlrfUFpdRg4EsgzbIbH0AD6YC/1joph7FubNWqVauNGzfmZHMhhJdITkhg9Y03ErFhQ4byZS1a0HbJEkqWK2dTZEVDUlISBw8e5PShQ3To0SND3dJPPsF32DAqAGWAUoA/UMyyTjKQAFxyOKiWlAS+l9ul9u3Ywe8vvkiJpk0J6dqVFi1bEhwcnOf3qVCIj4cxY9ATJ6KsX1gxfkpP7d6dyZMnU7duXdtCFMKbhIWFsWnTpk1a67Dr2U9utbxfi27m34XWxB1Aa31eKbUK6AG0B5YAvwAZP1GNZH4vRov8VVvjlVKZZecNriFuIYQXOrhoERf79SPi4kVX2QmlOPT663QdPdrGyLxTSkoKOzZv5uAvv3Bu5Up8/vmHyidP0khragKkpoKPj2v9MmXL0uoq+/QDygHJ6ekZEncwnt9/zZ0Lc+dy9u232Qr8WqoU8U2aENinD2G9e9OyZUt8LMcsMgID4YMPUIMGwRNPwNq1ANQG5gE/L15MryZNGDx6NC+++CLFixe3NVwhhMGO5L2++XdPJvV7MZL3esASrfVZ4Kx1BaXUBeC01nq7h+2FEOKqdHo6q4YOpcUXX1DaUr6+QgVCli6ldZMmtsXmTZKTk1m7YAH7v/0WVq4kNCaG1lrTIpP1z27aRFCbNq7bQdfQ6ptUrBh+bmXnt2y5vC+Mfp1dL16Edetg3Tr+GTOGKSVKcKZTJ+o++ij9Bw7M9vG8RosWsHo1TJmCfukl1FnjI/cuoGdyMmP+8x/afP8907/7jhYtMnvmhBD5xY7kvYz591wm9c7yoNw6YGY/T5gt8ldr1BFCeJlzhw+zo0sXOh8+7CpLAtb060eXn37C4WvHW6N3OhsXR+vbb6dLNtZNdjhI2rsXLMl7rRYt0H/+iapUCYKCwN8fSpWCYpaOM0lJcOECAYmJV+yzebt2HF2xgjJHj1I66coelg2ABomJsGQJx1avhnvvNYZYLGocDhg6FNWvH7z4Inz1FQABwPvA5l27eLhNGx6YMIFnn30Wh4y2JIRtCuKrz/mumWlnfK11hNb66XyKRwjhRbZPmUJ87dp0tCTu+/38OPDdd3SdPVsS9xxIS0tj9ezZfHvzzRycOzdDXaXq1dltDk9odczfn3+aNWP/4MFcmD4ddu/GLymJyvfdl2E95XCgbrwRGjeGatWMBN7Pz0iwnUuJElC+vFHvJnTYMKpFRVH60iU4fJj02bOJGzKE2Nq1SXFLQM916HBF4v7nwoXs3bs3pw9N4VOpEkybBsuWoRs1chW3BNakphL7/PP07tmTU6dO2RaiEEWdHZ9Szpb1MpnUB7qtJ4QQ1y09NZXlt95K5wULMrzxLa9fn7Dly/GvVMm22AqjlJQUVs6cSeykSYSuW0f71FQ6AqtSUgjp3TvDuokdOnBo2zZS2ral4p13UuaWWwiuUoV8vWxUKahRA0eNGlTq188ou3SJ9GXLOPHVV/gtWED1F17IsElaWhpn7rgDffEi37VqRdd33qHrjTcWjRFYwsNRmzfDBx+QPmYMjqQkigPvAksXL6Z3WBjT5s2joUxUJkS+syN5323+rZdJvbODY2Z94oUQ4pqc3LWLA+HhRJw86So7B+x89lnC33/fvsAKGa0125YtY8ebb1J1+XLCU1Jwv8yzwrp1V2zXftGigtkVpWRJHL16UblXL/Aw8tqSGTPoc/EiJYCbNm1ix0038XqtWrT873+5rX9/70/i/fzgpZdw3H476fffj2PzZgBuBGYeOsSDbdrw4k8/ccstt9gbpxBFjB3dZpxjwPdQSmU4vjlUZCfgErAmvwMTQnifrR99REqTJrSxJO7bAgI4v3IlHSRxz5YTx44x89FHWRIURMMbb+S+JUuIcEvc04C9VargeOABSE/PuIPCkOQ6u+BY1DpyJMOQlI2BMQcO0OTuu3mtTh0WzZ9Pbg+3XCA1bIhjzRoYPRptPkbVgXkXLjCjTx++/fZbe+MToojJ9+Rdax0FLARCgKfcql/DGMJ3utb6AnlAKRWglKqqlKoKFEt3/5ARQniF9NRUInv2pPHw4VSxvM4j27en4bFjVO/UycboCpcjP/xA/6lT6R4ff8VoLlHVqhH1/POo2FjqxsRQ97PPjIsfvUDdl17C5/BhTj/2GJcsF8iGAmP376fKLbfwaosW/L1tm31B5hc/P3jjDdTcuaQGBABQApimNdsffJCvv/7a3viEKEJyZZImpVQ/wOxESDDQE9gPrDDLTmqtn7esXxtYjTHL6q/ALqAdxq9xe4COWus8uRpGKTUWGOO8XaVKFWLMGeaEEN7h5K5dHOzShdaWi+pOKcX+sWNp85//2BhZwXc6Lo7SpUvjZ7nIND0tjUMlSlArNRWAqPLlSbvrLmqPHInPDTfYFWr+OnuW82+/jfrwQ0q7jWqzALg4bhx3jBxpT2z5bd8+Um+9Fd/du11FbwHVpk5l8MMP2xeXEAVcbk3SlFvNIy2AQebS0ywLtZTdZV3ZbH1vDUzDSNqfw5gXYiLQIa8Sd9N7QDVz+bty5cp5eCghRH5zdpOxJu7bAgJIXrtWEvcsbI2MZEabNiRUrsyGF1/MUOfw8eHYfffxd69eXNiwgdonT1Lvk0+KTuIOEBREwPjxlD5+nHPPPEOipSW+J8b48UVGnTr4rl9PcufOrqJXgLOPPMLPP/1kX1xCFBG50vJeWCmlNrZq1arVxo2ZTcAqhCgs0lNTWd67N10WLcrQFzuyQwc6//knviVK2BZbQaW1ZsWUKZx+7TVuPnoUf7N8Z+nSNDp/3tbYCrwTJzg1fDhBM2YQFxxMlejoDDPDFgmXLpF8++34LV7sKprg40O31atp27atjYEJUTAVtJZ3IYSwzYkdO9gUHEyEJXE/pRQb3niDiNWrJXF3k5yczLxRo1gRGEj40KH0syTuAFUSE0nYIwN+ZaliRcr/8AOOTZuo+OuvVyTuX771FlPff9+7L2gtWRK/P/4g6bbbXEUvp6XxU/fuHDp0yMbAhPBukrwLIQq1rZMmkdqsWYZuMlsDA0leu5bWo0fbGFnBk3D+PLMefZQtAQHcMn484QkJGeoPlylD1MiRBJ07R+l6mY3mK6xUy5b4urUyb9+2jdBXX+Xm555jVLt23n1dlZ8fxWfN4kLXyx2HJpw/zzvh4cTHx9sYmBDeS5J3IUSh5BxNpsmIERlHk+nQgcbHj1OlTRsboyt4LiUksLt8ee6cOpW2ycmu8nTg79BQjn33HTXPnKH2uHEoDzOiiuzbMmgQXbWmBjB+/Xp+DQ1l3i+/2B1W3vH1xf/33zlfvz4APsB/Dx9mwt13e/cvD0LYpMgl7zJUpBCF39kDB1hfvToRCxe6usmclG4yWSpZujQJtWu7bicDW1q35vy6dTSNiiJ44MDCMR57IXDPyy9zwXIODktKovwdd/Dfp54i1Ryxx+uULk3AsmWcr1gRgFLAkIUL+WbSJHvjEsILFbnkHWNkm6Pm0vT48eM2hyOEuBa7Z8zgXL16tLO8drcGBpIi3WRc4s+eZc3nn19RXuvjjznvcLDtppvQ+/bRYv16ysgvFLnOb8AA/A8c4FS7dq6ytsBjkyczumVLYmNj7QsuL1WuTMCKFa4x8WsB5Z99lp3bt9sblxBepigm7zJUpBCF1IpHHqHmvfdyg6X1MrJ1axrFxko3GSDx4kXmDB7M0QoVaDJ0KKf++SdDfc2ICErHx9Ns8WKKW1rhRR4IDqb8X3+R8PrrpJq/aJQDJmzfzo916hBpGaHFq9Svj+Orr1w3e6ens7B7dy5dumRjUEJ4lyKXvGutz2utY7TWMUCKw0tmAhTCmyWePcvyBg3o8uWXlDTL4oG/nn+eiPXrKVbE+2inpqQw/9ln2RsUxG1ffUXDtDRKAzsGD75iXeXvf0WZyCNKUfrVV1HLlhEfGOgqfubiRbj5Zr546y0bg8s7xQcO5ORDD7luDz9+nM8tt4UQ10cyVyFEgXZk+XIOVK1KuGU2x73Fi3Nq/nw6vPOOjZHZT2vN4rffZn1QEL0+/JCmKSmuugSlCCpKkygVYD5duhC4bx+nwi4P7RwB9PLiOUYqTJnCMfPXHR/g9p9/Zu2iRfYGJYSXkORdCFFgrX/tNUpHRNDQ8pP7qpAQqh4+TK2ePbPY0vtt+vlnFlWsSPeXX6bDxYuu8ovAxptuotiRIzSbMcO+AEVGFStSfu1a4p9/nnTgZKVKVJs+3e6o8k6xYlSOjOS82f89BIi+6y7pPiNELpDkXQhR4KQlJxMZHk6bsWMpaw41lwwsGzCAjlFR+FeqZG+ANjp14ABz69Wjyd1308Mytn0qsLFNG/TevYQtXkzxatXsC1J45uND4DvvoOfPp9zixVC6dIbqZMsQnt5AVa9O0gcfuG73j4/npwcesDEiIbyDJO9CiALl1O7dbKlShYgVK1xlMT4+7Jkyha4//IAq4teplAoMpPn+/fhZyrbVqcP5v/4ibN06/OvUsS02kT0+PXviaNo0Q9nRo0cZWaMGP375pU1R5Y0KTz3FPsvF5L1mzWLzggU2RiRE4VfkPgVlnHchCq7tX3xBYuPGhJ0+7SrbWK4cfn//TZNHH7UxsoKjZPnyHBw2DIB/ypfn6IwZNNu7l7Lt29scmcipixcvMqVzZ96Li6PuI4/wzogReNNnU+158zjpZ3zdrAScuvde0tLS7A1KiEKsyCXvyDjvQhRIKwYNou5jj1HN8qEe2aULLWJjqdCwoY2R2Wfbzz+z6MYbryjv8OGH7Jk8mQYnTlDtnntsiEzkprObNzPy4EEAWgIPTprEKz16eE3/cFW+PKmWeQe6nz3LgscftzEiIQq3opi8yzjvQhQgSfHxLG/YkC7Tp1PcLDurFOvHjCFi+XJ8/Pyy3N4bnTxwgPnNmtHg7ru5OTKSjRMmZKh3+PhQb9gwmRHVS1Tt1InUiRNd48EHA/9ZsoTXmzXDWxqYgh96iC2W0XZaTZ3Kcbd5CIQQ2VPkkncZ512IguPYpk3sqVaNcMuH+O4SJYj/80/ajB1rX2A2SUtNZeHDD5Ncuza9/v7b1a898LXX0F7UjUJcqdTw4bB4MRdKlACgJDB+3z6+bNiQHV4yQ2nDP/4gzscHgGCt2XXrrTZHJEThJJmrEMIW2z7+GNWmDU0TElxlq264gRpHjlAzIsK+wGyy5Ztv2FS2LD2mTaOqOcIOwM6yZSkpF+oWCb7duuG/bRtnKlZ0lb185gwbW7Vi8bx5NkaWO4pXrkzsq6+6bkdERbGliM/VIEROyKeBECJf6fR0lt93Hw2efJLKZmtyKhDZty8d9++nVIUK9gaYz+L27WN+o0Y0efBB2li+yMT5+LDluedodOoU1fv2tTFCka/q1qXsrl2catLEVfRQSgqO3r2ZZhl2sbBqPmYMa2rUcN2u8MorJFsuUBdCXJ0k70KIfJN49iwrGzQg/PvvXV1CTirF3+++S8QvvxSp1mWdnk7kY4+RXq8evXbtwtcsTwXWduxIYEwMLd59V/q1F0Xly1N+wwZOW7qVdAM6jRvnFd2nQubMwZmuV09JYettt9kajxCFTdH5pBRC2Cp2/Xqiqleny969rrJdJUuSuGIFLZ97zsbIbKIUxf74g2BLF5ntFSoQt2AB7VatokQRnohKAMWLU+6334h/8UXA+FJ3w7RpXvEFN7h5c9bff7/rdtjq1cTOmmVjREIULoX/XUAIUeBtnTQJ33btaHzhgqtsZWgoIdHRVO/UycbI7KOUImTmTC4Cx3x82PryyzSJi6Nqjx52hyYKCqUIfPttEr/8ksT/+z/8+vSxO6Jcc9OXX7IyIAAwEpHUwYMhKcnWmIQoLIpc8i6TNAmRf3R6OsvuvptGI0ZQ0WxhTgWW9e9Pp717KVmunL0B5qMdn3/OpTNnMpRV69iRqA8+IPDoUZqPHy9dZIRHJQYPpvSIERnKtNaMHz6cbVu32hTV9fEtVoyS06Zx3rxd4/x59gwaZGtMQhQWRS55RyZpEiJfXDp9mlV169L1558pZpadUIrtH35I159/9oqf/7Pj3OHDrGjcmMZDh7LGQ9/epv/6F6VkvglxjSaPGsWgjz5ie+vWLPjtN7vDyZGwO+/kt44dXbdrzZjBpTVrbIxIiMKhaHx6ZiSTNAmRx47+9RcHq1en8/79rrId/v6k/PUXLZ55xsbI8tfakSO5VKsWXXbuBKDzqlXsmTnT5qhEYXfiwAHC//tfqgL3paZSom9fPhs/Hm25fqKw6Dl7Nmt8jcu1iwGn77wTUlPtDUqIAq7IJe8ySZMQeWvz++9TvFMnGlqmdl9Rty61o6Op2q6djZHln9N797IqJIR2EyYQbOmat6FyZUrXrGljZMIbVKxenWqW4UO7At1HjeLVvn1JTEy0L7AcqFCpEkfGjMEZdbXYWOJGjbI1JiEKOslchRC5Qqens6x/f5o+9xwVzBbAFGD5vffS+Z9/KBEUZG+A+WTNyy+T2qABnQ4dcpXFORysfvZZ2sfEULVNGxujE16hWDHKzZzJ+dGjXUWhwMg5c3i9SROOHDliX2w50H/UKKZaxn4v89576D17bIxIiIJNknchxHVLio9nZYMGdJ01yzVeeZzDwa7//Y/w778vEv3bna3t7d9+m0qW1vaVoaH47d1Lx/ffLxKPg8gnShHwxhskz5jBJbPbiT8wLiqK3+rVY/6cOfbGdw0cDgcdZ85kk3m7eHo6p269FVJSbI1LiIJKPkmEENclbts2druN377d35+0tWtp9uSTNkaWf/b99tsVre3HHA7WvfoqnaOiCAoNtTE64c387rmHElu2cLZiRVfZU4mJlLn9diYMG0ZKIUmAW7Rpw5KBA3FGW2HvXi4UxfkfhMgGSd6FEDm2c/p0Ulu1otn5866ylaGh1ImOpkrr1jZGlr9qduvGGT8/1+1VoaGU2LePtq+/bmNUoqhQjRsTtGcPpywjt3QAnvjsMxItXygLusc/+YR3AgNdt/0nTULPn29jREIUTJK8CyFyZNVTT1Fr0CCqpqUBkAZE9u1Lp717i0z/die/0qVh2jSifXxYN3o0naKiCKpVy+6wRFESFET5FStIGDOGVHO+gOS77iKgTh2bA8u+wMBAWs+YgTVdTxowAGJjbYtJiIJIknchxDVJS04msl07Ok2eTEmz7KxSbBk3johffvH6ft3nY2JY1r8/2m2Ct/oDBlA5Pp62b7xhU2SiyHM4KD12LI4VKzgTEUGlr77KUK21Jjo62qbgsqdHr178OWgQMebtEvHxJN1+O1hGrxKiqPPuT1kPZIZVIXLu3OHDbKpenYh161xlUX5+nF2wgLCRI22MLH9smzyZMzfcQNdZs1jx0ENX1BcrVcqGqITIyNGpE2WXLoUSJTKUz5g0iT9CQvjs7bcpyJ99//noI54PDsYZYfENG0gfOBDMX/mEKOqKXPKOzLAqRI4cWLCAU3Xr0ubECVfZukqVqBgVRcjNN9sYWd5LTkggslMnGj/1FDXNCWTCvv2W41u22ByZENlz5PBh/J97jsfT0ujz8suMbNaMXbt22R2WR6VLl+aJGTOwXq7q+PVXePppKIQTUQmR24pi8i4zrApxjTa8+SblevUiNDnZVRbZoQNhR44QWL26jZHlvag5c9hfqRIRq1fjY5adA7Y+/TSVW7SwMzQhsi11+XJuM794VgPe3rGDnY0b8/aIEVwqgF1SwsPDCRo7lneshZ98AqNHSwIvirwil7zLDKtCZJ9OTyeyTx9avvoqZcyyi8Dq4cONZNYywoq3SU9NZVn//lS9/XYaWJKbTWXLcmHNGjpOmmRjdEJcm1oPPEDKDz+QYOna1V9rhk2axDs1arBw3jwbo/Ps1Vdf5a++ffnGWjhuHDz6qIwBL4o0yVyFEB5dOn2aVXXqEDF3rqvFOcbHh0PffEPHiRNtjS2vxW7YwObKlek6a5brotxEjNF0WsTFUbVdOzvDEyJHig0YQOlDhzhz++2uskDgP6dOUa53b17p1Ytjx47ZF6Abh8PBV19/zbsNGzLXWvHll9CnD8TH2xWaELaS5F0IcYXYDRs4UKMGnQ8ccJVtCwig2JYtNLz/fhsjy3vbPv6YEm3bEnb6tKtsd4kSHJk1i4hffsHh65vF1kIUcBUqUPbXX0lfsoSzlm6jrYHXFyzglxtuYM3ChfbF5yYgIICZc+YwOCiIqdaKRYugdWtYv96u0ISwjSTvQogMtk+ZgqNdOxpdvOgqW96gAQ1iYqjYpImNkeWP6t27k2iOk50ORLZrR8jx49S94w57AxMiFzm6dSPo0CESXnqJZLP7qA/wRHIyzRIS7A3OTe3atfl9wQL+HRjIq9aKvXuhY0d4800w+/MLURRI8i6EcFk1bBh1hgyhsjmMXCqw7O676bJjhzERURFQrm5djr3zDod9ffl74kQi1qyhuGXWRyG8RvHilJ4wAb/duznVqhUA0R06UOrOO20O7Ept27Zl8ZIlfBQUxH2Aa07n1FR49VXo2hX277cxQiHyjyTvQgjSU1OJ7NiRTp98gnNk6NNK8fd779H1xx+9duIlnZ7OVg8Xnrb8978JPnOG5sOH2xCVEPmsTh3Kb9hAyldfUe3HH6+ofvvRR5k/Z44NgWXUunVrlixZwvyyZWkOrLRWrl4NzZvDtGkyGo3wet75iSyEyLaEY8dYV7MmEX/95SrbV7w4CX/+Sct//9vGyPLWiR072BAcTPMRI1j/2mtX1BeVXxqEAEApij30EMpt6NfFv/zCwKlTqXL77bwxYAAXLd3p7NCqVStWrlyJT506RACvAK5xZxIS4OGHYeBAsDlOIfKSJO9CFGHRq1ZxtFYt2sfGusrWV6xIpX37qBkRYV9geWzjhAmkN2vmmnAq5LXXiNu2zeaohChYtNYcHzaMmkBz4IUff+TDWrXYvHGjrXE1atSItWvX0u3mmxkHdAR2W1eYMQPCw+HoUXsCFCKPSfIuRBH196efUrxLF+onJrrKIsPCaBUd7bUTLyUnJBDZti1hI0e6+vUD7GjVijIhIfYFJkQBpJSi71NPkWR2mysBjIqLI65NG2Z8/LGtsZUrV465c+fy7LPPsgFoBXxqXWHjRmjb1vgrhJeR5F2IImjl0KHUe+IJKpp9Q5OBFYMHE7Fhg9dOvBS9ciV7goOJsAwtd0IpNrzxBhEbNshFqUJ4UHr0aPy2beNUjQlG8BgAACAASURBVBqusp5aE/bkk7z/2GOkpaXZFpuvry/vv/8+06ZNI9XPjyeAJzAutAcgJgYiIiSBF15HknchipC05GQi27en8+efU9wsO6kUuyZOpMuXX9oaW15aO2oUpcPDaXLhgqtsfYUKsG0brUePtjEyIQo+1bgx5ffu5cyjj7rK6gCPffEFb3XsaHs/+EGDBrFs2TKCg4P5FOgJnHFWJiRA796wb599AQqRy4pc8q6UClBKVVVKVQWKpVt+OhfCm52PiWFDzZpErF3rKttbvDiXIiO9dlSV5IQElrVqRbvx4wkyf2VIASL79CEsNrZIjFsvRK4oXpyyU6Zwcfp0En2MOZcDgdHr1jGpdWsuWL4Y26F9+/asXbuW2rVr8yfQBXBNsxYXBz17QgGaPVaI61HkknfgOeCouTQ9fvy4zeEIkfeiV64ktnZt2lnO93WVKlF53z5qhIfbGFneil23jlabN7tuR/v4sPvzz4n4/XeZKVWIHCj14IMUW7uWM2Y3Mwfwwq5dHLa5DzxAzZo1WbZsGfXq1WMHcCvg+k1g/36jBV5GoRFeoCgm7+8B1czl78qW6aGF8EbbJk+meHg49awXprZpQ9iRI157YarTDd268ffTTwOwtnJl/Hfvpsljj9kclRCFm09YGGX37uV4lSoAnGnenIZPPWVzVIZq1aqxbNkyGjVqxF/AACx94DdvhhdftC84IXJJkUvetdbntdYxWusYIMXhpZPPCAGw8rHHaPDUUxkuTF356KNErFvnlRemag/d4DpOmsTG8eNpGxND2dq1bYhKCC9UqRKVt2/n3IMPUn7VKihZ0u6IXIKDg5k3bx7ly5fndyBDp8D//Q/mzrUpMiFyh2SuQnihtORkItu0ofMXX+BM0U8oxT+TJ9N5yhRbY8srR5YvZ1vZsuyeMeOKurCXX/baWWKFsE25cpSZPh38/TMUJycn2xTQZTVr1uSHH37A4XDwCTDbWvnwwyBdZkUhJp9mQniZ+OhoNtaoQcSGDa6yPSVKkLR8Oc2GDbMxsryzduRIAiIiaB4fj9+DDxIfHW13SEIUSdHR0YypW5efxoyxOxS6d+/OW2+9BcAQIMZZERcHjzwC5i+SQhQ2krwL4UUOR0ZyvE4d2sbFucrWBgdTJSqK6p072xhZ3khOSGBZy5a0mzDBNZpM9ZQUdn/xhc2RCVH0/LNrF982bMj4w4dp9/rrrJ450+6QeOmll+jbty+ngEHWirlz4ZtvbIpKiOsjybsQXmLrRx9Rqls36iYlucoi27WjzZEjBFStamNkeSNm7Vr2BAfTdcsWV1m0jw+7p0yhTQFo9ROiqKmpFE+Zo7nUBLjvPk7Extoak1KKjz/+mMDAQBYDH1grn3sOTp/OZEshCi5J3oXwAisfe4yGw4dTwWx9TgJWDhlCxJo1Xjkk4sYJEyjeoUOGSZfWBgdTeu9emlgmkhHi/9m777iq6jeA459zAcW9cSEg7o24F5I/d5ZWpqbiKFPTzJnmRHOlpmnD1IYjG2pqrswsRVwMV87cAop7IyLjnt8f53K55ATu5cDleb9evOL7vWc8vlJ47rnP9/mK9JOzYkVili4lcdl4w9hY/vLxQdW5PKV48eJMmTIFgPFAROIL16/DmDF6hSVEqknyLkQmZoyPJ6BBg8cWpp5asIDGixbpGpstGOPjCWjenJqjR1PIctOlV1+l7qVL5C9dWt8AhcjiCnfvzplu3czjzmfOsCYDrLUZMGAA3t7ePOA/3WcWLYKgIJ2iEiJ1JHkXIpOKvnGDEHd3fC1+8ZxydubRzp1U69dPx8hswxgfT2ipUvj+/bf5B9cVg4ETX32F77p10k1GiAyi/NKlnHJzA7Qkw2fhQg5v3qxrTA4ODixYsABFUVgHbEh8QVWhf3+Ij3/G2UJkLPLbTohM6MqBA1xwd6d+pLl/AiEuLtrC1EaNdIzMdgyOjjysWtU8Ppg/P4aDB6k+YICOUQkhHuPggMeuXdxwcgKgCHCvUyceWWwUp4c6derQt29fQHv6HqMo2gv//ANffqlfYEKkkCTvQmQy//78M2qdOlS22OZ7R82a1LLThamWfDZvJrhoUQLq1aPa5cu4VK+ud0hCiCfIVqoUjxYvNte/N46K4o+OHXWNCWDChAk4OzsTBky0rMUfPx6kxazIJCR5FyITCR4zhlJdu1LctJNoPBD41ls0PXDA7nZMfXjrFjdPnkw2Z3B0pHZ4OL5BQTg6O+sUmRDiRZTs1o1DL71kHv9v0yaOb9yoY0RQokQJ3n//fQDmAGcSf25GRcHQofoFJkQKSPIuRCagGo0EtGtHnenTSdzL8C7wz/Tp+Pz0k56h2UR4QABhrq5crFuXOItPGAC7e5MihD3z2rCBCzlyAODk4ID7nTs6R6T1fs+TJw9xwNuWu8H++ivoXJsvxIuQ5F2IDC42KopdlSrhu2mT+R9smKMjNzZsoNZHH+kamy2ETJhA3mbNqPjwITXu3WN306Z6hySESCVDrlwYli3jdtWqZD9+nFzdu+sdEoULF2ao6Sn7TmB17txJL77/Pjx8qE9gQrwgSd6FyMBunz3LsVKlaHLqlHnun7x5yX30KGXatdMxMutLiI0loHFj6k6ebN4t9RFgKFdO38CEEGni1rEjBQ4fhvLl9Q7FbNiwYRQsWBCA/lFRxOTMqb1w7hxMm6ZjZEI8X5ZL3hVFyaMoSglFUUoATkaj8bnnCKGH81u2cKdSJWpafMy8y9OTihERFKpQQcfIrO/O+fMcKFkS3927zXMXHRw48/33dlkWJESWk9jZJYPIly8fI0eOBOAGMMlU2gPAjBnw77/6BCbEC8hyyTswHLhk+qp29epVncMR4nGH5s4lf5s2lI6LM88FtGxJo9OnyZ43r46RWd+p1au5W748dW7cMM/tK1SIHMeOUaV3bx0jE0LYwu3bt5nYtSt7dX7CPWDAAPPT9xk3b3KtbFnthbg4GDBA6wEvRAaUFZP32UBJ09eRokWL6hyOEMnt7N2bKkOHUsD0i+MhsHfYMHy3bLG7jYj2DB1KyY4dcbfYICWgYUNqRkba3acLQgjYu2MHX7u68tHPP1N2/HiiL13SLZY8efIwbNgwAFSgT2wsqoOD9uL27SCf+okMyr4ygRegqup9VVUjVVWNBOIMdpYMiczLGB9PQN26NFmyBCfT3FWDgfNLltBg9mxdY7OFPYMH03DuXHP3nChg74gR+O7eLR1lhLBTFdzc6P3wIc5AEaORY6+8oms877//Pvnz5wdgQ3g4/7ZsmfTisGFw65ZOkQnxdJK5CpEBPLh2jRA3N3xDQ81zJ52dSdizh8o9e+oYme14jR/PSVOv9vNOTlz57TcazJqlc1RCCFsqWLo0xy12Ra5z8CDhy5frFk++fPkYMmSIedz9zBnUkiW1wbVr0LEjWLaTFCIDkORdCJ1dDg0l3MOD+pcvm+eCixal5PnzlKhXT8fIbCtn4cLk3LKF3R4eFDx9mrLt2+sdkhAiHbz0+efsMNWaA9CvH2pMjG7xfPDBB+TJkweAA6dPs6Nz56QXt2+Hvn2l/l1kKJK8C6GjE8uXQ/36VLLoKxxQqxa1w8PJXayYjpFZ39HvvkP9T3enUj4+NDp/nnzu7jpFJYRIbwaDgSK//MI909gtOpqj3brpFk+BAgUYPHiwedx7zRriJ01KOmDpUpg6VYfIhHgySd6F0EnQyJG4+/lR3JTQxgGBfn747ttnVzXf8TExBNSuTdU+fdjp56d3OEKIDKByixb8+dJL5nGFNWu4HxysWzwjRowwd565cOEC8/Plg7ffTjpg/HiYOVOewIsMQZJ3IdKZajQS0Lo19WfNwrQtCHcUhaOfforPsmW6xmZtN06c4Ejx4vju3w9A/Z9+4uh33+kclRAiI2i5Zg37nLTl+dmA66+9BjrtvZIvXz7GjRtnHk+eMoV7M2fC//6XdNCoUVoJjUULXyH0IMm7EOkoNiqKXRUq4Ltli3kuzNGRW5s2UXP4cB0js74TP/5ITLVqyTaZOlisGG6tWukYlRAio8ibPz83pk0jcTmo5+XLhI8fr1s8AwYMwN1Uwnfjxg0+nTcPVq8GH5+kg779Ftq2hdu3dYpSCEnehUg3t06f5rirK03OnDHPHcqXjzzHj+PZpo2OkVnfrv798ejeHdeEBACMQECzZtSJiCCvq6u+wQkhMoxWw4ezsnRp87jw7Nlw/74usWTPnp3Jkyebx7Nnz+ZydDT8+SdYlvz99RfUqgUHD+oQpRCSvAuRLs5t3sz9ypXxunvXPLezbFkqX7xIwXLldIzMuuKio9nh5UXjhQtJ3Gz8LrBv/Hh8//4bg6OjnuEJITIYRVGot24d5xwduVO8ODn+/BNMnV/00LVrV6pXrw5AdHQ07733Hmq2bNqiVctFrOfPQ4MG8P33OkUqsjJJ3oWwsUNz51Lg5ZeT7yLaujWNT54kW+7cOkZmXTdPnuRoyZI0/ecf89yZ7Nm59ccf1P34Yx0jE0JkZOWqVaPUkSPkP38exbJERQcODg7MmTPHPF63bh1Lly4FRYEJE7QymsQ3F48ewTvvwOjRspBVpCtJ3oWwoV19+1J56FAKmH6wRwNBH36I7+bNKHa0u69qNHK5Vq1k9e1BJUpQ9Nw5SkuNuxDiOZwqVoTs2fUOA4D//e9/DBw40DwePHgwYWFh2uD11yE0FKpUSTrhk09g+HBJ4EW6sZ/sQYgMRDUaCWjShMbffENi08erBgMXli6l/syZusZmC4rBQMInn5DYgyHgf/+jXkQEeUqU0DUuIUTm9PDhQ078/bduCfGMGTMoZyppvHfvHr1798aY2AmnQgUIDoZ27ZJO+OwzeP993brliKxFknchrCzmzh32li6N765d5rlTzs7E79pF5R49dIzMtmq8/z5BvXoRPHo0vn/9ZVefLAgh0k9oaCj+ZctSskULHuj0sCNXrlwsW7YMg+nn2Pbt2xlv2QknVy6thOb115Pm5s8Hi3aTQtiK/HYVwopunDjBKTc3GoaHm+dCCxem2OnTlGzQQMfIrCvqyhVOrlz52HyTxYupN22aDhEJIexBbGwsy1q3ZmZkJHlVFacxY+DoUV1iqV+/PqNHjzaPp02bxhdffJF0QLZssGIFdOmSNDd9OmzalI5RiqxIknchrOTc77/zoHp1qlu0OQusUoWadtYe8eKuXVwqXZpCXbpw0eLTBSGESKts2bLR9rvvOJQ4Nhq517Klbn3V/f39adu2rXk8ePBgVlo+uHB0hOXLoXXrpLkePcDiAY4Q1ibJuxBWcHDOHAq2a2fuKGMEAtq3p8nhwzg6O+sbnBUdmjuXHD4+VIiJobCq8qBFC2KjovQOSwhhR9p06MDq11/noWmc9/JlHrRpA7GxzzzPFpycnFi5ciX169cHQFVV/Pz82Lp1a9JBDg7www9QsqQ2vnULOnfWJV6RNUjyLkQa7erTh6rDh5PftLDqARA6ejS+v/1mN3XfqtHIji5dqDJ0KIVMf85Y4FqXLnbV7lIIkTF8uHgxHxYpYh7nCg7mUZ8+uixgzZUrFxs3bqRixYqAVtrz6quvsn379qSDChfWSmgcHLRxUBDouFussG/2kVkIoQNjfDwBjRrR+LvvcDLNXTEYCP/hB7uq+46NimJnlSo0XbHC/Oe8ZjBwcsECmixerGtsQgj7lDdvXvr+9RcTnZzMc9l/+AGjxQ6o6alQoUJs2bKFUqVKARATE0O7du0IDAxMOqhRI61tZKJPP9XaSgphZZK8C5EKD2/dIsjTE989e8xzJ52dMe7ZQ6Xu3XWMzLquHzvGiZIl8fn3X/Pc8Zw5SQgKolq/fjpGJoSwd9WrV6fK8uUstZgz+PujjhunyxN4Nzc3tm/fTklTeUx0dDRt27YlJCQk6aDhw6FZM+17o1HbxEnKZ4SVSfIuRArdOHGCM+7uNIyIMM+FFilCibNnKVGvno6RWde/P//Moxo1qHHvnnlut7s7pSMiKF6njo6RCSGyijc7deLsyJH8bTGnTJ2K+uGHusRTpkwZtm3bRrFixQB48OABr7/+OteuXTMFp8A330DOnNr4yJHkT+OFsAJJ3oVIgbMbNxJdvTrVLBZp7qhWjZrh4Xa1IVFEYCBuXbvimpAAmBbgtmlDw3PnyFGwoL7BCSGylInTp/Nt+/YkNmBMMBjAx0e3eMqXL8+2bdsoUKAAAJcuXaJz587EmxoW4OkJU6cmnTBlim7tLoV9ynLJu6IoeRRFKaEoSgnAySi7oYkXdHD2bAq/8gpuFh1ldrz2Gj6HDtlVRxmAUj4+hFarBsBdYP/Eifj+/rvdLMAVQmQeBoOBZatWsaxDB/aXL4/hhx9QXn1V15gqVarEjz/+iKIoAAQEBCTrCc+gQWDqUENcHPTurf1XCCvIir+JhwOXTF/Vrl69qnM4IjPY2bs3VUeMIJ9p/AAIHTOGpmvW2G1C2zAoiJ3ly3Nz0ybq+PvrHY4QIgtzcnLix1Wr8D5xAqVr18cP0KEPfJs2bZg4caJ5/Omnn7J27Vpt4OAA332nbeQEsG9f8qfxQqSBfWYdzzYbKGn6OlK0aFGdwxEZmTE+noCGDWmyZIm508plg4Hw5cupZ0c/iC+HhvIgsWbTxClnTpqcPImnxQYlQgihF0dHx8celsTExDDolVeIL1MGJkwAU6lfehk3bhwvv/yyefzBBx/w4MEDbVC5slYyk2jKFOk+I6wiyyXvqqreV1U1UlXVSCDOYKdPTUXaPbx1i+DSpfHdu9c8d9LZGYKCqNStm46RWdfR777DoX59Dnt7Y0ys2RRCiAxOVVU+ePddem3ciOPt2zB5MrRrp22SlE4MBgM//PADLi4uAFy8eJFZs2YlHTBsGDRpon2fkAB+fhAdnW7xCfskmasQT3D92DHOuLvT4OJF81yIiwslzp61q04ruwcOpGyfPrgYjTS4dInA5s31DkkIIV7I+fPn+eO330iWqv/xB2rdunD+fLrFUaBAAaZZ7O0xY8YMwsPDtYGDAyxZAomb2Z08CUOH6tLqUtgPSd6F+I+zGzfy0MvrsY4y3mFhdtNRJnGDqUbz55O41PaWopC/Qwdd4xJCiBfl6enJH8HBDPT0xHJbPOXsWdRGjdK1w0uvXr2oWbMmoJXyjBo1yjJQ+OyzpPGiRdoGTkKkkiTvQlg4MGvW4x1lXn+dpocP201HmagrVwhxc0u2wdTZbNm4/9dfeA0ZomNkQgiRMpUrVyYoNJSAFi14A4gxzSuXL6P6+EBQULrE4eDgwLx588zjX375hV27diUd8M470KVL0njkSPjll3SJTdgfSd6FMNnZqxfVRo40d5SJAvaNG0fT1av1DMuqLu3dy6XSpal/+bJ5LrRIEQqfPo174q6AQgiRiRQsWJDff/8d1w8+oDWQuK2ccvs2asuWcOxYusTRpEkTOnXqZB6PHDkSNbE8RlFg8eLk/el79oSAgHSJTdgXSd5FlmeMjyegQQOaLF2arKPMxZ9+ou7kybrGZk1HFi3CqXFjKsTEmOcCvL3xvniRfG5uOkYmhBBp4+joyNy5c2kybhwvAddN88r9+6ivvALXrz/rdKuZOXMm2UztIffu3cu2bduSXnR2ht9+g0qVtHFsLLRpA+vXp0tswn5I8i6yNHNHGYuPVv/NkQOCgqj41ls6RmZd+6ZOpVy/friYNiWLBXb27Inv/v04JPYhFkKITExRFCZPnkyHjz/mf2ifngIo58/DpEnpEoO7uztvv/22efzxxx8nP6BAAdi8GYoX18YxMfDaa7BwYbrEJ+yDJO8iy7p+9Chn3dwe6yjjeu6cXXWUASjdsSPXHB0BuKkonPj8c5osWaJvUEIIYQPjx4/njYkT6Yq2bul2q1Zg2b7Rxj766CMcTT9vAwMD2bFjR/ID3N0hMFBbyApgNEL//uDvL11oxAuR5F1kSWfWryemZk2qJm6mAeyoUYNaERHkLlZMx8hso1CFCsT++itHcufmwbZt1Bg0SO+QhBDCZiZMmEDD6dOJ2ryZAps3Q44c6XZvd3d3evXqZR4/9vQdoGxZ2LMHatfG4kCtjaTpE1IhnkZRs/C7PEVR9nt7e3vv379f71BEOjowcyZlRo0yL0xNAHa98QZNf/1Vz7CsKurKlSe+CVGNxsd2KBRCCGFd586do3z58iSYdnzduXMnjRs3fvzAqCjo2BG2bEmae/ttrZ2kg0M6RSvSS61atThw4MABVVVrpeU68ltcZCk7e/akmkXiHgUc8Pe3q8T9yMKFPChZkiDLPsMmkrgLIbKy+Ph4OHDA5vfx9PTEz8/PPH7i03fQNm9av15L4BN9/z306CFP4MVTyW9ykSUY4+MJqFePJsuWJesoc+mXX6gzcaKeoVnVrr59Kd+/P0WNRqrNnMnJFSv0DkkIIXSnqiq/LVnCmvz5oVYtWLXK5vccM2YMBtMDk61bt7J3794nH5gtG/z8M1iU2vDTT+m2yFZkPpK8C7sXfeMGwR4e+IaEmOdO5MgBwcFU6NxZx8isJ/HNSeNvviG7ae6hohB7546ucQkhREYwZswYzvTuTSfTOid14EC4edOm9yxXrhxdu3Y1jyc/q/WwoyN89x307Zs09/HHspGTeCJJ3oVdu3b4MOc8PGhw6ZJ5LrhoUUqdO0dxy4VCmdiDa9e0HVMt3pyczp6dhwEBVOvXT8fIhBAiY+jWrRvTHRyIMI2V69fT5cn2uHHjUBQFgM2bNxMaGvr0gw0G+OoraNkyaa53b7D42S4ESPIu7NiZdeuI9fZO3lHGy4va4eF201Hm8r59hHt4JNsxNcTFhWLnzlHKcic/IYTIwqpWrco7w4Zh2WdLnT8fTpyw6X0rVKhAly5dzONnPn0H7Qn8ihVQoYI2jomBDh3g6lUbRikyG0nehV3a/8knFOnQAVfTSv8EYMebb9L04EG72ZToxPLlUK8elR4+NM8F1KpFrYgI8pQooWNkQgiR8UyYMIEDrq4k7nmqJCTAiBE2v+/YsWPNT983bNjAwYMHn31C/vywYYO2oRPA5cvQtSuYfp8JIcm7sDs7e/akxujR5o4y94EDEyfSdOVKPcOyquDRo3Hz86O4qRtBHBDYrRu++/bZzZsTIYSwpty5czNj5kyGoW3eBMDvvydv02gDVapUoaNFN5nx48c//6Ry5bR6d1PSz7ZtYEfNFUTaSPIu7IYxPp6ABg1osmwZjqa5SAcHIlesoI6/v66xWZsxNpZcpu/vKApHZs7EZ/lyXWMSQoiMrnPnzhirVeM7y8lhwyA+3qb3tUzYN23axLp1655/UsuWYJnoT5kCmzfbIDqR2UjyLuxCzJ07BHl64hsUZJ47kSMHhpAQKnTqpGNkttFg9mwCWrYkzNGRWxs34v3hh3qHJIQQGZ7BYGDy5MmMA+4lTh4/rnV6saFq1arRp08f83jQoEFERUU9/8QJE6B586Rx9+5w6pQNIhSZiSTvItO7efIkp9zcaBgRYZ4LcXGh1LlzFPP21jEy22q6eTMFzp/Hs21bvUMRQohM49VXX8Wjbl2mWU76+2u7ndrQjBkzKFy4MAARERFMfJEyGAcH+PFHSFzHdOsWvPwy3Lhhu0BFhifJu8jULmzdyv1q1ah+/755bke1aniHhdlNR5nzW7YQWqQIN0+eTDavGAzkdXXVKSohhMicFEVhypQpzAMumubiypa1ed/3ggULMnv2bPN47ty5/PPPP88/0cUF1q6FHDm08Zkz0L691olGZEmSvItM6/D8+eRt1QqPuDhAW4AU0L49PocO4ejsrG9wVnJwzhzyt2lDnRs3uFi3Lo/u3Xv+SUIIIZ6pefPmNGvbli2vvMLNpUtx2rkT3N1tfl8/Pz9eeuklABISEnj77beJeZEkvG5d7Ql84gLWPXugZ0/pQJNFSfIuMqU9gwZRYeBACqoqANFAyMiR+P72G4rBPv5a7+zZk6rDh1PA9Gcsd+8ep9NhS28hhLB3iqKwceNG3lm/nkI9eiQlxelw36+//ppspq5gBw4cYMiQIS928muvgcWTe1auhG7dwPQAS2Qd9pHliCxDNRoJaNmShl9+SXbT3HVF4fz331N/xgxdY7OWhNhYAurUocmyZTiZ5q4YDFxYupSq77yja2xCCGEvlHRK2P+rQoUKfPrpp+bxwoULWbp06YudPGQIDLLYamrFCujUCR49snKUIiOT5F1kGnHR0eyqWBHfrVvNc2ezZSMmIIAqvXvrGJn1RF25wj53d3z37TPP/ZsjB2pQEJV79NAxMiGEyAJiYmDpUjB94mkr77//frKdV/v378/hw4eff6KiwNy58P77SXO//aY9lbfYsE/YN0neRaZwNzycw6VK0eT0afPcwfz5KfTvv5Ty8dExMuu5HBrKRU9P6l25Yp4LLlYM13PnKF6njo6RCSGEfbt06RJft2/PjeLFoVcvsHGJoqIofPPNN1SqVAmAmJgYOnbs+GLtIw0G+PxzsGwRvHkztGsHDx7YKGKRkUjyLjK8i7t3c618eWrdumWe21WmDFUiIshfurSOkVnP8WXLUOrXp6LFk5OA2rWpbUddc4QQIiM6ceIEnp6exK5fT+E7d7TJoUPBoouZLeTOnZvVq1eTK5e25d7p06cZPHjwi52sKDBjhtYHPtG2bdC6NUhjA7snybvI0E4sX46Tjw/lLOr5Apo1o9GpU2TLnVvHyKzrtr8/xYzaht1xwM4ePfANDcXBtKhJCCGEbVSsWBEvLy8mAObPPSMj4eOPbX7vSpUqMX/+fPP4+++/Z+XKlS92sqLApEkwzaJj/a5d0KKFJPB2TpJ3kWEFjx2Lm58fRU1JbSywu39/fP/+2246yiTyCg7mRI4c3FEUjn76KU1edPGSEEKINFEUhY8//ph7wAjLF+bOhRfpw55Gfn5+dO3a1Tzu27cvYWFhL36B0aPhs8+SxiEhWg28LGK1W/aVAQm7seONN6gzbRq51lnd1AAAIABJREFUTOPbisLxuXNp9PXXusZlK7lcXCiwaxe3Nm2i5vDheocjhBBZSsuWLWnWrBk/AoGJk/Hx8OabcPeuTe+tKArz58/Hw8MDgLt379KjRw/UlCyaHTIEvvoqabxtG/j5SR94OyXJu8hQEmJj2VGzJk3XrDH/5QxzdOT2pk14vWgtYAZ38+RJdnTq9Nh8MW9vPNu00SEiIYTI2hRF4ZNPPgGgL2BeNnr6NLz9ts27z+TLl4+ffvoJBwcHAAIDA/n1119TdpEBA2Dq1KTxqlUweLDNYxfpL9Mk74qiDFQU5bCiKPdMX3sVRXlZ77iE9Ty4do197u40PXTIPHckd25yHT5sN0ntuc2biapalaarVj0xgRdCCKGPOnXq0KlTJ04CfSxfWLNGK6GxsQYNGiRbsDpq1CgepbT0ZfRo+OCDpPFXX8GUKVaKUGQUmSZ5By4CowBvoDawDfhNUZTqukYlrOLa4cOElS6drE3i3pIlKRsWRmFTK63M7sCsWRR8+WXc4+MBaLhqFRd379Y5KiGEEImmTJmCo6MjK4AvLF8YORK2bLH5/ceNG0fBggUBOH/+PF9ZlsK8CEXR6t8tesgzYQIsWmTFKIXeMk3yrqrqOlVVN6uqekZV1VOqqo4F7gMN9I5NpM2ZdeuI9famcnS0eS6gTh3qXbhADtMPscxuZ8+eVBs5kvymjy+jgf0ffohro0b6BiaEEMKsXLly9O3bF4DhwD5HR+2F+HgICrL5/QsUKMAEi/aPkydP5pZFm+QXYjBoG001b54099572icIwi5YLXlXFKWjoihfKIqy01TWoiqKsvw557gqivK9oiiRiqI8UhTlgqIocxVFKfCc8xwURekC5Ab2WOvPINLfgZkzKdKhA66mRTXxQGDXrviGhGBI/KGZiRnj4wmoV48my5bhZJq7bDAQ9sMP1J85U9fYhBBCPG7KlCmULFmSOOC1+HjuFywI48Yl76luQ++99x5ly5YF4M6dO0xJTdlLtmxasl67tjY2GqFrV/jjDytGKvRizSfv44D3AS/g0vMOVhSlDLAf6A2EAJ8B54DBwF5FUQo94ZxqiqJEAY+ABcBrqqoesdqfQKSrnb17U23UKPKZxveBg5Mm4fPjj3qGZTXRN24Q7OGBb0iIee7fHDkgOJhK3bvrGJkQQoinKVCgAIsXL6ZYsWLMX7+ePGfOaD3fFSVd7p8tWzZmzJhhHn/55ZeEh4en/EJ58sCmTVCunDZ+9AhefRV++81KkQq9WDN5HwqUB/IC773A8fMBF+ADVVU7qKr6kaqqzdCS+ArA1CeccxLtzUF94GtgqaIoVa0RvEg/qtFIQOPGNFmyJNnT6MgVK6iTTk82bO3a4cOc8/CgwaWk97HBRYvieu4cxROfhAghhMiQWrRowdmzZ3nllVegQIHHE/eHD236FPu1116jYcOGAMTFxZk74aSYiwv8+Se4u2O6GHTsCCtWWClSoQerJe+qqm5XVfW0+gKNSRVF8QRaAheA/67G8AceAH6KouSyfEFV1VhTzfs+VVVHA4fQ3jSITOLRvXvs8fTE12KhZuLT6Ap20n1FNRq50aABVR88MM/t8PKidng4uYsV0zEyIYQQLypnzpxPfiEuDjp3hjZt4IsvnnxMGimKwsSJE83j7777josXL6buYh4eEBgIplIcEhK0EpolS9IaptCJXgtWm5n++6eqqkbLF1RVvQ/sBnKiPWF/FgOQ/Xk3UxRl/5O+gIqpiF2k0q3Tp/m3VCkaWewcF1qkCCXPnLGrp9GKwUD8rFk8AhKAHW++SdODB3HIlk3v0IQQQqTSxYsX6dmzJ7Hjx8OGDdrkBx8k393Uipo3b06DBlpPjtjY2GSlNCnm5qYl8JUra2OjEXr3Bjvd+NDe6ZW8VzD999RTXj9t+m/5xAlFUT5RFKWJoigeptr36YAvYB8F0nYu7O+/uVulCjXu3TPPBVauTM3wcPKUKKFjZLZRfcAA9g8axIGJE2m6cqXe4QghhEiD48eP07BhQ5YtW0bXkBCM9S2eLQ4bBjb4Oa8oSrLOM9988w2RkZGpv2Dx4hAQADVqJM0NGABz5qT+mkIXeiXviWsUn7bncOJ8fou5YsBytLr3v4E6QBtVVTc/72aqqtZ60hfwb+rCFylxZOFCcrdoQem4OACMQEC7djQ5cgRHZ2d9g7MCY3w8EYGBj803/Pxz6vj76xCREEIIa9qzZw8REREArN6+nZ7Fi6Natvr189OebFtZq1atqFu3LgCPHj1iZlq7lBUpAtu3g+maAAwfLhs5ZTIZtc974soQc/28qqq9VFV1V1U1u6qqLqqqNldV1fY7Jog02TN0KOX696eQaSnEQyB4xAh8N2xAMWTUv34vLrGjjLOvL+EBAXqHI4QQwgb69OmDv8XDmOVr19K3aFHUiqbq29hYaN8eTpyw6n3/+/R94cKFXLr03IZ+z1agAGzdCk2aJM2NHw9jx8Lzly2KDECv7CnxyXq+p7ye9z/HiUxGNRoJaN2ahnPnkvhs/bqicPabb2gwa5ausVmLZUeZIqpKXKtW3E1NOy8hhBAZnr+/P0OGDDGPv12zhuGVKqEmNiK4c0dbCGr6lNla2rZtS23TurCYmJhkbyJSLW9e2Lw5+UZO06ZpJUCSwGd4eiXvJ03/Lf+U101NSZ9aEy8ysLjoaHZWroyvxVbS57Jl4+G2bVTt00fHyKwncVdYy44yFytXlm4yQghhpxRFYc6cOQwcONA899natcxt3hwSS0APHdKSYCvfd/r06ebx4sWLOX78eNovnCuXtvD25ZeT5ubO1XZjNRqffp7QnV7J+3bTf1sqipIsBkVR8gCN0CosrL4XsaIoeRRFKaEoSgnAySh/Qa3q3sWL/OPmhs/Jk+a5Q/nyUeD4cdx8ffULzIr2f/JJsl1hpaOMEEJkDYqi8Pnnn9O3b1/z3LDlyzn05ptJB02ZAv/8Y9X7Nm/enJYtWwJgNBr56KOPrHNhZ2dtJ9Y33kiaW7hQ60QTH2+dewir0yV5V1X1LPAn4AEM/M/Lk4BcwDJVVR9gfcPRdoC9BFS7evWqDW6RNUUGB3OlXDlq37xpntvl6UnlixcpUKaMjpFZT2CPHtQYPTrZrrDSUUYIIbIOg8HA119/rW3gZOKzejXRXl7awNUVoqOtft8ZM2agmDaL2rBhA4HWWiCbLRv88gt065Y0t2yZNrZyCZCwDqsl74qidFAUZYmiKEuAxLeEDRLnFEX59D+nDACuAZ8rivKboijTFUXZhrbp0ilgrLVi+4/ZQEnT15GiRYva6DZZy4kff8TQsCHlY2LMcwFNm9Lo9Gmy5c6tY2TWYYyPJ6BuXXx++AFH05x5V1jpKCOEEFmKwWBg2bJllDE9mLofHc14V1cYNAiOHAFTf3Zr8vLyonv37ubxyJEjeYF9MV+MoyMsXQqWpa0rV2pP5C1+r4uMwZpP3r2AnqavVqY5T4u5jpYHm56+1waWAPXQnoiXAT4HGqiqehMbUFX1vqqqkaqqRgJxBjvoeKK3kAkTKNW9O8VMJUixwK4+ffANCLCLjjJx0dEEe3jgGxpqnjthZ7vCCiGESJn8+fOzZs0acuTIwbvvvsvUVavg88/Bhg+sJk+eTDZTeWZwcDCLFy+23sUdHLSSmUGDkuY2bNC66NjgkwSRelbLrFRVnaiqqvKML48nnBOhqmpvVVWLq6qazdQKcrCqqresFZewrR2dOlFr8mQSf1TdURSOzZ5N42++0TUua3J0dia2YEHzOLhoUUqdO2dXu8IKIYRIuerVq3P06FEWLVqEczrsW+Lu7s7QoUPN4xEjRmDV8l+DAebNg1Gjkub+/BPatIH79613H5Emmf+xqNBFQmwsAbVq0XTVKhxMcxGOjtxcv56aw4bpGpu1KQYDjUJCCC1ShB01a1I7PFy6ygghhADA09Pz6S9u3QoWn9paw4QJEyhdujQAt2/fTta+0ioUBaZPh0mTkuYCA6FZM7h+3br3EqkiybtIsegbNwj18MD3wAHz3NFcuXA+eJAy7drpGJn1qP/pQuTo7IzXhQs0PXBAOsoIIYR4pntHjmjlJi1bWr31Ys6cOVm4cKF5/Msvv/D7779b7fqAlsBPmACWO7ru2weNG8OFC9a9l0ixLJe8S6vItLl+9CjnPTyof/myeS6oRAk8L1ygSNWqOkZmPYHdu7O3dGmM/2mT5ZQzp04RCSGEyAwiIiLo2rUrbdu0Qf3zT21y/35YssSq92nRogV+fn7m8XvvvUdUVJRV7wHAhx/CggVaMg9w6hQ0aqQtyhW6yXLJO9IqMtXOrF9PTM2aVLHYmCigVi3qhoWRs3BhHSOzDmN8PAF16uDz4480DA8nsHFjvUMSQgiRSSQkJODj48PPP//M7kuX2FW/ftKLH32k7cBqRbNnz6ZQoUIAhIeHM2HCBKte36xfP1i1SmspCRAZCT4+sGuXbe4nnisrJu/SKjIVDs6eTZH27SllehqdAOzo3BnfffswODo+++RMIPrGDULc3PDdt888V/TwYR7ekrXTQgghns/BwYHRo0ebx50PHMBYsqQ2uH4dxo+36v2KFCnCZ599Zh7PmzePUCvX15u98Qb88QfkyaON79yBFi1g/Xrb3E88U5ZL3qVVZMrtevddqo4YYd6YKAo44O9P019+0TMsq7l2+PBjpUDBxYrhduECOSy6zAghhBDP8s4771C+fHkALt+7xxrLT3Dnz4eDB616v+7du9OiRQtA23n13XffJc5WGyu99BLs2AGJDz1jYuD118Ga7SrFC5HMVTyVajQS4OND42+/xck0d9lg4OJPP1Fn4kQ9Q7Oa02vXEuvtnbwUyNub2mFh5HJx0TEyIYQQmY2DgwNjxybtMdl3yxbimzXTBkYjDBhg1cWriqKwYMECcuTIAcA///yT7Gm81dWsCbt3Q2KHnYQEePttmDEDrLVhlHguSd7FEz26d4/dZcviu3Onee6kszMEBVHxrbd0jMx69k+fjsvrr+OakABopUCBXbrgu3+/dJQRQgiRKl27djW3j7x95w7feXmBk+kRWFCQ1Z9Ue3p6MtHigZq/vz8XbNkRpkwZLYH38kqa++gjGD7cqm9MxNNJ8i4ec/vsWU64udH4/Hnz3L5ChSh++jTF69TRMTLrCezWjRpjxphLge4DByZNwufnn/UMSwghRCbn6OiY7On72KVLiR08OOmAoUPh7Fmr3nPYsGF4mZLpmJgYJln2aLeFYsUgIAB8fZPmPvsMuneHR49se28hybtILmzbNm5XrozX3bvmucCKFakRHk5eV1cdI7OeB9eu4bFyJYnLbCMdHIhcsYI6tlqpL4QQIkvx8/PDw8MDgJs3bzI/f/6kUpP797UWjFbk6OjI559/bh4vW7aMEydOWPUej8mXDzZv1ureE/38M7RqBbdv2/beWVyWS96lz/vTHVm0iFzNm+MZG2ueC2jThibHjtlVj/NcLi7ErV3LHUXhRI4cGEJCqNCpk95hCSGEsBNOTk6MGTPGPJ42bx4xS5dq5TOvvQbffWf1ezZp0oRWrVoB2uJVm7WOtOTsDCtXQv/+SXM7dmi94GUzJ5vJcsk70uf9ifYOH07Zfv0obFpwEgPsHToU399/R7HDjjxl2rXjyo8/4nbhAsW8vfUORwghhJ3p2bMnpUqVAuD69ev8cuYMhIbC6tVQoIBN7jl16lTz97/++iv79++3yX2ScXDQOunMmJE0d+IE1K+v7coqrM7+srLnkz7vFlSjkYCXX6bBnDnkMM3dUBROL1hAgzlzdI3NWk6vXUvoE7rjVHzrLekoI4QQwiayZcvG6NGjqVevHps2baJnz55Qo0bSbqU2UKtWLd544w3zeNy4cTa7VzKKAiNHamUziQ0frl6Fpk1h48b0iSELUdQs3NpHUZT93t7e3unyzjQDio+JYY+3Nz4WdXHnnZww/PEH7omtrTK5fVOnUn7cOByBC0uWULlnT71DEkIIkUUkJCRgMBhQnpWwz52rbXhUpYpV7nn8+HGqVatGYlnwjh078PHxscq1X0hgIHTokFT3bjDAl1/Ce++lXwwZVK1atThw4MABVVVrpeU6WfHJuwDuR0ZysFSpZIn7P3nzkv/ECbtJ3AO7dcNr3DjyAjmBHO++S3xMjN5hCSGEyCIcHByenrirqrZwdehQaNnSajXilStXxs/PzzweO3Ys6fqg1scH9uwB04Jdc3/7UaOklaSVSPKeBV0ODSWyTBnq3Lhhntvt7k7FiAgKlCmjY2TWYYyPJ6BOHXx++ilZR5nY5ctxdHbWNTYhhBAC0JL1hQu17yMjtS4tN29a5dL+/v44mXrL79q1iy1btljlui+sYkWtp71le+mZM6FrV21nVpEmkrxnMSdXrID69alg8Y8noEkTGp47R/a8eXWMzDqib9wgxN0dX4tFMtJRRgghhN4SEhL4+eefeemll7h9+zaULg3r10P27NoBp05p5SZWSG5Lly5N3759zeMxY8aQ7t31ihaF7dvhlVeS5las0EqELB4eipST5D0LCZ00iRJdulDc9A84DtjZuze+gYF20VHm+tGjnPPwoH5kpHkuuFgx6SgjhBBCd61bt6Zr164EBAQktZH09YXly5MWse7aBb16WaW8ZOzYseTIobWiOHjwIGvWrEnzNVMsVy5YuxYGDkya27UL6tWDf/9N/3jsRObP2MQLCXzrLbwnTiSPaXwXODJzJk2+/17PsKzm7MaNxNSsSdUHD8xzAd7e1A4Lk44yQgghdPeexYLNhQsXEhQUpA06doRZs5IOXLECrNAlpnjx4gwaNMg8Hj9+PPHx8Wm+boo5OMAXX8Cnnya9STl3Tmsl+ddf6R+PHchyyXtW26TJGB9PQO3a+PzyCw6muYsODlxftw5vK+/wppfbZ89S4NVXKWX6oZQA7HjzTXz378chsWWVEEIIoaPXXnuNl19+GQBVVenXrx9xcXHai8OGJX86PX06bN2a5nuOHDmSvKaS2H///ZclS5ak+ZqpoigwfDisWQOJmz7evQutW8OiRfrElIllueSdLLRJk7n+26IV5vGcOcl24ABlX31Vx8isq0CZMhxu3RqAKGD/+PE0XblS36CEEEIIC4qi8OWXX5pLWQ4fPszcuXMTX9RaRpp+lwFa+cytW2m6Z6FChRgxYoR5PHbsWO7du5ema6ZJhw6wcyeUKKGNExKgXz8tsU9I0C+uTCYrJu9ZYpOm68eOPbH+2/38eVyqV9cxMttounEjAQ0bErF8OXU//ljvcIQQQojHeHh44O/vbx6PGzeOfYkNFhwdYckSKFJEG0dGQv/+ab7n8OHDcXV1BeDatWtMmTIlzddME29vCAmBmjWT5ubMgddfh6go/eLKRLJc8q6q6n1VVSNVVY0E4gx2sFDzv879/jsPvbyS1X/vqFnTbuq/Y6OiuBsWlmxOMRjw3b2bSt266RSVEEII8XzDhg3Dy8sLgNjYWDp27MjNxBaRRYvCt99q3xcpAhb92lMrZ86czJw50zyeO3cup0+fTvN106RkSe0JfIcOSXPr10OTJnDxon5xZRL2l7lmcYfmzqVgu3a4WdZ/d+xI0wMH7KL++8758xwrVYoL1asTc+eO3uEIIYQQKeLk5MSqVavIly8fAGFhYXTv3j2pleOrr8LXX8PRo8nbLKZBly5daNiwIQBxcXHJSml0kysXrF6tbVSV6NAhqFsXLMp9xeMkebcju/r3p/LQoeQ37aT2ANg/bhxNV63SNzAriQgM5GbFitS8c4ca9+5xoEYNjHqsnBdCCCHSoGzZsixdutQ8/uOPP5KXs/TvD1b8pFxRFObNm2cer1+/nq1WWBCbZgaDtnnTN99oZUMAly9ru7SuXatvbBmYJO92QDUaCXjpJRovXEjis/WrBgPhP/xA3cmTdY3NWo5+9x3Ovr6UiY01z8VWrGgX/emFEEJkPe3bt2fUqFEAuLq60rRpU5ver3bt2vTq1cs8HjJkiD6tI5+kTx/YsgXy59fG0dHwxhtaYm96ICmSSOaTycVGRbG7XDl8AwLMc6ezZyd+1y4qde+uX2BWFDRyJGX69KGI6R9wDLDngw/w3bJFknchhBCZ1pQpU/D39+eff/55dvK+Ywe89BKksVx02rRp5M6dG4Djx4+zYMGCNF3Pqpo1g6AgKFNGG6sqjBqlJfYWD+6EJO+ZWmL9d+Nz58xz+wsWxOXUKUo2aKBjZNahGo0EtG9P3VmzyGGau6konJo/n4YWH/8JIYQQmZGjoyMTJ06kYMGCTz9ozBhtJ9aAAPjoozTdr3jx4owdO9Y8njBhQtJi2YygQgUIDtbKZhJ9/73WQjONbTPtiSTvmZRl/XeiwAoVqB4RQT43Nx0js474mBgCa9TAd/1681/SC05O3N+yheoWu9QJIYQQ9iZZOYtlS8WFC+HPP9N07SFDhuDp6QnA7du3mThxYpquZ3WFCml/xp49k+a2b4cGDUDvLjkZhCTvmdCT6r8DWrWiyfHjOCXuXJaJRV25wkE3N5oePWqeO5wnD3mOHMGjRQsdIxNCCCFsa9OmTVSsWBHzJpIdO0L79kkH9OwJN26k+vrOzs58+umn5vHXX3/NsWPHUn09m8ieHRYvhmnTkuZOnYL69bUSoiwuyyXviqLkURSlhKIoJQAnc2umTOKp9d9//GE39d+KwUAuix71e9zcKB8eTqEKFXSMSgghhLCtTz75hHbt2nH27FkmTZqkTSoKLFqU1H3myhWtDjwNCzk7dOhAs2bNAEhISGD06NFpDd36FAVGj4ZVq8DZWZu7dQtatACLTj1ZkX1keykzHLhk+qpmfmebwalGIwGvvJIl6r9zubhQeO9eLjo4ENCwIfXPnsU5cQW6EEIIYaeqVatm/n7RokWcOHFCG7i4aE+iE61bl7SZUyooisKcOXNQFAWADRs2sGfPnlRfz6Y6dtSethctqo3j4qBXL20tQCZ7AGstWTF5nw2UNH0dKZr4lyEDi4+JYWf16vhu3Gj+H3bezuu/XapXJ8+5c/ju3o0hsferEEIIYcfatm2b7In4yJEjLV+E999PGg8erG1qlEo1atTgrbfeMo/HjBmDmlHbMtatCyEhYPHmhunToXNnra1kFpPlkndVVe+rqhqpqmokEGfI4KUmifXfPhb1aP/kzUu+Y8fspv47sHt3dnTp8ti8PSy8FUIIIV6UoijMnj3b/ER848aNbNu2LemAmTOhcmXt+4cPtd1Yr1xJ9f0mTZqEo+kB2Y4dO/gzjYthbcrNDXbvhpdfTpr79VetE8/ly7qFpYeMnblmcZf37eOipyd1rl83z+1xc6NCWBgFy5XTMTLrMMbHE1CvHj4//kjjFSsImTBB75CEEEIIXXl5edGjRw/zeMSIEZjX5+XIoSWsefNq44gIbTOjVJaPlC1blnfeecc8HjNmDBl6LWCePFrJ0ODBSXOhoVCvHhw+rF9c6UyS9wzq5MqVUK8eFR8+NM/ZU/33w1u3CC5dGt+QEAAcgGyff46akX9oCCGEEOlgypQp5MihrXA7ePAg69atS3qxUiX45RcwGCBnThg+XPs+lcaPH4+zaUHogQMHWL16dZpitzkHB5g7F776SvsetDcxjRrBpk36xpZOJHnPgPZNmUKJzp0pbkpk44CdPXvaTf33jRMnOOPuToOLF81zwUWLUu7UKbvpmCOEEEKklqurK4MGDTKPP/744+T16G3aaB1odu+G119P071KliyZ7F7jx49P3mc+oxowQEvWEz+FiIrSyojmzUtTJ57MQDKlDCawe3e8xo8nj2l8FzgyYwZNlizRMSrrObd5Mw+qV6daVJR5bkeNGtQODydXYhssIYQQIosbPnw4OU17txw6dIj169cnP+Cdd8DLyyr3GjVqFHlNSfDJkydZtmyZVa5rc61awZ494O6ujY1GGDJEW9ibGd6ApJIk7xmEZf134rP1Sw4OXFuzBm/L1eaZ2D9ffEGBl1/G3fQPygjseO01mh46hEO2bPoGJ4QQQmQgLi4uvGfRUW7q1KnPP+nGDfj33xTfq1ChQnz44Yfm8cSJE4mJiUnxdXRRpQoEB2sbOCWaPx/atYO7d/WLy4Ykec8A/lv/DXAiRw4c9+2j3Guv6RiZ9eweMICKH3xAAdNHWQ+A0NGjabpmjb6BCSGEEBnUiBEjyJMnDz179mT58uXPPvjYMa2lYuvWcPNmiu81ZMgQXEyfgEdERLBgwYLUhKyPokVh2zaw7Fy3ZQs0bAgXLugWlq1I8q6zp9V/u124QFErfRymt8v79lHr66/JbhpfMxgIW7qUepbbHgshhBAimWLFihEeHs6SJUsoX7780w989EgrITl/HsLCtJKaFNZ9586dm7Fjx5rHU6dO5f79+6kNPf3lyAE//QSWneuOH9eeyO/bp19cNiDJu46ySv138dq1OWDaWOJ09uzEBgZS2aINlhBCCCGeLP+LdJjLnl0rFUm0bh18/XWK79WvXz/cTfXjN27cYM6cOSm+hq4UBSZNguXLIbEc9+pVaNoUNm7UNzYrkuRdJ1mt/rvhF1+w5/33cTl5EtdGjfQORwghhLAvr74KH3yQNB42DI4cSdElsmfPzsSJE83jWbNmcSUNm0Dppls32LoVChTQxtHR0L598jc4mViWS94VRcmjKEoJRVFKAE56bEZg7/XfF3fvJiIw8LH5hl98Qb7EFeFCCCGESJHbt28zcuRIFi9e/OQDZsyAGjW07x890mrAo6NTdA8/Pz+qVq0KwIMHD/D3909LyPrx8dE60ZQurY2NRhg4EEaOTPWmVhlFlkvegeHAJdNXtatXr6brzfcOG0YjO67/Pr50Kdl8fIht0YI758/rHY4QQghhF0JCQihTpgyzZs1izJgxPHjw4PGDnJ3h55+1+m/Qar6HDUvRfRwcHJg1a5Z5/O2333L8+PG0hK6fihVh716oUydpbtYseOupfi4TAAAgAElEQVQtyCzddJ4gKybvs4GSpq8jRYsWTdebV//oI46b+rbaW/138JgxePTqhYvRSJnYWM7UqSM7pgohhBBWULVqVXPf9ytXrjy9Hr1SJfj886TxwoWQwl1TW7VqRfPmzQEwGo2MzMwtq4sWhe3btbKZRCtXQvPmqerKkxFkueRdVdX7qqpGqqoaCcQZ0nlHz1wuLhTavZtdnp52Vf+94/XXqTN9OjlN41uKgtPEibJjqhBCCGEFOXPmZNKkSebxzJkziYyMfPLB77wDb76ZNO7TB8LDX/heiqIwa9YsFEUBYNOmTWzfvj1VcWcIuXJpb2AsdpLl/n1wctIvpjSQzEoHRb28aHz2rF3UfyfExrKjRg2arl1r/ssU5ujI3c2bqWHqMCOEEEKItOvZsydVqlQBICoqig8sF6haUhRYtChp59E7d+CLL1J0Ly8vL3pYVAaMHDkSNYXtJzMUBweYNw/mzIFSpWDTJjDtKpvZSPIuUi3qyhX2ubnR9PBh89yR3LnJdfgwpVu10jEyIYQQwv44OjryhUUSvnr1atatW/fkg/Pn1/qeOzvD9OnaYtYUmjJlCtmza6v09u3bx9q1a1MVd4ahKDB0qLYWwNVV72hSTZJ3kSpXDx0iwtOTehYLfve6ulI2LIzClSrpGJkQQghhv1566SXefvtt83jgwIHcu3fvyQc3bKht3PTRR5CKMlZXV1fet/gUfdy4cSQkJKT4OhlO7tx6R5AmkryLFIsMDia+dm0qPXxonguoV49658+To2BBHSMTQggh7N+sWbNwMW3meOnSJcaMGfP0g4sVS9O9PvroI/LkyQPAiRMnWL58eZquJ9JOkneRYi41ahBpStLjgUA/P3yDgjA4OuobmBBCCJEFFCxYkHnz5pnH8+fPZ+/evS92cmys9iT+aYtd/6Nw4cIMHz7cPPb39+fRo0cpildYlyTvIsUcnZ2pdPgwh/Ll49CUKfgsW6Z3SEIIIUSW0rlzZ9q2bQuAqqr88MMPzz/p2jX43/+0+vfXX3/hXufDhg2jcOHCAISFhfHNN9+kOm6RdpK8i+cyxsdjjI9PNpe7WDFq3LpF7bFjdYpKCCGEyLoURWH+/Pm4u7uzdOlSvvrqq+efdOyYtmkRQHAwvPcevEAHmTx58jB69GjzeMqUKU/eJEqkC0nexTPF3LlDkKcngU/oRy893IUQQgj9uLu7c+bMGXr06GHuyf5ML70Es2cnjZcsSb6h0zMMGDAAV1OHlqtXr/L5C54nrE+yL/FUN0+e5JSbGw0jIvANCSGwWze9QxJCCCGEBceUrjf74APo1StpPHw4/PXXc09zdnZmwoQJ5vHMmTO5fft2yu4trEKSd/FEF7Zu5X61alS/f988px49qmNEQgghhHgeo9HIxYsXn36AosCCBVC/vjZOSIBOneDMmedeu1evXpQrVw6AO3fuMGvWLGuELFJIknfxmMPz55O3VSs84uIAMAIBr76Kz8GD+gYmhBBCiCdSVZXff/+dWrVq0axZM+L/s1YtmezZYc0aKFFCG9++De3bg8UDuydxcnLi448/No/nzZvHlStXrBG+SAFJ3kUyewYNosLAgRQ0LWB5CIR8+CG+69ZJjbsQQgiRQd27d4+uXbty6NAhTp8+zdKlS599QvHi8NtvWiIP2q6jfn5gND7ztE6dOuHl5QVAdHQ0U6dOtUb4IgUkGxMAqEYjAS1b0vDLLzH9M+a6onD222+pP3OmrrEJIYQQ4tny5cvHhx9+aB5PmjTp+f3Y69QBy7aP69ZpbSSfwWAwJEvYFy5cyPnz51MVs0idLJe8K4qSR1GUEoqilACcjM95h5kVxEVHs6tSJXy3bjXPnc2WjZiAAKq+846OkQkhhBDiRQ0ePJgiRYoAEBERwcKFC59/kp+ftmgVwNsbund/7ilt2rShkakLXVxcHJMmTUp1zCLlslzyDgwHLpm+ql29elXncPR3OSSEaqdPm8cH8+en0L//UsrHR8eohBBCCJESuXPnZqzF/itTp04lKirq+SfOmAEzZ8LOnVCq1HMPVxSF6dOnm8c//PADx48fT1XMIuWyYvI+Gyhp+jpStGhRncPRn5uvLxc++4xYYJenJ1UiIshfurTeYQkhhBAihfr160cpUwJ+7dq1F+vH7uAAH34IOXO+8H2aNGlC69atAa3Dzfjx41MVr0i5LJe8q6p6X1XVSFVVI4E4gyzCBMBr8GDOr1hBo9OnyZY7t97hCCGEECIVnJ2d8ff3N4/T1I89JARiY5/6smXt+5o1awgNDU3dfUSKSOaaBYVMmMDxJ6xCr9Cpk3SUEUIIITK5nj17mvux3717N+X92FUVvvwSGjaEwYOfepi3tzdvvvmmeWxZsiNsRzK1LGbHm29Sa/JkCr/9Nhd37dI7HCGEEEJYmaOjI5MnTzaPU9yPffNmGDRI28BpwQLt6ykmT55MYhXD1q1b2b59e6rjFi9GkvcsIiE2lh3e3jT99VccABejkcg33tA7LCGEEELYwJtvvkmNGjUArSPMzp07X/zkNm2gc+ek8aBBEBj4xEMrVKhAr169zOMxY8agmvaKEbYhyXsWEH3jBqEeHjS12CH1aK5clN62TceohBBCCGErBoOBadOm0atXL06dOpWsvOW5FAW+/x5q1tTG8fHQsSOEhT3xcH9/f7JlywZAUFAQGzZsSGv44hkkebdz1w4f5ryHB/UvXzbPBZUogeeFCxSpUkXHyIQQQghhS23btmXx4sV4eHik/OScObUdWE1947l+HTp0gAcPHjvUzc2NAQMGmMdjx45F9tGxHUne7diZ9euJ9famisU/tIDatakbFkbOwoV1jEwIIYQQGZ6bG6xeDU5O2vjQIXj7bW1B63+MHj2aXLlyAXD06FF+/vnn9Iw0S5Hk3U4dnD2bIu3b45qQAEACENilC76hoRgcHfUNTgghhBC6CAsLS9lT8SZNtM4ziVauBIsWkYlcXFwYNmyYeTxhwgTi4uLSEqp4Ckne7dDptWupOmIE+UzjKODA/9u78/gqqvv/469PCIQtIgGRpSwKIqggsikVNSoW6M+vKGoRZXO3WsQNZIsEUEBxARREoYCttLVU64IKVgEFq7UStKigIAQRhIYlEnZCzu+Pe3ObQAIhmZvJ5L6fj8c8LjNz5pzPpMfmc0/OnElN5WJ9CxYREYlJWVlZDBs2jObNm/NSActFH9Mdd0CeaTGkpMArrxxV7MEHHyQpKQmAdevWnXg7UiRK3suhZj168EmLFgD8FBfHj3/6Ex3yvLBBREREYstzzz3HhAkTOHjwIMOGDWPXrl0nVsGkSXDZZaF/V6oEBYze16hRg8GDB0f2x4wZw4EDB0oSthRAyXs5ZHFx/HLFCj5s0wY+/ZQWvXv7HZKIiIj46N5776VBgwYAbN26Nd/bUYukYkX429+gc2f44AMoJLcYOHAgderUAWDjxo3MnDmzRHHL0ZS8lwM7v/+e/ZmZ+Y7FV67MJStWUK9DB5+iEhERkbKiWrVqPPHEE5H9SZMmsXbt2hOrpGbN0HrvnTsfs52hQ4dG9h977DH27dt3wvFK4ZS8B9yGRYvIbNmStHPPJSc72+9wREREpIzq3bs3nTp1AuDgwYM89NBDJ16J2dHHMjMhz8Opd911F/Xr1wfgp59+4vnnny9WvFIwJe8BtvLFF6nWpQunHTrEL3/4gY8uucTvkERERKSMMjMmT54c2X/jjTd4//33S1bpunXQqVPogdbwEpJVqlRhxIgRkSLjx49n9+7dJWtHIpS8B9QnDzzAGXfeSe3wfyj7gIQLLvA3KBERESnTOnToQP/+/SP79913H9nF/cv9Dz/A+efD6tUwcybkmZZz66230qhRIwC2bdvGs88+W6K45X+UvAeMy8lhya9/TadnnqFy+FiGGWtfeIFOTz3la2wiIiJS9o0bNy7yQqWvv/6aGTNmFK+ihg2he/f/7Q8dCn/5CwAJCQk88sgjkVMTJ07k559/LnbM8j9K3gMke/9+lp59Nsnvvhs5tq5SJfYtWkSrO+7wMTIREREJivr16zN8+PDI/pgxY9iT523sRWYGM2bAxRf/71j//qGHWoF+/frRtGlTAHbu3MkzzzxTorglRMl7QOz68Ue++MUvuHj16sixL2rUoOY339AoOdm/wERERCRw7r///shDpSeffDIbN24sXkUJCfD3v0P4/TIcPAg9esCqVVSsWJHU1NRI0WeeeYbt27eXMHJR8h4AP/373/x0xhm0z9PhP27ShJY//EDN8DdaERERkaKqUqUKTz/9NLNnz2blypW0yE2+iyMpCd59F+rWDe1nZoam0/z0E71796Zly5YA7Nq1iyeffNKD6GObkvcAqJCQQLU8SzAtuegifvn99yScdJKPUYmIiEiQ9erViwEDBhAfH1/yypo0gbffhvBcejZsgCuvpMK+fYwePTpSbMqUKfz3v/8teXsxTMl7ANRp3Zr9r77KNjOW3XoryR99hMXpfzoREREpQ9q2hXnzoEKF0H5aGvTqxbU9etC6dWsA9u7dy4QJE3wMMvhiLgM0s0Qzq29m9YGKOTk5fodUJM169CDhxx/prNcMi4iISBQ451i5cmXJKuneHfK+lCkujrjsbMaMGRM59Pzzz7Np06aStRPDYi55Bx4ENoW3Vlu3bvU5nPxysrNZ0rEjn+VZXilXYvjBEhEREREvLVq0iE6dOtGuXTvWr19fsspuvx1GjIDf/jb0MGvVqlx11VW0b98egP379zNu3DgPoo5N5sIv+YkVZpYIJIZ3F7Rp06bVihUr/AwpYu+2bfzn3HO5YPNmdgMbX36Zljfd5HdYIiIiUo4557j44otZtmwZAP3792fOnDklrTT0aRY5tGDBArqH14WvWLEia9asoXHjxiVrJ0DatWtHWlpamnOuXUnqibmRd+dclnNus3NuM3AorozMHc/46ivWNWnCBZs3A1AdyHjsMX+DEhERkXLPzPKNhP/xj3/km2++KWml+RJ3gK5du9L7vPMAOHToEGPHji1ZGzGqbGSuMe77+fPZf955nJPnBQlL2rblwi++8DEqERERiRUXXXQR3bp1AyAnJ4eRI0d620BODjZ4MC+vXEmX8KE5c+awdu1ab9uJAUreffbFpEnUuuoqGmZnA3AY+PD660levpwKlSr5G5yIiIjEjLyj73//+9/57LPPvKs8NRWeeoq47GzerFCB9sDhw4fzLSMpRaPk3UfL7rqLs+6/n5PD88L2AMtTUrjkr3/1NzARERGJOeeddx6/+c1vIvsPP/wwnj0befvt8ItfAFDl8GHeAZoDc+fOZdWqVd60ESOUvPvA5eSwJDmZzi+8QO7Y+pa4OH54+WU65llKSURERKQ0jR07lgrhddqXLFnC22+/7U3FDRvCe++F3sYKnAIsBOo5R2pqqjdtxAgl7z74asYMkj/8MLK/JiGBw8uWaWUZERER8VXz5s256667IvuDBw8mOzy1t8RatoR33oGqVQFoAiwA3vvrX/nyyy+9aSMGKHn3Qas772RJl9DjGsuTkqjz3Xc06NTJ56hEREREYNSoUSQmhlbVXr16Nb///e+9q/z88+HVVyE+HoBWwFvAYyNGeNdGOafk3SeXLFzIsttvp/XGjdRo1MjvcEREREQAOOWUUxg6dCgAFSpUYHN4GWvPdOsGedaR7wz0ffttln/6qbftlFPxfgcQqywujs4vvuh3GCIiIiJHue+++1i3bh2DBw/mzDPP9L6Bm26CjAy4/34A/g9Y+JvfwA8/eN9WOaORdxERERHJp2rVqsycOTM6iXuu++4j47bbANgBPLJxI//+97+j1145oeRdRERERHxxyosv8tpZZ5EMfAZaeaYIlLyLiIiIyHFlZGSwdetWbys1o8W8eXxlBsA777zj7cuhyiEl7yIiIiJSqF27djFq1ChOP/10RkRhVZizzjqLXr16RfZTU1Nh9WrQs4EFUvIuIiIiIoVavnw5Y8aMYffu3cyePZtvv/3W8zYeeeQRLDz6/tO773KoUye4806YOdPztoJOybuIiIiIFOrSSy+lS/j9NDk5OaSkpHjeRsuWLenduzcAY4CKmZmhE3fcAa+84nl7QabkXURERESOady4cZF/z5s3j7S0NM/bSElJIS4ujj7A8tyDzkGfPjB/vuftBZWSdxERERE5pg4dOtCzZ8/IfjTmvrdo0YLevXuzC+gKbKhWLXQiOxuuuw4WL/a8zSBS8i4iIiIixzV27Fji4kKp44IFC/joo488byN39H070GnPHvbXrx86ceAA/N//wT//6XmbQaPkXURERESO66yzzqJv376R/eHDh+Oc87SNM888kxtvvBGAn4A7Tj8dGjQIndyzB7p3hxhfSlLJu4iIiIgUSWpqKhUrVgTg448/5t133/W8jdzRd4A/LlvGiokToU6d0Mldu6BrV4jCnPugUPIuIiIiIkXSpEkT7rzzzsj+8OHDycnJ8bSN5s2bc9NNN0X2H549G95/H2rVCh3IzISXX/a0zSBR8i4iIiIiRTZixAiqVq0KhF7gtHHjRs/bGDlyZGT0/R//+Acf79oVSuBr1oS77oInn/S8zaBQ8i4iIiIiRVa3bl3GjBnDtGnTWL16NY0bN/a8jebNm9OnT5/IfmpqKrRpE5ouM20axMVuCmteP2gQJGa2vG3btm2XL19+/MIiIiIiUmrWrl1LixYtOHz4MABLly6lc+fORxfMyYGMDDj11FKO8MS0a9eOtLS0NOdcu5LUE7tfW0RERESkzGrWrNnRo+9HyskJTaPp2BE2bCi94Hyk5F1ERERESsQ5x6ZNmzyvd+TIkVSoUAGADz74gKVLl+YvcM89MGMG/PADXHop/Pij5zGUNUreRURERKTYPv30Uy6//HLOPfdcdu3a5WndzZo1y7e2/FGj79dcA5Uqhf69fj1cdhls3uxpDGWNkncRERERKZbs7Gx69+7N4sWL2b59O88884znbeQdfV+0aFH+N7v+6lfw2msQXnueNWvg8sth61bP4ygrlLyLiIiISLHEx8fnGw1/6qmn2LZtm6dtNG3alH79+kX2jxp9/3//D+bNg/j40P7q1aEEPiPD0zjKCiXvIiIiIlJsffr04ayzzgIgKyuLCRMmeN5G3tH3xYsX8+GHH+Yv0KMH/OlP/1tC8uuv4YorYMcOz2Pxm5J3ERERESm2ChUq8Oijj0b2n3vuOX70+MHR008/nf79+0f2C1x55vrr4Y9/BLPQ/pdfhhL4nTs9jcVvgUnezWyYmf3bzHaZWYaZvWVm5/gdl4iIiEisu/rqq+nQoQMABw4cYOzYsZ63MWLECOLDU2OWLFnCkiVLji50440we/b/Evi0tNCxciQwyTuQDEwDfglcBmQD75tZkp9BiYiIiMQ6M2PcuHGR/VmzZvH999972saRo+9jxowpuGD//qHlIwFOOQWeeMLTOPwWmOTdOdfVOTfbOfeVc24l0Bc4BbjQ59BEREREYt7ll19OcnIyEFqFptDkugRGjBiRb+77smXLCi54660wZw4sWgStWnkeh588S97N7Doze9bMloantjgze/k41/zCzGaZ2WYzO2Bm6WY2ycxqFqHJRELxl6+JTCIiIiIBZGb5psu8/PLLrF692tM2TjvttHwrzxxzek7//nBO+Zth7eXI+0jgd0Ab4Liv2DKzpsBy4GbgM+AZYB0wCPjEzGodp4rJwBfAJyWIWUREREQ80rlzZ7p27QpATk4O7733nudtDB8+nLjwqjLvvfcen376adEvTkuDK6+ErCzP4yotXibv9wPNgZOA3xah/DSgDnCvc+5q59xQ59xlhJL4M4HHCrvQzJ4GOgPXOucOlzhyEREREfHE2LFj6dGjB19++SX33nuv5/U3a9aMm266KV97RbJ8eWj99717ITz1Jog8S96dc4udc2ucc+54Zc3sdOBXQDow9YjTo4A9QF8zq1bAtc8AvYHLnHPrShy4iIiIiHimQ4cOvP7667Ru3TpqbYwYMQILryjzzjvv8Pnnnx//os8/h3btYP58qFo1arFFm18PrF4W/nzPOZeT94RzLgv4GKgKXJD3nJlNBm4klLh7O4lKRERERALhzDPP5IYbbojsF2n0/c47YeHCQCfu4F/yfmb487tCzq8JfzbPPWBmUwnNj+8N7DSzuuGt+vEaM7PlBW1AixLcg4iIiIgUwb59+zyvM+/o+5tvvsmKFSuOf1GAp8vk8it5rxH+/LmQ87nHT85z7G5CK8x8APyUZ3soGgGKiIiISMns2bOHJ554goYNG/LPf/7T07rPPvtsrrvuush+3re8lmdldZ338GuxiMyfd85ZIVvq8SpzzrUraAM09UZEREQkSgYPHszDDz/M9u3bSUlJ8bz+kSNHRv792muvsXLlSs/bKGv8St5zR9ZrFHL+pCPKiYiIiEjAPPDAA5GXKi1atIjFixd7Wn/r1q25+uqrI/uxMPruV/L+bfizeSHnzwh/FjYnXkRERETKuGbNmjFgwIDIfkpKCkVYmPCE5B3RnzdvHt98842n9Zc1fiXvuV+7fmVm+WIws0TgQmAfcAKr7ouIiIhIWZOSkkLFihUB+Pjjjz1/cVPbtm258sorAXDO8dhjhb4qqFzwJXl3zn0PvAc0Ae454vRooBrwB+fcHq/bNrNEM6tvZvWBijk5Oce9RkRERESKp3Hjxtx+++2R/ZEjR0Z19P0vf/kL33777TFKB5tnybuZXW1mc8xsDjA0fLhT7jEze/KIS+4G/gtMMbPXzWy8mS0i9KbW74ARXsV2hAeBTeGt1datW6PUjIiIiIgADB8+nISEBAA+//xz3nrrLU/r79ixI926dQMgJyeHcePGeVp/WeLlyHsboH946xo+dnqeY9flLRwefW8PzAHOJ5RUNwWmAJ2cc9s9jC2vp4AG4W3lqaeeGqVmRERERASgQYMG3H333ZH9lJQUvJ798Mgjj0T+PXfuXL7//ntP6y8rPEvenXOpx1jO0ZxzTQq4ZqNz7mbnXD3nXCXnXGPn3CDn3A6v4iqgzSzn3Gbn3GbgUFxcWV0tU0RERKT8GDp0KFXDbzf9z3/+w6uvvupp/Z06daJLly4AHD58mPHjx3taf1mhzFVEREREoq5OnTrce++9kf3nn3/e8zbyjr6/9NJLpKene96G35S8i4iIiEipeOihh2jatCkTJ05k/vz5ntd/0UUXkZycDEB2djYTJkzwvA2/KXkXERERkVJRq1YtvvvuOx566KHIFBqv5R19nzVrFhs3boxKO36JueRdS0WKiIiI+CfazxsmJyfTuXNnAA4dOsTjjz8e1fZKW8wl72ipSBEREZEyxct1380s3+j7jBkz2LRpk2f1+y0Wk3ctFSkiIiJSBnzxxRdcddVVTJ8+3dN6u3TpwgUXXADAwYMHmThxoqf1+ynmknctFSkiIiLivzfffJPzzjuPt956i0cffZR9+/Z5VveRo+8vvPACW7Zs8ax+PylzFREREZFS16VLF+rWrQvA5s2bmTFjhqf1d+vWjfbt2wOwf/9+nnzySU/r94t5OccoaMxsedu2bdsuX778uGVzcnLYsWMHWVlZHDhwwNO5WSJeMTMSEhJITEwkKSkp6g8FiYiIlMSUKVMYNGgQAHXr1mXdunVUqVLFs/rfeustrrrqKgCqVq1Keno6p5xyimf1n4h27dqRlpaW5pxrV5J69Ju9CHJycti4cSMZGRns379fibuUWc459u/fT0ZGBhs3bvT81dMiIiJeuuOOO6hfvz4AW7Zs4cUXX/S0/iuvvJJzzz0XgL179zJp0iRP6/eDRt6LMPK+bds2MjIyiI+Pp27dulSrVk0jmlIm5eTksGfPHrZs2UJ2djannHIKtWvX9jssERGRQj333HMMHDgQiM7o+9/+9jeuv/56ABITE9mwYQM1a9b0rP6i0sh7MRVnnfesrCwg1KESExOVuEuZFRcXR2JiYmQOYW7fFRERKatuu+02GjRoAIRG31944QVP6+/ZsyctW7YEQr8Xp0yZ4mn9pS0Ws9ATXuf9wIEDAFSrVi2qgYl4Jbev5vZdERGRsqpy5coMGzYssj9hwgT27t3rWf1xcXGMGDEisj958mR27drlWf2lLRaT9xNe5z13apFG3CUozAzw9qUXIiIi0ZJ39H3r1q2er/veq1cvmjVrBsDOnTuZNm2ap/WXppjLRrXOu8SC3ORdREQkCBISEhg+fHhk//HHH2f//v2e1R8fH59vdP+pp55iz549ntVfmpS5ioiIiIjvbr31Vho2bMgVV1zBa6+9RuXKlT2tv0+fPjRq1Ii6desybNiwwM6oiPc7ABERERGRhIQE0tLSorZKWqVKlXj77bdp1qyZ518MSlMwv3KIb9LT0zEzBgwYEDk2YMAAzIz09HTf4hIREZHgi/byxuecc06gE3dQ8i4iIiIiEhhK3qXExo8fz6pVqyJPiYuIiIiU1IEDB3j++ef5/e9/73coZUrMzXk3s0QgMbxbpJc0ybHVq1ePevXq+R2GiIiIlBOrVq2ia9eubNy4kVNOOYUbbrhB79sJi8WR9xN+SZMcW0Fz3vPOjU9PT+eGG26gdu3aVK5cmfbt2zN//vxC6/vzn//MpZdeSs2aNalcuTItW7bk0UcfLfCFQ6+//jp9+vShefPmVKtWjerVq9OuXTumTJlCQV/McmNdt24dzz77LK1bt6ZKlSokJyd78aMQERERDzRt2jSyGkxGRgZTp071OaKyIxaT9xN+SZMU34YNG+jYsSPp6en07duXXr168dVXX9GjRw8WL158VPlbb72VG2+8kbVr19KzZ0/uuecekpKSSElJoVu3bmRnZ+crP3ToUNLS0jj//PMZOHAgffv2Zffu3QwaNIj+/fsXGtegQYNISUmhVatWDBo0iAsvvNDzexcREZHiqVSpUr63ok6cOJHdu3f7GFHZEXAwafAAABmoSURBVHPTZpxzWUAWgJnpJU1RtmTJElJTUxk1alTk2I033ki3bt2YOHEil156aeT4nDlzmDVrFtdccw1z586lSpUqkXOpqamMHj2aqVOnMmjQoMjxt99+m6ZNm+ZrMycnh5tvvpk//OEP/O53v+P8888/Kq60tDRWrFjBaaed5uXtioiIiEf69+/PY489xoYNG9i2bRtTp07l4Ycf9jss3ylz9YCZBWYrbY0bN2bkyJH5jnXt2pVGjRrx2Wef5Ts+efJk4uPjmTVrVr7EHSAlJYVatWoxd+7cfMePTNwB4uLiIgn+woULC4xryJAhStxFRETKsEqVKuXLITT6HhJzI+9Sutq0aUOFChWOOt6wYUM++eSTyP7evXv58ssvqV27NpMmTSqwroSEBFatWpXv2Pbt25k4cSLvvPMO69atO+pVx5s2bSqwro4dO57orYiIiEgpyx19T09PZ/v27Tz33HMMHTrU77B8peRdourkk08u8Hh8fHy+B0p37tyJc46MjAxGjx5dpLozMzPp0KED69evp2PHjvTr14+kpCTi4+PJzMxk8uTJBT7kClC3bt0TvxkREREpVRUrVmTkyJHcdtttADz55JPcc889JCYmHufK8kvTZjzgnAvMVlbVqFEDgPPOO6/I9zBz5kzWr1/PqFGj+Ne//sW0adN49NFHSU1NpVevXsdsz48pRCIiInLi+vXrF5nqmjv6HsuUvEuZUL16dc4++2y+/vprduzYUaRr1q5dC8C111571LkPP/zQ0/hERETEH7mj77mefPJJsrKyfIzIX0repcx44IEHOHjwILfccguZmZlHnd+5cydpaWmR/SZNmgChFW3yWrFiBePHj49mqCIiIlKK+vbty+mnn85JJ53EwIED/Q7HV5rzLmXGLbfcwvLly5k2bRpNmzaNrEqzY8cO1q9fz0cffcTNN9/M9OnTgdCf0SZOnMh9993H4sWLOeOMM1izZg3z58+nZ8+evPLKKz7fkYiIiHihYsWKzJs3j9NOO42aNWv6HY6vYi55N7NEIPcph4oFvYVT/DN16lS6d+/O9OnTef/998nMzCQpKYlGjRoxePBg+vTpEylbv359li5dytChQ1m2bBkLFy6kRYsWTJs2jS5duih5FxERKUfatm3rdwhlgpXlhxijwcxSgcgbg+rVq8fmzZuPeU3u8oQtW7aMZmginlK/FRERKTvatWtHWlpamnOuXUnqicU5708BDcLbylNPPdXncERERETkRK1du5Z3333X7zBKXcwl7865LOfcZufcZuBQXFzM/QhEREREAmv79u3069ePM888k/79+7N3716/QypVylxFREREJDASExP58MMPycnJISMjgxdeeMHvkEqVkncRERERCYxKlSoxbNiwyP4TTzzBvn37fIyodCl5FxEREZFAufnmm2nQoAEAW7ZsYcaMGT5HVHqUvIuIiIhIoCQkJDB06NDI/uOPP87+/ft9jKj0KHkXERERkcC57bbbqFevHgCbN29m1qxZPkdUOpS8i4iIiEjgVK5cmSFDhkT2x48fz4EDB3yMqHQoeRcRERGRQLrjjjuoU6cOAD/++CMvvfSSzxFFn5J3EREREQmkqlWrMnjw4Mj+uHHjOHTokI8RRZ+SdxEREREJrLvuuovatWsDULduXbZs2eJzRNEV73cApc3MEoHE8G7FnJwcP8MRERERkRKoXr06U6ZMoVatWlxxxRWYmd8hRVXMJe/Ag8Co3J2tW7f6GIqIiIiIlFTv3r39DqHUxOK0maeABuFt5amnnupzOBJN6enpmBkDBgzId3zAgAGYGenp6b7EJSIiIlIcMZe8O+eynHObnXObgUNxcTH3IxAREREp1w4fPswPP/zgdxhRocxVYtL48eNZtWpV5NXKIiIiEnzZ2dm8/PLLnH322XTr1o3y+GxjLM55F6FevXqRt7KJiIhI+ZCVlcXdd99NVlYWAK+++irXX3+9z1F5SyPvckLyziFPT0/nhhtuoHbt2lSuXJn27dszf/78o645cOAAEyZMoHXr1lStWpWTTjqJiy66iL/+9a+e1F8cBc15L0nbf/7zn7n00kupWbMmlStXpmXLljz66KMFvunt9ddfp0+fPjRv3pxq1apRvXp12rVrx5QpUwocIciNdd26dTz77LO0bt2aKlWqkJyc7MWPQkREpNyoWbMmAwcOjOyPHTu23I2+K3mXYtmwYQMdO3YkPT2dvn370qtXL7766it69OjB4sWLI+UOHjxI165dGTZsGIcOHeKee+6hb9++fPfdd/Tq1Yvhw4eXqH4/7y3Xrbfeyo033sjatWvp2bMn99xzD0lJSaSkpNCtWzeys7PzlR86dChpaWmcf/75DBw4kL59+7J7924GDRpE//79C41r0KBBpKSk0KpVKwYNGsSFF17o+b2LiIgE3f3330+1atUAWLlyJW+88YbPEXnMORezG7C8bdu27ni++eYb98033xy3XCxYv369AxzgUlNT851bsGCBA1z37t0jx8aNGxc5dujQocjxrVu3usaNGzvAffzxx8Wuv6jx9u/fP9/x/v37O8CtX7++RG3Pnj3bAe6aa65xe/fuzXdu1KhRDnCTJk3Kd3zt2rVHxXn48GHXr18/B7hPP/20wFjr16/v1q1bV9RbV78VEZGYNWTIkMjv9DZt2ricnBy/Q3Jt27Z1wHJXwvxVI+9eMAvO5pHGjRszcuTIfMe6du1Ko0aN+OyzzyLHZs2ahZnx9NNPEx//v0cs6tSpQ0pKCgAzZ84sdv3RcCJtT548mfj4eGbNmkWVKlXynUtJSaFWrVrMnTs33/GmTZse1WZcXByDBg0CYOHChQXGNWTIEE477bQTvh8REZFY8+CDD0Z+L3/xxReeTbstC/TAqhRLmzZtqFChwlHHGzZsyCeffAKEHhpZu3YtDRo0oEWLFkeVveyyywBYsWJFseqH0Dz1OXPmHFUuNTW1qLdS7Lb37t3Ll19+Se3atZk0aVKBdSUkJLBq1ap8x7Zv387EiRN55513WLduHXv27Ml3ftOmTQXW1bFjxxO9FRERkZhUp04dfvvb3/L0008DMGbMGK688spy8fZVJe9SLCeffHKBx+Pj4yMPhvz8888Aha7qkns8MzOzWPVDKHkfPXr0UeVKkrwXte2dO3finCMjI6PAGAqSmZlJhw4dWL9+PR07dqRfv34kJSURHx9PZmYmkydPLvAhV4C6deue+M2IiIjEqIceeohp06axf/9+Pv/8cxYsWED37t39DqvElLx7ITR/Xo5Qo0YNALZs2VLg+Z9++ilfueJITk7OfX6h1OXGfd5555GWllaka2bOnMn69esZNWrUUV8wPvnkEyZPnlzoteVhtEBERKS01KtXjzvuuIMpU6YAoZVnunXrFvjfp5rzLlGTmJhI06ZN2bRpE2vWrDnqfO7KLW3bti3t0DxRvXp1zj77bL7++mt27NhRpGvWrl0LwLXXXnvUuQ8//NDT+ERERGLdkCFDqFSpEgBpaWmR38NBpuRdouqWW27BOcfgwYM5fPhw5Pi2bdsYO3ZspExQPfDAAxw8eJBbbrmlwOk/O3fuzDcq36RJEwCWLFmSr9yKFSsYP358NEMVERGJOQ0aNGDgwIE88MADrF+/njPOOMPvkEpM02Ykqh566CHeffdd3njjDc4991x+/etfs3fvXubNm8d///tfhgwZQufOnf0Os9huueUWli9fzrRp02jatGlkVZodO3awfv16PvroI26++WamT58OQL9+/Zg4cSL33Xcfixcv5owzzmDNmjXMnz+fnj178sorr/h8RyIiIuXLk08+6XcInlLyLlFVqVIl/vGPf/D000/zpz/9iWeffZb4+HjOPfdcJk2aRO/evf0OscSmTp1K9+7dmT59Ou+//z6ZmZkkJSXRqFEjBg8eTJ8+fSJl69evz9KlSxk6dCjLli1j4cKFtGjRgmnTptGlSxcl7yIiInJM5tfDfn4xs0QgMby7oE2bNq0KWqowr9yl/lq2bBnd4EQ8pH4rIiJSMOdcqT+42q5dO9LS0tKcc+1KUk8sznl/ENgU3lpt3brV53BEREREpDRs3LiR2bNn88UXX/gdSrHF4rSZp4AXw/9ecOqpp7byMxgRERERib7t27fz7bffMmDAgEAvFxlzybtzLgvIAjCzQ3FxsfjHBxEREZHYUqtWLbp06eJ3GCWmzFVEREREJCCUvIuIiIiIBISSdxERERGRgFDyLlIOxdoSsCIiIrFCyXsR5D6RnJOT43MkIkWTm7wH+Wl6EREROZqS9yJISEgAYM+ePT5HIlI0uX01t++KiIhI+aDkvQgSE0MvZN2yZQtZWVnk5ORoWoKUOc45cnJyyMrKYsuWLcD/+q6IiIiUDzG3zntxJCUlsWfPHvbu3cuPP/7odzgiRVK1alWSkpL8DkNEREQ8pOS9COLi4mjYsCE7duwgKyuLAwcOaORdyiQzIyEhgcTERJKSktBLyERERMoXJe9FFBcXR+3ataldu7bfoYiIiIhIjNKwnIiIiIhIQCh5FxEREREJCCXvIiIiIiIBoeRdRERERCQglLyLiIiIiASEkncRERERkYBQ8i4iIiIiEhAWyy8bMrPtVapUSWrZsqXfoYiIiIhIObZq1Sr27du3wzlXqyT1xHryvh44CUgv4HQccCqwFcgppIrjlTnW+Rbhz9UnFLS/ivIzKYttlaSuE722qOXVvwpWWn1M/Uv9S/2r+OXVvwoWa78jo9W/ilI2qP2rCbDLOXdaiWpxzmkrYAPqAw6oX9wyxzoPLAeW+32fXv9MymJbJanrRK8tann1L3/7mPqX+ldQ2lH/Cs4Wa78jo9W/Stp/ymv/yrtpzruIiIiISEAoeRcRERERCQgl74XLAkaHP4tbpih1BElp3o+XbZWkrhO9tqjl1b8KVlr3pP6l/hWUdtS/giPWfkdGq38VpWws9q+ImH5g1U9mthzAOdfO71ik/FH/kmhS/5JoUv+SaCoP/Usj7yIiIiIiAaGRdxERERGRgNDIu4iIiIhIQCh5FxEREREJCCXvIiIiIiIBoeRdRERERCQglLyLiIiIiASEkncRERERkYBQ8l4OmNlwM3Nm9pzfsUj5YGb3mNl/zGxXePvEzP6f33FJ+WBmw8zs3+G+lWFmb5nZOX7HJeWHmV1sZm+a2abw78cBfsckwWNmd5vZejPbb2bLzewiv2MCJe+BZ2YXALcD//E7FilXfgQeBtoC7YFFwOtm1trXqKS8SAamAb8ELgOygffNLMnPoKRcqQ58BQwC9vkciwSQmfUCJgPjgPOAfwLvmlkjXwNDL2kKNDOrAaQRSt4fAb5yzv3O36ikvDKzHcAw59wLfsci5YuZVQd+Bq52zr3ldzxSvpjZbuB3zrk5fsciwWFm/wL+45y7Pc+xNcDfnHPD/ItMI+9FZmbXmdmzZrY0/KdeZ2YvH+eaX5jZLDPbbGYHzCzdzCaZWU2PwnqRUCda5FF94pMy2r9y26lgZjcQGsn6p5d1S+koy/0rLJHQ76OdUahbSkEA+piUM9Hsc2ZWCWgHvHdEFe8R+ouhr+L9DiBARgLnArsJTSlocazCZtaUUKJTB3gDWA10JPQnvG5mdqFzbntxgzGz24FmQN/i1iFlSpnqX+E2WgGfAJXDcV3jnFtZkjrFN2Wufx1hMvAFof4mwVTW+5iUP9Hsc7WBCsDWI6rZCnTx6gaKzTmnrQgbcClwBmCE5ms64OVjlF8YLjPwiONPh49PP+L4o+Hjx9qSw2XPBDKAFnmuXwI85/fPSVvw+1eeayoR+oLYHhgPbAPO8ftnpa189K8j6twMnO73z0lbue1ju4EBfv+MtAWnzwH1w8cuOqLsKGC13/euOe/FYGbJwGJgrnOuTwHnTwe+B9KBps65nDznEoGfCHW2Os65PeHjtQl90zuWH5xze8NPzc8GDuc5V4FQR8sBqjnnDhTr5sR3fvevY8T1PrDBOXfrCd2QlCllqX+Z2TPADcClzrnVxb0nKVvKUh8LX6s57+Wc130uPG1mL9DbOTcvT9mphAaxLoni7RyXps1Ex2Xhz/fydhAA51yWmX0M/Aq4APggfHwboZHNongd+PyIY7OBNYSeij5YzLglGKLdvwoTBySUsA4p+0qlf5nZZEKJe7IS95jj1/+HSew6oT7nnDtoZsuBK4B5eYpfAbxaGgEfix5YjY4zw5/fFXJ+TfizeXEqd85lOue+yrsBe4Ad4X39OaV8i2r/AjCzCWZ2kZk1MbNWZjae0J8l5xa3TgmM0uhfU4Gbgd7ATjOrG96qF7dOCZTS6GPVzayNmbUhlOs0Cu/7vsyf+KI4fe5pYICZ3WZmLcMDDvWB6VGKscg08h4dNcKfPxdyPvf4yaUQi5Q/pdG/6gIvhz9/JvQege7OuYUlqFOCoTT6193hzw+OOD4aSC1BvRIMpdHH2hOaRpFrdHh7CRhQgnolmE64zznnXjGzWoQejK1H6L0Bv3bObYhalEWk5N0fFv70bITcOZfsVV0SeCXuX865Ad6EIuWQF/3Ljl9KYpgXfWxJnnpEjqfAPuecm0bohXJliqbNREfuN7gahZw/6YhyIidC/UuiSf1Lok19TEpbuepzSt6j49vwZ2Hz9c4IfxY290rkWNS/JJrUvyTa1MektJWrPqfkPTpy59n9yszy/YzDSxJdCOwDPi3twKRcUP+SaFL/kmhTH5PSVq76nJL3KHDOfU/oFbpNgHuOOD0aqAb8IXf9WpETof4l0aT+JdGmPialrbz1Ob2kqYjM7Grg6vBuXaArsA5YGj62zTn3UJ7yR76GdxVwPqE3gn0H/NLp1c8Spv4l0aT+JdGmPialLZb7nJL3IjKzVEKvxS3MBudckyOuaQiMAboBtQi9wet1YLRzbkd0IpUgUv+SaFL/kmhTH5PSFst9Tsm7iIiIiEhAaM67iIiIiEhAKHkXEREREQkIJe8iIiIiIgGh5F1EREREJCCUvIuIiIiIBISSdxERERGRgFDyLiIiIiISEEreRUREREQCQsm7iIiIiEhAKHkXEREREQkIJe8iIiIiIgGh5F1EREREJCCUvIuIlGFm1sTMnJnN8aCuJWbmPAhLRER8ouRdRKScMrPB4cS/bRTqTg3X7czspWOUuyRPuXSv4xARiTVK3kVEyq9rgB+cc2lRbCMbuN7MTi7k/O3hMiIi4gEl7yIi5ZCZ1QMuAP4e5abmA1WAmwqIoSZwLfBWlGMQEYkZSt5FRALIzOLMbEp4OsprZlb5iCJXA0YBybuZxZvZcDNbY2YHzGyjmT1uZpWKEcoC4EdCI+xH6gtUBmYUcg/J4fhTzayTmb1vZj+bWZaZLTSz9oVcV8HM7jKzj8Pl95nZWjObaWZnFOMeREQCQ8m7iEjAhBP1vwIDganAdc65/UcUuwbIAJYVUMWfwtcuBZ4H9gFDgBeKEc5hYBZwbgHJ9u1AOvD+ceo4H1gCHCB0P+8ClwNLzeyivAXDXzAWhONuGL6XKcByQvd8YTHuQUQkMOL9DkBERIrOzJKANwglqUOdc48XUOZkIBn4g3PucAHVNAXOds7tCJcfAXwJ9DOzYc65LScY1u+BkYSS9c/DdV4AnBM+frwVbroBA51zz+W5hx7A68AsMzvTOZcTPpUKdCE0Fed659yBPNckACedYOwiIoGikXcRkYAws8bAx4RGqvsWlLiHXQlUpPD57g/nJu4Azrk9wFxCvxMKnKpyLM65H4D3gN5mVi18+HZCo/Kzi1DFWmDaEXW+AXwINAMugtB0GeBuQn8puCtv4h6+5oBzLuNE4xcRCRIl7yIiwXAm8AlQH+junJt7jLI9gSwKn67yeQHHNoY/axYzvhlAInCDmZ0E9ALeds5tLsK1S/OMrOe1JPx5XvizBVAD+E8R6xURKXc0bUZEJBiaA0nAF0ChSz+aWRWgK/DWkSPTuZxzmQUczl3OsUIx43sT2ALcRmjUvxqFPKhagK2FHM+dvlMj/Jm7HOWm4gQoIlIeaORdRCQY3gKGA22AD8ysdiHlugJVif4Skfk457KBOYSWpxxBaAWad4t4+amFHK8b/vw5/Jn7paNBMUIUESkXlLyLiASEc248cD+haSSLzaygpPcaQqu2vFOasYXNJPRw6i+AWYU8LFuQzmZW0O+j5PDnivDnakIJfGszq1+SQEVEgkrJu4hIgDjnJgG/Bc4GPsybxJpZPKGHVT9wzmX5ENv3hFaOuYbQ8o1FdQahB1EjwqvNXELoYdal4foPE3qwtQowPby6TN5rKpnZKcW+ARGRANCcdxGRgHHOTTez/YSWaPzIzC4Lr/iSTGhe/Gs+xvZeMS5bADxlZt0JLVnZjNBDt/uBW494mHU0odV2/g/4zszmE3o4tyHwK2Awoek7IiLlkkbeRUQCyDk3B+gDNCaUwJ9OaMQ7h9DDo0HyL0JfPBKA3wHdgUXAxc65j/IWdM4dJLwuPKEHXfuH/92R0Dz/gl5KJSJSbphzx3t3hoiIlHVmZoSWe/zeOXeJ3/EUhZklA4uB0c65VH+jEREJBo28i4iUDx0JrcJSqqvMiIhI6dKcdxGRcsA59y/A/I5DRESiSyPvIiIiIiIBoTnvIiIiIiIBoZF3EREREZGAUPIuIiIiIhIQSt5FRERERAJCybuIiIiISEAoeRcRERERCQgl7yIiIiIiAaHkXUREREQkIJS8i4iIiIgEhJJ3EREREZGAUPIuIiIiIhIQSt5FRERERAJCybuIiIiISEAoeRcRERERCYj/D0OMm7ESiUxsAAAAAElFTkSuQmCC\n", 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\n", "text/plain": [ - "" + "" ] }, "metadata": { @@ -382,8 +382,9 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "You can view the parameters (as used by fortran CAMB) by just printing the parameter object.\n", - "See the [docs](https://camb.readthedocs.io/en/devel/model.html) for parameter and structure descriptions" + "---\n", + "You can view the parameters (as used by fortran CAMB internals) by just printing the parameter object.\n", + "See the [docs](https://camb.readthedocs.io/en/latest/model.html) for parameter and structure descriptions" ] }, { @@ -399,7 +400,7 @@ "text": [ "class: \n", " WantCls = True\n", - " WantTransfer = False\n", + " WantTransfer = True\n", " WantScalars = True\n", " WantTensors = False\n", " WantVectors = False\n", @@ -408,47 +409,47 @@ " Want_CMB = True\n", " Want_CMB_lensing = True\n", " DoLensing = True\n", - " NonLinear = NonLinear_lens\n", + " NonLinear = NonLinear_both\n", " Transfer: \n", - " high_precision = False\n", + " high_precision = True\n", " accurate_massive_neutrinos = False\n", - " kmax = 0.9\n", + " kmax = 1.3464234\n", " k_per_logint = 0\n", " PK_num_redshifts = 1\n", " PK_redshifts = [0.0]\n", " want_zstar = False\n", " want_zdrag = False\n", " min_l = 2\n", - " max_l = 2150\n", + " max_l = 2700\n", " max_l_tensor = 600\n", " max_eta_k = 18000.0\n", " max_eta_k_tensor = 1200.0\n", - " ombh2 = 0.022\n", - " omch2 = 0.122\n", + " ombh2 = 0.0223828\n", + " omch2 = 0.1201075\n", " omk = 0.0\n", - " omnuh2 = 0.0006451383989381787\n", - " H0 = 67.5\n", + " omnuh2 = 0.0006451439\n", + " H0 = 67.32117\n", " TCMB = 2.7255\n", - " YHe = 0.2452238297943335\n", - " num_nu_massless = 2.030666666666667\n", + " YHe = 0.2454006\n", + " num_nu_massless = 2.046\n", " num_nu_massive = 1\n", " nu_mass_eigenstates = 1\n", - " share_delta_neff = False\n", - " nu_mass_degeneracies = [1.0153333333333332]\n", + " share_delta_neff = True\n", + " nu_mass_degeneracies = [0.0]\n", " nu_mass_fractions = [1.0]\n", " nu_mass_numbers = [1]\n", " InitPower: \n", - " tensor_parameterization = tensor_param_rpivot\n", - " ns = 0.965\n", + " tensor_parameterization = tensor_param_indeptilt\n", + " ns = 0.9660499\n", " nrun = 0.0\n", " nrunrun = 0.0\n", - " nt = -0.0\n", - " ntrun = -0.0\n", + " nt = 0.0\n", + " ntrun = 0.0\n", " r = 0.0\n", " pivot_scalar = 0.05\n", " pivot_tensor = 0.05\n", - " As = 2e-09\n", - " At = 1.0\n", + " As = 2.100549e-09\n", + " At = 0.0\n", " Recomb: \n", " min_a_evolve_Tm = 0.0011098779505118728\n", " RECFAST_fudge = 1.125\n", @@ -463,26 +464,26 @@ " wGauss2 = 0.33\n", " Reion: \n", " Reionization = True\n", - " use_optical_depth = False\n", + " use_optical_depth = True\n", " redshift = 10.0\n", - " optical_depth = 0.0\n", + " optical_depth = 0.05430842\n", " delta_redshift = 0.5\n", " fraction = -1.0\n", " include_helium_fullreion = True\n", " helium_redshift = 3.5\n", - " helium_delta_redshift = 0.4\n", - " helium_redshiftstart = 5.5\n", + " helium_delta_redshift = 0.5\n", + " helium_redshiftstart = 6.0\n", " tau_solve_accuracy_boost = 1.0\n", " timestep_boost = 1.0\n", " max_redshift = 50.0\n", - " DarkEnergy: \n", - " w = -0.6\n", + " DarkEnergy: \n", + " w = -1.0\n", " wa = 0.0\n", " cs2 = 1.0\n", " use_tabulated_w = False\n", " NonLinearModel: \n", " Min_kh_nonlinear = 0.005\n", - " halofit_version = takahashi\n", + " halofit_version = mead\n", " Accuracy: \n", " AccuracyBoost = 1.0\n", " lSampleBoost = 1.0\n", @@ -528,7 +529,7 @@ " InitialConditionVector = []\n", " OutputNormalization = 1\n", " Alens = 1.0\n", - " MassiveNuMethod = Nu_best\n", + " MassiveNuMethod = Nu_trunc\n", " DoLateRadTruncation = True\n", " Evolve_baryon_cs = False\n", " Evolve_delta_xe = False\n", @@ -536,6 +537,7 @@ " Do21cm = False\n", " transfer_21cm_cl = False\n", " Log_lvalues = False\n", + " use_cl_spline_template = True\n", " SourceWindows = []\n", " CustomSources: \n", " num_custom_sources = 0\n", @@ -546,6 +548,11 @@ } ], "source": [ + "# parameters can also be read from text .ini files, for example this sets up a best-fit \n", + "# Planck 2018 LCDM cosmology (base_plikHM_TTTEEE_lowl_lowE_lensing). \n", + "# [Use planck_2018_acc.ini if you need high-ell and/or accurate BB and CMB lensng spectra at beyond-Planck accuracy]\n", + "\n", + "pars=camb.read_ini(os.path.join(camb_path,'inifiles','planck_2018.ini'))\n", "print(pars)" ] }, @@ -580,7 +587,7 @@ "data": { "image/png": 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\n", 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\n", 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cVUM9Y+rQlsGWLl2kaoPZnVutRsK5idOQtjvnfos3Dg14A10PhnKux5F87oopdb8M5r1aq1rPyZDvm5lNA27G+0L3DuAkvEHg93XOTXfOTSfXLeBQvpdlP7v9IpilWGSaV68NO+f+CzgS+E/gt3hdQR2NN87U383sQxGrjYRzX+z8Vdv+bLDp1WY2Dm8sn6bA/JV4x+9U/0ct2ayoFc657kA99TrfVR/HKs97OaKOey37O1T34XB+rx1sDbuf/fvil/7L9wcW/Qtelvazzrkng+vU8X281nM+5P+X1Pm+zQbJXgdMBb4SlYEmIiJSLgWjREREKrMMb+BegHdWsX72F5aHxBUws7HkxqYail/hDpZi3Z5kfwEd3r/sh/6xRNs7Zn49jORzMxzanv1F+qGDUHcpw2H/a1XN/TKcDcU5ya5T7NhV043e2/C6nvw78H7n3ArnXDJUZv/C1QZddtySYxuwbfxMyK87587CGyfudLwsoBbgBjPbzy863O7HSu+tmtrvnHsWLzjfBpxMLti01F+exhs3al+8bI2oLvqgwec7q4LzHlbpca9lf7M/hog9Z0Ogkf+/DKbhcj9nM5/ebWbZAM+/hpYFNfp9vJbjVvO1VMN9G5bNQBwHPAH8uMz1REREIikYJSIiUgHn3AbgN/7LT5jZXuWsF+jSL/vLzSPM7MCY4qfifVgMlq+H7C8Zh+oXxKeVsSy8f9lBuw+KWe/VJbZZyz428twUU84+DYe2Z7cb/rJnKAyH/a9VNffLcDYU5yS7zuwi78XFjmuc7PvPUzFjkBiBrqLqqNS9nh275CgzO24Qtl82v5vOpcDZePf8BLzMAxh+92Ol91Y92v/HQP1RwaaHSiyHYXS+s0qc97BKj3st+7vcf5xV5JxFqef/RbX+/zJcDZf7+bd4XdrtDbzDzA4Cst0C/yyifKPex7NqOW51vZYqvG/DerLVAJc651yxwiIiIqUoGCUiIlK5LwL9eB8Sf+r/sjGWmb0Xr591gMV43WW0Ap+NKNsMfMl/+UfnXHu4TA12+4/7FC1VP+8zs4IsGTM7ldwA5HeFFmcH7n5XxHpjgE+W2GYt+9jIc1NMOfvU0Lab2evJBaMaETAZrueuEtXcL8PZUJyTbPdDY8gNRB/cRhtet0SV2uU/Hh8zNuBHgMOqqLeUUvf678llIF7nH8NIZrZvvRrlH8c4CXK/4s9mKwy3+7HSe6se7c8Gls4GTgSec85tilh+PvBKvGP4cKiOhpzvQJ2VnvewSo97Lfv7e7yxeZqBbxVpd1g9/y+q9f+X4WpY3M9+VtPd/st/9ScDHnfOPR+xSqPex7NqOW5VX0t1uG/DsplR9znn/lS0pIiISBkUjBIREamQc24l3mDIDngH8Bcz+6CZTc6WMbO9zexcM1uC11f9JH/dbuAav9ilZnaFmU301zkQ79edb8D7te4X69z0v/mP5/oDqg+2BPCAmZ0CYGZNZvbP5L5MeNA590honTv9x4+Y2YXZrlj8X0n/htJdblW9jw0+N8WU3KdGtd3MxpnZOeR+ldwD/LBe9ZdrGJ+7SlRzvwxbQ3FOnHM9wDf9l182s8v9MXows5nAL4CDq6j6d3jv78cD3zGzffw69zKzzwLXkxt0vp6K3uv+l7Gf8Nt2JrDYzF6b/aLVzFrMbI6ZfR1YU8d2/a+Z3WpmbzWzSdmZ/jG+Da8rqV78bKBheD9WdG/Vqf3ZzKcT8QIk4aynJ4BuchkOK51zu4MFGni+syo67xEqPe5V76+/bjbw/K9mdqeZHR1o8wwz+4iZfSfUxnr+X1Tr/y/D0jC7n7Pd8Z0NXBiaF9ao93Gg5uNWy7VU6307wL/3sn9jpwfmv8rM3m9mraXqEBERKeCc06RJkyZNmjRVMQHn4I1x4AJTJ94vIYPz1gGnBtZrxvtAmF2eArbjfSB1eL9a/I+Yba7zy8wt0q5svTND84/Gy+hyeN10vOzX93AV21jql7mgSBsvArYEjktPoG3PAzMi1m3F624nWy6J9+tWh/elwbuyy2LaVXIfS7S9qnNTy3kp4zor97xVfV2V2P5Cf/0E3rgc2WlroG4HdAFnV1H/Bf76S6u95gf7virVxkraWef7pdxjU+yaH7R9H8xzEijXAtwb2EYS2BF4fm5g2czQusWOy7WB9Zzf7pT/fBHwFf/5wnLrLONaKPdevzBQzuF9sbgt0L7I98hyjmnUsQod34x/fLtD5/X8oT73g3xv1fR+ipexsS2w/vsjyiwOLP92kboG7XyXOH4Vn/daj3st++uve7l/blzMdpeGytfz/6Ja/38pug0G9+9Q0boZBvdz4L56KdCOdNx15Jev6n28knYzOP9TVn0tUeV9G7Nvn/TX+bv/+E7gBLz//66t9Xxq0qRJk6Y9c1JmlIiISJWcc/cCh+JlSf0G2ID3xWgL3ofYu4H3A0c55x4KrJd2zn0YeA/el1E78QZZ3oT3S8nXOOduGIT2rsb7tfEivA+10/EGVo7rk75WL+D1Sf9Df3vNeMfl28BJLr/Lomwbk34bv+WXzeB9iF4IzAFWFdtgrfvYqHNTok1l7dMQtL0Vb7Dv7DQV79w8hXdOj3PO/aqG+msyHM9dhSq+X4a7oTgnzrkU8H+AS/GuxRTeF3y/Bk5zzt1TZb2XAxcDf8H7sroFWIn35dw7/O3UVQX3+q3AUcB/42V2pPDGUekAlgCfAWbWsWmfB/6f3641QBve9fkicCtwonPuR6E2Dqf7sZq/RTW13znnyM88CGdGhec9FLE8W9dQn++sis97SFXvabXsr3PuWrwvy2/1t9UK9OG9NywAPhUqX7f/i2r9/2U4Gy73s39fBceHWlLsb2Mj3sdD26/quNV4LdV63wJgZtPw/rbejJfBtRS4Dy9IdjPVdYErIiKCeX/PRURERERkqJnZOrwvP0933gDjIlIHurcaQ8ddZHQys/2ALud1kSsiIlKVlkY3QERERERERERERIYn59yWRrdBRERGPnXTJyIiIiIiIiIiIiIiIoNGwSgREREREREREREREREZNApGiYiIiIiIiIiIiIiIyKAx51yj2yAiIiIiIiIiIiIiIiKjlDKjREREREREREREREREZNAoGCUiIiIiIiIiIiIiIiKDRsEoERERERERERERERERGTQKRomIiIiIiIiIiIiIiMigUTBKREREREREREREREREBk1LoxsgHjNbC+wFrGtwU0REREREREREREREZOSZCex2zr2y0Q0JUzBq+Nhr3Lhxk4855pjJjW6IiIiIiIiIiIiIiIiMLM888wy9vb2NbkYkBaOGj3XHHHPM5BUrVjS6HSIiIiIiIiIiIiIiMsLMmTOHJ598cl2j2xFFY0aJiIiIiIiIiIiIiIjIoFEwSkRERERERERERERERAaNuukTqZBZ/mvnGtMOkTwj5MK0pUvzXru5cxvSDhERERERERERERk6yowSERERERERERERERGRQaNglIiIiIiIiIiIiIiIiAwaBaNERERERERERERERERk0GjMKJEKDdOheGRPN0IuTI0RJSIiIiIiIiIisudRMEpERERERERERERERGJlMhm2b99OZ2cn/f39uBHyw+iRzMwYM2YMkyZNYvLkyTQ1jeyO7hSMEhERERERERERERGRSJlMhvXr19PT09PopuxRnHP09fXR19dHd3c3Bx988IgOSCkYJSIiIiIiIiIiIiIikbZv305PTw8tLS1Mnz6dCRMmjOigyEiRyWTo7u6mvb2dnp4etm/fztSpUxvdrKrpihERERERkQJdqVSjmyAiIiIiIsNAZ2cnANOnT2fSpEkKRA2RpqYmJk2axPTp04HceRipdNWIiIiIiEieBRs2sO8jj/DOv/610U0REREREZEG6+/vB2DChAkNbsmeKXvcs+dhpFI3fSIVuumm/NcXX9yYdojkGSEX5k0bN+a9vviAAxrUEhERKeb7GzeSco77Ozr4R18fh4wd2+gmiYiIiIhIgzjnAJQR1SBmBuTOw0ilYJRIhS65JP/1MP3OX/Y0I+TCvOS55/JeKxglIjI89aTTA8+7A8+j9GcynPP007zU18dPjz2WV02cONjNExERERER2WNkg1EjnUKZIiIiIiKSJxX4xV0ikyladtH27Szavp2/9/TwPy+/PNhNExERERERkRFIwSgREREREcmTDASjkiW6gtieTA4835lKDVqbREREREREZORSN30iFfrIRxrdApEII+TC/MiMGY1ugoiIhK1eDa94BYwfPzArLzOqRDAquDw1wvswFxERERERkcFRt2CUmR0EXA2cBUwBNgH3Alc553ZUUM9k4ErgHGAG0AEsAq50zm2IKP8e4DRgNvAqYBLwE+fcB2PqnwmsLdKEO5xz58Ws+2HgY8CxQBr4CzDfOfercvZNRoebbmp0C0QijJAL86ajjmp0E0REJOi66+Dyy+GAA+DFF2HsWCA/qJQs0U1fcLmCUSIiIiIiMprdfffdLFu2jJUrV7Jq1So6Ozv5wAc+wI9//OPI8l1dXXzjG9/g7rvvZu3atYwdO5Y5c+bw6U9/mre//e1D3PrGqkswyswOAx4F9gPuA1YDrwEuA84ys9c75zrKqGeKX8+RwB+A24GjgQuBd5jZyc65NaHVvogXhOoCNvjly7EKL1gW9nRM2+YDn/a3cTPQBpwH3G9mn3DOfa/M7YqIiIiIDA/33OM9btwIjz0Gp54KKDNKREREREQkyle+8hVWrVrFxIkTOeigg1i9enVs2Z07d/LGN76Rp59+muOOO45LLrmE7u5ufvnLX/KOd7yDBQsWcOmllw5h6xurXplRN+AFoi51zn03O9PMrgU+BXwV+GgZ9VyDF4i6zjl3eaCeS4EF/nbOCq3zKbwA0Qt4GVJLymzzSufcvHIKmtkpeIGoF4FXZzO9zOxbwApgvpn9yjm3rsxti4iIiIg0Xn9/7nlg7KdUBWNGJRWMEhERERGRPcR1113HQQcdxOGHH86yZcs4/fTTY8vOmzePp59+mnPPPZc77riDlhYvHLN161Ze85rX8JnPfIa3ve1tHHHEEUPV/IZqqrUCMzsUeAuwDrg+tPjLQDdwvplNKFHPBOB8v/yXQ4u/59f/Vn97A5xzS5xzzzs3qJ98s4G0rwa7HPSDT9cDY/Cyt0RERERERo5AACouGJUo0U1fQt30iYiIiIjIHuL000/niCOOwMxKlr3H74ni6quvHghEAUybNo1Pf/rTJJNJvv/97w9aW4ebmoNRwJv8x8XOubxPqs65TuARYDzwuhL1nAyMAx7x1wvWkwEW+y/jQ42VOcDMLjGzL/iPs4qUze7joohlD4TKiIiIiIiMDMFgVCoFQMY5giElZUaJiIiIiIhUrr29HYBDDz20YFl23u9///shbVMj1aObvuxo9M/FLH8eL3PqSKDYkS2nHvx66uFMfxpgZkuBDzvnXgrMmwAcCHQ55zbV2i4zWxGzqNyxrkRERERE6iMiMyocUFJmlIiIiIiISOWmTp3Kpk2bWLt2Lccee2zesjVr1gAUHXNqtKlHMGpv/3FXzPLs/H2GqJ5SeoD/Au4F1vjzZgHz8LKufm9ms51z3UPcLhkh5szJf70iLrwoMpRGyIU554kn8l6vOOmkBrVERESAyMyocECpksyodP1aJiIiIiIiI0QZPdYNG0P5+7mzzz6bm2++mXnz5vGzn/2M5uZmADo6Orj22msB6O/vp7e3l3Hjxg1dwxqkHsGoUrKXYq2nuS71OOe2AFeGZj9kZm8BHgZeC1wELKi06jK3Pydqvp8xdWKF25QGePLJRrdAJMIIuTCf7OpqdBNERCSonMyoEp/WEuqmT0REREREpMDVV1/N4sWLueuuu3jmmWc444wz6Onp4b777mPSpEmMHz+enp6egSDVaFePMaOymUF7xyzfK1RusOupinMuBdzivzy1gnaVypwSERERERkaXV1wxx2wYUN55ROJ3HM/MyqcCZUs0U1fUt30iYiIiIiIFJg+fTqPP/44l156Kd3d3dxwww3cd999nH322fzud7+jt7eXvffem7a2tkY3dUjUIzPqWf8xbsykI/zHuLGg6l1PLbb6jxOyM5xz3Wb2MnCgmc2IGDdqKNolIiKc/HkPAAAgAElEQVQiIlLaRz4Ct98OBx8ML74Ira0Di5xzWLj/jDK66RvOmVFdqRRjmppobarHb+xERERERKQa+k1avGnTprFgwQIWLMjviG3JkiU453j1q1/doJYNvXoEo5b4j28xsybn3MBPI81sEvB6oBdYXqKe5X6515vZJOdcZ6CeJuAtoe0Nhtf5j2tC8/8AnA+cBdwaWva2QBnZA4SGvBEZHkbIhflEeGwrERGpr0ce8R7Xr4d//AMOPxyARR0d/Nuzz/KGvffm9mOPzQWlyuimr5Ixo4YyGPXIrl287amnmNTczMqTTmLaHvJrQhERERERGfluvvlmAD7wgQ80uCVDp+afEDrnXgQWAzOBj4UWX4WXZfS/zrnu7EwzO9rMjg7V0wX8yC8/L1TPx/36f+ucCweKKmJmrzWzgk+qZvYm4FP+yx+HFn/ff7zCzPYNrDMTb5/7KQxSySg1Z07+JDIsjJALc86kSXmTiIjUmZ/dBEB//8DT6zZsYGMiwZ1bt+aP31dOZlSJbvoStXTTt2YNrF1b2Tq+n2zeTGc6zcZEgvs7OqqqQ0REREREZLBkMhm6IsZPv+WWW/jZz37G7Nmz96hgVD0yowD+A3gU+I6ZnQE8A7wWOB2v+7orQuWf8R9D/YTwBWAucLmZzQYeA44B3gVsoTDYhZmdA5zjv5zuP55sZgv959ucc58JrPIN4DgzWwpkO9OfBbzJf/4l59yjwW045x41s2uBy4GnzOxuoA14HzAZ+IRzbl24bSIiIiIiQyoYXAoEo3an0wPPt0VkQwWfD1lm1KOPwhve4D1fvhxe85ry1wV6A0Gw7sD+iYiIiIiIDJZ7772Xe++9F4D29nYA/vSnP3HBBRcAMHXqVObPnw9AT08P+++/P2eeeSaH+71W/PGPf+Sxxx7jsMMO4xe/+AWtga7VR7u6BKOccy+a2UnA1Xhd2b0d2AR8B7jKObe9zHo6zOxk4Mt4AaY3Ah14WUdXOueiRmKeDXw4NO9QfwL4BxAMRv0IeDfwarwu9lqBzcCdwPecc3+MadunzewpvCyti4EM8CTwLefcr8rZPxERERGRQRXMjOrry80OBIl6soGbdBqCWU9DnRn1wAO5zuUfeKB4MGr1avj2t+HNb4b3vc9rfmBbxca1SmYyfPz559mSTPLdww/noLFjy2+jiIiIiIhIwMqVK7ntttvy5q1Zs4Y1a7wO3Q455JCBYNSYMWM477zzePjhh3nwwQcBOOyww7jqqqu4/PLLmThx4tA2vsHqlRmFc249cGGZZcMZUcFl24HL/KmcuuZR2K1fsfI/AH5QbvnQurcBt5UsKCIiIiLSCDHd9AWDRANZRMGsqMC6tWRGpcsIRvVnMqzv6+PwmCyuSJ/5DPz613DbbfCmN8G0aXntLBYw+1VHBzdt2gTAMePHc82hh8aWFRERERERKWbevHnMmzevrLKtra384AdVhSJGpZrHjBIRERERkWGinMyobOAmHIyK6aavWNZReHmpzKj+TIajH3uMIx57jAUHH1yw7Vgvvpgr9/LLQPmZUZsSiYHn7YHnIiIiIiIiMnTqlhklsqdYsSL/9Zw5jWmHSJ4RcmGu6OzMez1n0qQGtUREpI527YJx46CtrdEtic2MSkd101duZlQ46yiZhEC/5skKuun78+7drPODZHdPn57rCqFUkCjY1oh2FsuMqnpMKxEREREREakbBaNEKnTSSfmv9Z2GDAsj5MI8KRQ0c3PnNqYhIiL18oc/wNlnwz77wF//ClOmNK4tzpWVGdVdIjMqHHzKyzr6xCfg5pth3jz4/OcLlpcK9nRmA2FAwgI9d5cKRgWX+/tYyZhRWeV0IygiIiIiIiL1p276RERERESq9eMfQ28vbNrkjWnUSOHsoJgxoyrOjMq+7uyE66/36r322oHliQoyo7oCwah0cEElwSi/juD6yowSEREREREZ3hSMEhERERF5/nk45RQ499y8IE5Jwe5HA5lIDRHMioLKx4yKCUYNBHp27cpl3nZ3DyyvJNjTXW0wqlQ3fUW2m1IwSkREREREpOHUTZ9IhU48sdEtEIkwQi7MEydObHQTRESi3XAD/OlP3vP774f3vKe89Xp7c8/DwZ2hFg5GxYwZNRAQCgeA/PbHZkb19ORmBrvbqyDYE8yMStWzm74yM6PUTZ+IiIiIiEhjKBglUqHQkDciw8MIuTBXhMe2EhEZLrZsyT3ftq389YoEo7YkEvxk82ZO22cfTpw0qcYGlqHczKgKu+kbCPQEg1GBbQXHZHJAxjmagoGmgLxu+ioJRgXb6tdRbmaUuukTERERERFpPAWjRERERESCwZBSgZGgYDAqFAz6xPPPc+fWrezV3MzLJ5/MxJZB/te7SGZUOd30bd+cZDJFMqMCXfPFZUYBfO4LjgljjC98Adra8ptUdTd9tWRGVTCmlYiIiIiIiAwOBaNERERERILjRFUbjAoFdx73x5PanU6zrq+P4we7q9IyM6O6YzKj+ntiMqOiuukDyGSgqSkv8whg/rUOEnDMMfC+9+WvUlVmVDqdG6sq+5pQMKrMzKh0bCkREREREREZTE2NboCIiIiISMMVCUat6+1l9uOPc8qTT9IR7tquSDAqGHgJB2wGRZljRsVlRpGIGTMqWz6YGRXYXkFWUrO3/osvFjaxqjGjwssiuhNcvynDu94FixYVrp5SN30iIiIiIiINp2CUiIiIiEiRYNQP29tZ1d3Nn3bv5q7g2FJQtJu+YJd0QxIEqXHMKBc3ZlRcZpRfT0GgzQ9GRcWXuqvJjIoZ2yqY5fTUMxl++Uu4+OKI1RWMEhERERERaTgFo0REREREigSjtgaCITvCAZ+YzKi0c7kMJBqfGVVON31RGUcQaHs4GFUiMypcPVTZTV94mV9HsJ3ZNm7YULi6glEiIiIiIiKNpzGjRCoU/sXtTTc1ph0ieUbIhXnxs8/mvb7pqKMa1BIRkZBgwCMU/Ogt1t1eTDCqJ50/OlEjM6Occ3lZRANBstB+mt/+8D4m4rrpS6fJhOoGimdGBQJXecGoqMhV3LJsZlSwna1evc4NDGWVWz24TQWjREREREREGkLBKJEK3Xxz/uth+p2/7GlGyIV586ZNea8VjBKRYaNIZlRvIJhRkAUU6AovGAzqHg7BKH+fQi2O7aavmsyoyIyvIsGoumRGRbWzxeUtbmuLaH94HRERERERERky6qZPREREREaXcMCoHGUGo/KCL6lUfgAoENzpCgWjCoI23/wmnHEG/OlPlbc1TkxmVDgAM5CdVBCMSkaWL5YZlYw61k3lBaNSwfSlSsaM8uuIyoyCwsOQUjBKRERERETq5HOf+xxnnHEGBx98MOPGjWPy5MmccMIJXHXVVXR0dOSVTSaTLFiwgAsvvJDZs2fT1taGmXHLLbc0qPWNpWCUiIiIiIwOzsF73gPTpsE991S2bpFgVE9cN33BLvqgaDAqLwiydi187nPwhz+Q/sKX8srtSCb58tq1LAxlkpYlJjMqHIDpy2TIOFeXzKhEkcyoqJ73uuuYGZUukhkVFDxnZXfTt2YNXH89VHMeRERERERk1Lruuuvo7u7mzDPP5LLLLuMDH/gALS0tzJs3j1mzZrF+/fqBst3d3Xzyk59k4cKFtLe3M3369Aa2vPHUTZ9IhW68sdEtEIkwQi7MG488stFNEJHR7Omn4ec/957/93/DueeWv241mVHhYFSwm75QxlAwg6jvmbWM9Z+3r2rnwEC5b65fz9dfegmAf5o4kTmTJpW/DzGZUVEBmJ50momhaJGlo4NRibhgVDrdmG76/DpSZWZGVdxNXyYDb30rvPAC3H03LFlSep1g85yjObhvIiIiIiIyauzevZuxY8cWzL/iiiu45ppr+NrXvsYNN9wAwPjx4/nNb37D7NmzmTFjBvPmzeOqq64a6iYPGwpGiVTo4osb3QKRCCPkwrz4gAMa3QQRGc127co937EjsshzPT28cuxYWptCHQSUG4wKBpmqzIza+NQ2Ds1utjs/crKiszOvrTUFo2IyowB6MhkmJJIEQyYW001fMq6bvlSqcAwtKD8YFTgHLpEgNnwTk8GVd4SLZUYF2phyDjZvhv32g7iA0c6dXiAK4Ikn4loV6SebN/Mfzz3HWZMnc8dxx1W0roiIiIiIDH9RgSiA9773vVxzzTU8//zzA/Pa2tp429veNlRNG/bUTZ+IiIiIjA7B6IefFRQ0b+1ajnrsMU544gmvm7q4davNjCozGGXbc/2IN7v8yMnmwLYrHt+okmBUOk2mL38/Laabvmozo8IxpEQmk5+lFAhGpXsr76avmsyo9I4dMH06FPtAGGx4uLISFmzYwO50mju3buW58PESEREREZFR6/777wdg1qxZDW7J8KXMKBEREREZHYJBi3CgCLhj61YA/tbTwzM9PRw3YUJuYT3GjAp20xcKRgXXs45tA8/DwagtgUBIzcEoPyAXVU93JkOqN0lzYJ6lYzKjsq9rzIwKH5NMUxMOMKApmV84r6u7cFTLr6eaMaNS2XP229/Cxo0QlbEb3F6ozaV0Bsp3VriuiIiIiIiMHPPnz6erq4tdu3bxxBNP8PDDDzNr1iw+//nPN7ppw5aCUSIiIiIyOgQDShGZUcGgUn8wiJJKeeMEZRXJjErUoZu+pu2BYFQmFznJOMfWcGbUunXevhx9dMH+FAgFbTJ9/TQRP2ZUuq+8MaNSzuGcw2ocMyp8TMALSDVnMjS5tBf4aW7mwtWruWvLFuYfdhgfPfDAmjOjUjHZWAXBtagKKsyMCh7rioOJIiIiIiIj1UgaM7VO/6fPnz+fzZs3D7w+66yzWLhwIdOmTatL/aORuukTERERkdGhRDd9sUGlYBArXA/16aYvuF7zzkAwilywoyOZzBsHKbVhAxx2GBxzDCxaVLA/qXBWUihwkumOz4zqyWRI95cXjBpof0QwKlFBN33hzCjIHzeKZJI1vb0sbG+nO5Ph37N9rceNGVWQGeWCi/Pbnt1e8ENyxDVSsD3n8gOVJQSPXbKC9UREREREZGRpb2/HOUd7ezv33HMPa9as4YQTTuDJJ59sdNOGLQWjRERERGR0CHfTFwqU5AWjgsuKBKOcc3Xppi8YpGjZGd1N3+ZQECz17LO5QMg99+Qtu2j1aiY9/DALNmyI3L63H/FjRnWn02RCmVFNfjd9UdlOiUwmspu+qIDLpOZdTKCrrMyovGBUIpGfsYYfcAtXFNVNXxPQFBOMCtSZag50TBgXjCpIrSo/OyovGKXMKBERERGRUW///ffn3e9+N4sXL6ajo4MPfehDjW7SsKVglEiFzPInkWFhhFyYtnRp3iQiUlfBoEUmUxBE6I3rpi8c7Ai8TjpHMDxSj8yo1t0dA8/zglGhDKC8zKf16weebksk+EF7O32ZDF9eu5ZMtu7Q/lp/kcyodLogM6qpTplRP2s+j83sz367X8ib3x0RuMoLDiUSNIX+hrUnErGZUQXtbI3OyMobMyoY/AoFo1KZDAs2bOC6zk76W1sLtleOvC4BFYwSERERkT2FcyNnGiSHHHIIxx57LH/729/Ytm1b6RX2QApGiYiIiMjoEA4qBYINqUwmrwu8cjOjekMBlGQdxoxq2537YNIS6KZvSzgzKtjGQDAqGNTZlU7zbDZIFA5G+ZlRkWNGZTJk+vK3l82MigqiJJyLzoyKKNvSnGYCPbx5y0/z5pfMjEomC9r6ciIRnxlVsOFMtll58oJRRTKj7tq6lU++8AKX9/Rw59y5uQUVBKOC7VdmlIiIiIjInmXjxo0ANAc/d8gABaNEREREZHQIBS06NvTy9rfD298OG7bmB5XKHTOqt0iGU7Xd9I3pzA9GZRcVdNMXkxkVDhb9effugu0DNGXSkErFdtPnwmNGZYpkRmUy0ZlRRbKd9ut/KW9+ZDAqlBlVEIzq7684M6qgl73gmFHB4FfovK/qygXbVr/iFQXbK4cyo0RERERERq/Vq1fT3t5eMD+TyXDFFVewZcsWTjnlFPbdd98GtG74a2l0A0RERERE6iIUzLn39j4eeMB7/qO7MnB8oGiZmVE9oWBLolgwqlg3fdl6entp7c8FPVpIkU5DS0tEN33BF7t3e9NeexUEbP7c2ckFM2ZEB036+6O76ctkyISCUc2ZIplR6XRk8C0q+ycbjJoeCkaFA3RQOGZUeN829PcXZkalUrmuCYNaa8uM+vva1MCno7x2RbQ7jsaMEhEREREZvRYtWsRnP/tZTj31VA477DCmTJnC5s2bWbZsGWvWrGH69OncfPPNeet8/etfZ/Xq1QCsXLkSgFtvvZWHH34YgDe84Q1cdNFFQ7sjDaJglEiF9L2CDEsj5MJ0wW6PRETqLRS02NmeCza0b68yM6re3fR1dOTNbyFNb8LR0mKFmVHh9/b16+G448rOjAKgr490cPwjX086jUuExowqlhkV3lcomRk1PVlGZlQ4GBVaHpkZlU5Hdj0YlxkVPGeuqYmMGU3OFQSjXtqWhukR7aoyMyoZcWxERERERGTkevOb38zFF1/MI488wqpVq9i5cycTJkzgyCOP5Pzzz+fSSy9l8uTJeessWrSIZcuW5c179NFHefTRRwdeKxglIiIiIjKShII5LhBA6UkVyXAajG76wkGsmGAUQKI3zbjxLaWDURs2RAajnurqojedZmwyhYUr7+8n1VL4L393Ok2mgmBUIioYVSIz6sDUS96PJcxrVVQwKlVON30RmVGRXeCVMWYUeIGmpnS6IBjV35RrX173gVWOGaVu+kRERERERpfjjz+e66+/vqJ1li5dOjiNGYE0ZpSIiIiIjA6hoJLryQUbekKBkLyMnnCwo1hmVJXd9A0EJrZtIyzZ6wU7toS76YvKjIqYnwae7Ooik4jOjIrrpi+cGVWsm75keLwo8DKjIspms4rG0ZsXfCunm77wtuO66asoMypUdiAAFgpG9QWDUfXIjFIwSkREREREZICCUSIiIiIyYjzZ2cmbVq7kP9esKVwYClpYfy7Y0Oeqy4wKjxlVbTAqWUYwqiAzKlzQD0ZFBWL+vHt3dDAqZsyo7qhu+lwGMpnozKhQ4MZrYCqyK7q8bKeXcl31RXbTVyozKpGI7KavlsyouGBUf3N5wahVq+DCC+HnP8/fjnMur5tBZUaJiIiIiIjkKBglIiIiIiPGV//xD5bs3MnXX3qJv3Z15S8MZ9AEgkV96QrHjPIDCQXd9AXXCwdogt30VZgZ5ZwrCEYVBJ1iMqOgSDCqry8yeNWTyRQeL38fojJ6klHBqJjMqIqCUeExoyK66XNRmVGFrYnMjHLOFWaSZbcZOu+JMoNRl10GCxfC+efDrl2BekPbUWaUiIiIiIhIjoJRIiIiIjJivBwIIGwq0r0e5GdG9VaSGeUc+IGToeimL9WXYlcqVRDYicuMqigYFZMZ1ZNOF2YcQex4TNWMGRVsM0R301cwZlRoeW8mw47wShVkRkUF4uIyoxLNuRWLjRn14ot+23phy5bAtsLbUTBKRERERERkQOFoxlUys4OAq4GzgCnAJuBe4CrnXMFnyCL1TAauBM4BZgAdwCLgSufchojy7wFOA2YDrwImAT9xzn0wpv4jgHOBtwJHAPsDO4DlwH8755ZErHMBcGuRZv+7c+77Ze6ijHA33ZT/+uKLG9MOkTwj5MK8aePGvNcXH3BAg1oiIiNVsNu8/nAXceHgVCAY1R8ORhXLjMrW1dJS0E1fooxgVNq5+CBWTGbU5ojAULljRgH8o7+fTRiHhhfEjBnVXWEwKhl1jNLp/OOYrSIQyMmse2ng12/VZEYBrE03MTnUxnLHjCoaLAsHo1rKy4wKXmbBReHjpswoERERERGRnLoEo8zsMOBRYD/gPmA18BrgMuAsM3u9c66jSBXZeqb49RwJ/AG4HTgauBB4h5md7JwLDxDwRbwgVBewwS9fzH8B7wP+DvwG2A4cBbwTeKeZXeac+07MuvcBKyPmP1FimzKKXHJJ/uth+p2/7GlGyIV5yXPP5b1WMEpECvT1wZVXeo9f+QrstVfe4t4KglHN/blgUX8obyUvqBTVXV0iAePHF++mLxyM8iMTPVEZQNntdRT+S5zuT9ER0YaUWf6MDRsgotu5rMcnji8MRsVlRmUy0cGoZDI6MyomGFUqMyrzj1wwqjsicFVOMOrWJa3MydtATDAqIjOqkmBUMi4YFTqfwVMVXFQQjIrYX4Cnn4YLLoBDDoHbb4fW1shiIiIiIiIio0q9MqNuwAtEXeqc+252ppldC3wK+Crw0TLquQYvEHWdc+7yQD2XAgv87ZwVWudTeEGoF/AypAoym0IWAd9wzv0lONPMTgMeBL5lZnc55zZFrHuvc25hGfshIiIiItX4+c/hW9/ynh96KHzyk3mLg8Gh/nCgIdxNX6LGzCiq66YvKgNoIDARlxkVFYwKz+juhp07owMxwBOTJvK+8My4MaPSaSxVY2ZUKlUyM6rkmFHBsjGBsF2TQ9GauG76ysyMSkcEoxKZDJnmXNmozKgfbNrE8t276d33FbBzXLYpuWLhbhZjztP3vgcrVnjT4sXwjndEFhMRERERERlVah4zyswOBd4CrAOuDy3+MtANnG9mE0rUMwE43y//5dDi7/n1v9Xf3gDn3BLn3PPOldcPhnNuYTgQ5c9fBiwF2oBTyqlLREREROps7drc8xdeKFhcSWZUSyIXLEpYBWNGBeqqJBjligSjio0Zle6P6aavsFWwfn1ekCP4z/wT+0wqLB+TGdWdyWCVZEZFZY+VkRll60sEo8rIjNo9dUxoA+VnRkXtS1RmVGeobeExo57u6uKiZ5/llk2b6P/c34OLcuuU2U1fMDkuIlFORERERERkVKpHZtSb/MfFzuX/5NQ512lmj+AFq14H/L5IPScD4/x6OkP1ZMxsMXAxcDoQ7qqvXrKfyCM/+wOzzeyTwFjgZWBJ1DhWMrp95CONboFIhBFyYX5kxoxGN0FEhrtg0KOrq2Bx0WBUKKjUFMiMSoaDUSUyo+76SYLv/hr2uyINgVhI0jmcc5hZQTDK0mlwzhuPKaRYMCrVV2ZmFHD7t9aTuCr3XvpPEyawqrsbgBWT98YBeZ37xYwZ5WVGRQSY4jKjooJRqVR+UM8XDDA1bd7kndO2tujjEgz6JBIUloDd08aW1UZaHUaGYxYtgM298KlPkQx3dRjcZuC8d4bGhUqFglG/CkaNjsp9VKkmMyovWBb3qUNERERERGSUqUcw6ij/8bmY5c/jBaOOpHgwqpx68OupOzM7BDgD6AEeiil2Weh12sxuAT7pnOuLWiFiOytiFpUa60qGiZtuanQLRCKMkAvzpqOOKl1IRPZswaBHZ97vk3DOVTZmVCrQDVuFmVFf/XKCVf2w9x8z8Ob8ZWnnaIkIRgGQSkV301cyGBURNIkIpCz98XrWHvPqgTz+w8aN4+89PSSdo7Otlf7WVsYGM56KjBlVSTd9iagsqnQ6clykvMwo5+Dll+GVr6w6M2rn1HEF240KWtGS4d/4AafcfTncDUyZQvJDH4rfZrHMqFA3fROCwan8puSKlZkZlQ1AjaOHN1/3HrhhC/z0p3DkoHzMERERERERGRZq7qYP2Nt/3BWzPDt/nyGqp2JmNgb4Cd7vXuc553aEiqwFPoEXMJsAHAC8F6/rwEuAH9a7TSIiIiJ7pCKZUX2hwEepMaNakrlgUaWZUZl+r67uVGGwZSCQFRWMSibju+nr6YlcJ91ffmbUwaxn/cbcfreY0RoIWqXDQZOYMaO602ma0uV305eMCkbFZEalwm3wx42qNhi1Y9r4gu3GZUbdzMW51x/9aPFuBCsIRo1riv7YVKxLwKLBqMM6OXPfX/GKpx/wBo+68cbIsiIiIiIiIqNFPTKjSsl+Oi5rTKchqCe/UrNm4EfA64E7gPnhMv54UssCs3qAu8xsObAK+Fcz+4ZzblWp7Tnn5sS0YwVwYuV7ICIiIjKKFAlGhcdvKjlmVCAzKtWcH2zIC6JEBILG4AWoMi2FwahksWBUKkV3RLZQ0rnYAYIyiRRbkhEZRhGZUQexgVSg6S1mXpZWdp1wICgmMyrpHGlXuM3YzKio/uTKGDMKgJdeIpHJRJZNh7vpiyizfWpo6Nl0uuiYUQOmTCk7GBUOlIWDUePLyIwKtymum76XjmmHz63m14mpbHz/FA7o6IAd4d/CiYiIiIiIjC71yIzKZiztHbN8r1C5wa6nbH4g6sfAvwB3Ah90LuZTYwTn3HrgN/7LU+vVLhEREZHhLCLWUj/BLKVQN32VBqNa84JRlWVGteHVlWmL6HIvu26lmVERXfRBZWNGHcz6vKBHyWBUzJhRAP1R8ZVkMrLrvWRUMCqVyj+OcW146aXI8aIKyiYSkW3t3Hs8vW1teduNDkaF5s2YEVlfNd30FWRGmVdv0W76Ym6UrYd6Qcl0WxNLZ88e2IaIiIiIiMhoVo9g1LP+Y1wn50f4j3FjQdW7nrKYWQvwM+A84KfA+51z1XwK3Oo/TihaSkRERGQU+MMfYMYMeNObIKrntpoVy4wKBQxKBqPSuWBROhyMKjFmVDYYRVtMlpNzFQWjkkWCUZlETDAqIjPqYNaTDnQU0GxGc7CbvnDQpL8/enwloK8tIhoVlxkVFUyqIDMq6pgUtDeRiG3rxqlTS7ax4FzNmFF8TKtgMCoUDMrL2EqnC7tmGJvONiVXbzgzKpXK20au7lybBtqiYJSIiIiIiIxy9QhGLfEf32JmefWZ2SS87u96geUl6lnul3u9v16wnibgLaHtVc3M2vCGNf4X4H+B851zcZ99S3mt/7im1naJiIiIDHfXXw9btsCSJbBsWenyUXrTadojAkBAfkAplBnVU+GYUa3pXCAgHIzqLzMzijExwai49qdSkVlAxTKjumO69ktFjFN0EBvyuterKTOqtTDYFTtmVFQwqQ6ZUXDEPGMAACAASURBVOWMGQXwcjAYFdtNX2gbM2YUD5YFzmGpzKiC7Y1PZ5uSKxbOjLrzTjjwQHgu/7d0CkaJiIiIiIxcn/vc5zjjjDM4+OCDGTduHJMnT+aEE07gqquuoiPUNfu6desws9jpvPPOa9BeNEbNY0Y55140s8V4waKPAd8NLL4KL2PoRudcd3ammR3tr7s6UE+Xmf0IuBiYB3w6UM/HgZnAb51zNQV9zGwMcA/wduAHwMXORXWYn7fOG51zfwzNM+DzwMnANmBRLe2SkWNOaNSvFSsa0w6RPCPkwpzzxBN5r1ecdFKDWiIi1dq+Pfd8587K1+9IJjnqz39mZyrFPccfzzuDQQao65hRbYFgVHjsp3K76ctmwAQlnYvMePEWJumKmJ0qMmZUBymi/i2PyowaRx9tmVyQrtoxowD6WmMyo1pbC2bXlBm1fn35mVExbd0wbVp+GyPKTWgNHfnW1rqNGRUZjOooPmZUMpPxbpg77oAvfSlQtws8bxrYhoiIiIiIDH/XXXcdJ554ImeeeSb77bcf3d3dLF++nHnz5nHTTTexfPlyDj744Lx1XvWqV3HOOecU1HX88ccPVbOHhZqDUb7/AB4FvmNmZwDP4GUMnY7Xrd4VofLP+I/hT9hfAOYCl5vZbOAx4BjgXcAWvGBXHjM7B8ieyen+48lmttB/vs0595nAKt/HC0RtA14GrrTCD/pLnXNLA68fMrPngMf9dfbGy/g6HugBPuCc2x2uREanJ59sdAtEIoyQC/PJrqivaEVkJAnGYOLiMcX8dvt2Ovwv3u/YsqV4MKqvz/uSvsX7l7XSbvrGZHLd6GVa89etqZu+TCa6iz7wglERGU3JTCY2M2p7U5pyg1EAE9M7Bp6XCka5viLBqLhu+loK2xI5/lEqlX8cfQVdBf7jH/GZUaExo8rKjEqlIrvzm9gS+nc8JlhWzZhRBdsbl2I83Rxz4xfgd8BXv1rYTV9230IZfplAZpSCUSIiIiIiI8vu3bsZO3ZswfwrrriCa665hq997WvccMMNectmz57NvHnzhqiFw1ddglF+dtRJwNXAWXjBnk3Ad4CrnHPbi60fqKfDzE4GvowXYHoj0AHcClzpnNsQsdps4MOheYf6E8A/gGAw6pX+41TgyiLNWRp4Ph94DfAmYDKQAV4CrgeurTVbS0RERGSkCMZg4nqqK2Z34Ev3cLd7kZV2dcE++3jbLpUZFVp3DIFoWVuRzKiI8ZqKddOXiBsvCrxu+sKZQRTvpm9HIGtrv9ZWtviDcQWDUVuaprNfph2A8W4X4H34aSkxZlS6uy82wNPfFvFRIJkkNWZMweyooBPpdPExmbK6uujaHf27rVQ4GBVZCrb610B2u1H7NL61O39GqfYVC0YF2xWTGfVFvsbhv/6O93raNFIf/3hekWS2jtC1EszSUzd9IiIiIiIjS1QgCuC9730v11xzDc8///wQt2jkqFdmFM659cCFZZaN/pmnt2w7cJk/lVPXPLxu/crinJtbbtnAOp+tdB0RERGR0Sj4vXo1mVHBAFRfVDAqHBgqFowqMWbU2GAwKhRUKjszakxMN30xwahMf5KuwliOt05sMCrXlgPHjMkFowKBpbVuJvuRDUbtJNshQHOJzKh0T3xmVP+YiI8CMV3gVZIZlW1DimZa/PBS15YtkW3IC54lk7GBs1QoOBTVxvEthcGoqHLZulxf30A3DZ2hYFA53fT9J1/Pvb7mGlIfy+/EIRUXjApmRikYJSIiIiIyKtx///0AzJo1q2DZxo0bufHGG+no6GDKlCmcfPLJkeVGu7oFo0T2FKEhb0SGhxFyYT4RHttKREacWoNRwe7aygpGBbo466mwm75xBBpbLDOqaDCqsm76enYl6ZpS2E1fODOqk4lM8keX2tGWC3Qc0NbGX7LrBIJML7pX8lqWAzCB3WSDUaW66cv09MUGo3qiftGXTEaWL8wdo+SYUe1M5yBeBqC7qwsiuh0MjxkV3HZT2sg0u8JyUcEhYExr6JykUtHd9Pnts0QCMhloaqpuzKigiRMLsrqS2e4Oi2RGqZs+EREREZGRaf78+XR1dbFr1y6eeOIJHn74YWbNmsXnP//5grIPPvggDz74YN68uXPnctttt/GKV7xiqJrccApGiVRI36XLsDRCLsw5kyY1ugkiUqNgAKqabvoqDUa5zi4eeRj23ht6pxTpps858DOKsuqTGRURjHIuNhLXvStF1z4RYy6FglHtTGcSLwCwM5BJdWCgi7y8zKiBnqZhPLku70oGo3rjM6N6Irrji82MiummL1GkG7w+csGurkwGIrovDAej0nnBqCYyzenCcjEZT2NaQsGoEsGy7DYZO7b4mFFR2xsXCh5NnFhQJi4Y5Zpz5RSMEhEREZHRwJYubXQTyubmzq1LPfPnz2fz5s0Dr8866ywWLlzItGnTBuaNHz+eL33pS5xzzjkceqg3qtBTTz3FvHnzWLJkCWeccQYrV65kwoQJdWnTcFf4s00RERERkRj17KavILMJCoJRS+7v4o1vhFmz4IX1RYJRoUAUhIJRVWVGufhgVExmVNeOZF7ALSvlHHR0DLxu9zObAHaNzQWT4oJRL5H7tdxY6xl43mJGMMQTHjPK9caPGdUdlRkVk00UmRkVUzYb7EnQNjCvK+pcUxgYygtGZWLGworJjGptCbWynGCUfxGXHDMqXEk4M2rSpIJgVFw3fa7GMaN+uW0blz3/PC/GjVsmIiIiIiKDrr29Hecc7e3t3HPPPaxZs4YTTjiBJ598cqDMfvvtx9VXX82JJ57IPvvswz777MOpp57K4sWLee1rX8sLL7zALbfc0sC9GFoKRomIiIhI2YLffw9KZlSo0tWP57rpe/r5ImNGhbv3I9RNX2jsp0SJddtIFASwsooFo7p3Jgu6fIPCbvryg1G5f8njglFdTBx47ppybS+VGeX68jOjWgNlo7rpyySTRO11siniY0OJzKh+cvvSHRMQS4eDUYFllm6KLheTGdXSGgpIptORY13lBbbiglFVdNNXkBkVF4xqrb6bvo5kkvf+7W985+WXufyFF8paR0REREREBs/+++/Pu9/9bhYvXkxHRwcf+tCHSq7T0tLCRRddBMBDDz002E0cNtRNn4iIiIiUJZmE4Hf2QzFmVHNv18DzXX1FxoyKCCjVnBk1NjoYlSg2ZtTuVGQwKpnJDBywXsaym70Glu0aHwhGteWyiYIBkWCXd5lAXKYZigaj6MsfM2qv5mY6/MBHVDd96ZigSKK1tXBm3JhMfruDwaiuuGBU0W76YvYrKlMJaGoJtT0maBWVGVXxmFHjCjOjwmViM6NqCEat7+sbCMI+p8woERERERkm6tX13Uh2yCGHcOyxx7Jy5Uq2bdvG1KlTi5bPdufX3d09FM0bFpQZJSIiIiJlCX/3XU0wamd/7ov4Xb2lg1Gt/blg1O7+It30RWZG9QEOmhy05QcKyhozqi0q5FE8M6p3d5LuqGyhwLxtTCVJLrjTFciM2j8QjErFBaOackGaUplRJPIzo/Zqyf0WLaqbvlRMUCQZMd4T6XT+cQy1Ia+bvsDyMRbT/V44GJVqii4X001fsjX0O7tKuukL7XfJ7U2obswo5xy05spV2k1fcBtRWV8iIiIiItI4GzduBKA56vNTyPLlywEGxpLaEygzSqRCK1bkv54zpzHtEMkzQi7MFZ2dea/nTJrUoJaISDXCwadquulbvyVNNq7S1V9GMKov977RlSwSjIppzBj66Y/I6kk6h3MOM4sPRkWMF5VdNzYzald0N33BoEgHU0gF/g0P9EbH+MCHlmAwKphl5ALlW8xoDgZ3Qh96rD9/zKi9AsujuulLpKIDcLGZUVV007d3Swtb/DG+wsGoYLAlr5u+YLmYjKdES+ijTYnMLaD8bvrClZTRTV9UZlQ4eJeuMBgV3Or/Z+/doyXL6jrP7z6viLiPLCqrsqgqiveCsnuYbqRwFBxtsF0q7XPWoO1qodVmUc5Ms8TuaRfT7fvRtt3tNIKIUoWvGduhbVy0y1HEYRAcgQYpUUGlVIqCyswqKl+VeW/ciPPc88d5/fY+e0ecyLyVz+9nrSJvRJzHPnHjJpnnk9/vzyUCCSGEEEIIIU8en/rUp/CUpzwFt99+u/F8VVX4gR/4ATz++ON46UtfiptvvhkA8JGPfARf+IVfiET8o0MAeN/73oc3vvGNAIBXvepVl2fxVwGUUYRsyItfbD7mfQByVXCNfDBfbEkzxrgJubYYlYw6OABe8xrgwgXg7W8H7rjDeHlfyI4y3CwZNbdEybqZUUBd1ZdO3P8qLdcaySoZ5anpy1fU9M3nhbN+UIqK07jVklG9TJp4Uk6+mr51ySi1IhnlqunLc08azBY9wNpklFHTJ16XMqqwZ0ZJGVV4ElSeZNRAmI1JRqUpsqrySyLP+YKZ9XmL41HJqNT6bGxa02cko67S/68nhBBCCCHkeuV3f/d38b3f+7348i//cjz3uc/FLbfcgs9//vP4wAc+gIceegi333477r///m77N7zhDfjzP/9zvOxlL8Ndd90FAPizP/szvO997wMA/NiP/Rhe+tKXXpFruRJQRhFCCCGEkFGMklG/8RvAO95Rf/3WtwI/9mPGywdazMsJqz6d1GKJoUnWJ6MW5WY1fQAwwwLnk2ECCKhnPyVBcKg1feeXvVTYDoKusq9UChqAwlBGVcKzTIV08db0heNr+sLMnBl1k6zpm80G688yz8wol4zyJI+cySjxulyDlEw6y4zkj5GMsuTQqGRUWa5MbgEAlktnkm2d/Aq3rM9bWQ62yR3JqMOUURlr+gghhBBCCLmsfOVXfiXuvfdefPCDH8Sf/umf4oknnsD29jae//zn49WvfjW++7u/G0ePHu22f/WrX413vetd+KM/+iO8+93vRp7neOpTn4pv+ZZvwete9zp82Zd92RW8mssPZRQhhBBCCBmF7V+czXiPPdZ//ZnPDF5OpW4I6pvrcStTtB5IpSTrMzVLvbmMmmLprdvLtK7P2aR0jPNeZE3fBZEs2o0iLIVgKcIQcVmuTEYZMkpIE6OmT8iocI2MCgrjHceurOlzJKN8NX2uZJQuSqcQcc6MEmu8SayhHJmMKqyavrHJKJe0smWUXdEHDGsBB8moLesz4xBkrpo+W6huOjOqZDKKEEIIIYSQK8YLXvAC/OzP/uzo7V/zmtfgNa95zZO4omsLyihCNuRFL7rSKyDEwTXywXzRzs6VXgIhNzxaAzKItAl2EsqZjJKG6uzZwctZYFXtVRXi9sZ/WQ5qRpO8l1G5Y9/+wCtkVOKRUVXl3e9iZdRe0e+zHQR4IghQNutsZdQ53Iw6J1VTbSij7GSUMTNKShQAYW4mo+TMqLljZlS+QTKqyscnowwZ5UlGIbVllCcZBaBwSLDBbDBPTZ89M2rPIYKKdUmsmSWwHOLLqOlrfvDm+aUloxZ5f46DjMkoQgghhBBCyLUDZRQhG2KNvCHk6uAa+WA+YM+2IoRcVn7pl4A3vAH4R/8I+Omf3nz/UTV9Uu6cOTN4OY/MG+jLqkKnqR1iaJr3NX22HCpRJ0VCpVbW9K1MRq2UUe6UULZqZpRI2eyEoZFayqMIsyxDigki1PKhUgq6kVEKqGsDG4ooggZQITBSRlq4lLU1fVVhiBspgg4cMiorPAKu2W+BKWaov/FFWcGVzXElo+ZijXJulVyvznMzgZQLGWVJttKRZnLW9B1GMqooYG9RbVnvk0NG2bOpMJ3iIDe3KTdMRn3mc/3+pVqTjDp+HPjWbwVmM+DXfx1ohigTQgghhBBCyJUgWL8JIYQQQgi5Hvg3/wY4dQp405vMNr2xLBYA7jwAfviTwHd8BsvUcTNcJqMsGaW1RhWbt/WXa9JN06JPRrkSTl066mJq+qrK0zW4WTJqIeY5zdHvsxOGfQUhejlRIOpq+mT9XaQUAqWMP6BXQWBsD2w2MwoACiFbpAhy1fSloqZPBuha0bOnjvTbVm4ZUgYBCoQo0a9lX8gdo6ZPPK+yzBQ6hT/xVTqSUYOavjUzrQD4Z0ZZySi7pq/csndwzIyScqz5vNjJqE1r+vJSnCOAs66w45d/GfjgB4H3vreWUYQQQgghhBByBaGMIoQQQgi5QTh3rv/68cc333+xAPCqzwF/7zTw7Z/FE0/dG260QkalVTX406choxxiaFb4k1HdMYE1NX2ehJPWhyKjLqAXNHORFdp2JKMAU0ZJMdJua8slW0aVYf8m2jOjbGkDmCmidTV9hZhpNBPHate+r3a759zveL3mEqGxZl8yylhvnpkJpBXJqGJsMsohrcxqwHRcMsqSPlWikEthtaqmD+g+L4tLrOkzZBTgnNnVcfp0/7WjMpMQQgghhBBCLieUUYQQQgghNwiyVu+JJzbfv05G9RLmYNchcqQUeuIJ4yb76blDJskb+A6hNCtFMspRm7dORs2w8M6MSi92ZpRV0ydl1EJUp41JRo2RUbbYWTUzqj2eTGt5k1Gumj4ho7bE2trU0b5MRnlCOe2aZTIqF2vcCjyzoLLMqunzJ75GJaMOs6bPcZy9LRGPWlfT13xeDopLlFFWGs11ff2LuVjMuOMTQgghhBBCyJMFZRQhhBBCyA2CDAFdjIxaLgFs9ze1M+2QNXbSSMSxHjk9vOm/rqbPlFErZJYn4bSypm9tMsqdqLKTUXvo00JpaMooV4VejvjQklG+mr79fhKXMTNKJqNcNX1SXElp1KaA9oNeRtlixF5zK6MqpaBVPxfLl+RS9syowiOtMD4ZZQuidn0dyyX2HKJm3cwoYL2MMpJTBwf1L4Wnps9xPS7GJKMeWizwD/7sz/BdL3zhxrKLEEIIIYQQQp4sKKMIIYQQQm4AqsoMSlx0Mmqrv2meqxEySlT1nbwIGbVdHUJN3yHMjDLEzIqavkz4nUFN30Umo2wZpYP1M6Pm2O6f8ySj5tMpbFUja+1kTV+XjBIyKpVDpQR2mkuKndCT5GqRlYI6WzEzyiFvqjA0t/Mko8rw0mdGAcDebGacyz5KFYao2mtta/oKa/bUpskoW3g51vWm48fx7rNncd/znof/5557Njo+IYQQQggh5OpDr2pEuIaI1m9CCJHce6/5+L77rsw6CDG4Rj6Y9z74oPH4vrvvvkIrIeTGw3Y1Fy2jRDLKKaPsE0kZda4CrDDOOhm1Ve0D0ADUodf0rU1Gif2ORBEOmnNkK2r6ymkvUFbV9KlGA42r6bOTUVZNn1h3KzdkMkpW2k2DALFSyLVGFYbI4hgTYSmLQiSjxNra+UfzsL/WQiSjZkGARXMeu6bPkFGAIaMGkkl+HlbNjPLMSsqiCLP2s3ApNX3WPKi1NX1F4U1hJUUhZJRV09eep6rq/xwzvyR5CchveOY456PiZ+HzR4926yOEEEIIIeRiUUpBa42qqhCs+TMrOXxaGaWU518EXiNQRhGyIfffbz6+Su/5kxuNa+SDef+jjxqPKaMIuXzYzuViZNTBQgPbIhkVOKrFViSjHjtfArdZm0up4BBDMQokyJCpBEiGN95HJaN8MspORu3sAPt1LaBd03ckDPFY8/Wqmr5ChGXsmr5W6BSIEKAXNy2rZJScvyRr+kJHMqqCwgL9QqS4iZTCVhDgfCNgDiYTQ0bllmBqyRwyKhXntWXUyvRX6ZdRRv3eChnlmhkF1AmuTkYVhZH06s4xQkYBdb1goPVFz4wC6u+5IaNKS0ZZSS6njHrkESAMgTvvrL8/cvnlirQgNk9eEUIIIYQQ4mIymWC5XGI+n2N3d3f9DuRQmc/nAOrvw7UMNSYhhBBCyA3AYcio/awCov6Gu46q4T1u+0Rnz3ZfPn5h85o+ANjFnlcodTOjVtb0uWXDIBkl/lKVIAOm/TlvEvV2udbNAK0amYwqZv0fr7fDELGQC8Wamr54RU2fT0a5avoKRFhi2j8nJEmklJF4mk+nWIhtSzEHbBIE3V8WdBCgDAIcRGJmFNziapCMEucLlUJVCBll1/SJz0OVrajzW5GM6jcakYxKU6+MkiLHJZrGyKjuXI2MsuWRsRaXMPrgB4FnPrP+70/+ZDCn6yAdnlOmpbrjU0YRQgghhJBLoBVQjz32GPb29lBV1XVTHXe10ibR9vb28Nhj9T+NvNZFIJNRhBBCCCE3AIcho87bN7STCmkKyPv/q5JRp/eGAmGMjNrBPs5MjjhfG1XTt2pmlNxvdxdoEpyDmj5ZWbdiZlQxM2v6XMmoHPHGySiNACUChKgMgeOTUanoQyxE/VuIWpK1HEynmKHCDMt+W3lsKGSNdMqiyJBRmTivFFxlEBgyyr7GSswuWz0zSiSjrO18NX2LWPxLQY8gMtJInplR7XZxWdbJKMfrFywZ5UpP5ZaM8s6MAtzC6BWvAJp0Fu69F8WPvMt4OX3HO4Bv+Grgrrv658R7QxlFCCGEEEIOg6NHj2I+n+Pg4ADHjx+/0su5Idna2sLRtob7GoUyipANedvbrvQKCHFwjXww3/b851/pJRBywzJaRu3vAw8+CLzoRYDVR33BvmmfVFguge1t8dyKmVFnDi4hGeURSpdU07cuGSVr+mQyypoZJWv6cpGMsmWUTEaFjd7IR8qofr9sIHfsGUx2Mqq0k1FCgBxMJpgBuAV1gs1OUcUqQKabtVoySjilQTJKpr+MmVFKoSxGzozKRm4nmEeiJ3HszCiPqCnDEMjzS6rpGySjqhU1fUWBC0WB//vMGXz5TTfhrukU2NvrX3/00UEyKnzzvwd+5T7gIx/pnnv8bNX1X3TH9wg3QgghhBBCxhAEAZ7+9Kfj7Nmz2NvbQ5qmTEZdBpRSmEwm2N3dxdGjR6/5eV2UUYRsyL33XukVEOLgGvlg3nvnnVd6CYTcsIySUXkOvOAFwGc/C/zLfwn8xE8YL+9Vw2SUaKtzn0jIqCcWa2SUY2YUUCejNpJRYvZTXdM3bmaU3t5Bqz9qGbWips+TjMqmvejYDoKueg9wy6gxyagK/X4Th4xam4yyBJNMRs1nM8xgpb7ksdEfO4siLGIhozzJKLumz16vzldIJnH+KvPPjHKJHwCYx6YgGiWjRtT0OWXUzBRfvplRAEbX9H3Ln/853nPuHJ4/m+HPv+iLzL+s7e4OzpHFMfDRj9bpqeb78dgZDRyzjs9kFCGEEEIIuUSCIMCtt96KW2+99UovhVyjXNsqjRBCCCGEjGKUjPrkJ2sRBQDvfOfg5bm2btpPqqE/WiGjzqdDKTTPx9X0eWVUe3NenvdIL0xmWBjJKFn2Ziej8pmdjBIySkgDWe9XQWEfO+IY/Xa+mj7fzCifjGq3rdRwn9CzvTEzSlxzpBSmQuwskwQL9FJlkIwSf13IowiLSKTAhKhaOTPqIpNRVeqXUb5k1L6djHJsZ9f0XbSMuohkVLomGfWec+cAAH+1WOBjMhUFALu7g2RUl6wTPzuF6s8hr4EQQgghhBBCriSUUYQQQgghNwCjZJRI+7SzkyRzNSIZtaKmby8f3vQfI6N2sQckbmHgTEbddFP3ZZ2M6veVCSc7GZVNRtb0iRv7S0yRI+7XY8koVzIqRzxaRrW1ewBQhe591iWjpEgJre3LIDBklNw2VgqhTEbFMZaJSEYF/WtScFVhiEz5r7GU9XsrZkHpbPjedft5ZNRBLGRUUYxKRq2aGVV/UTpnRtkyyjkzyk5G2TLKSkZJHpQ/j4A/GSWODwCF6rdhMooQQgghhBBytUAZRQghhBByAzBKRsmN9vfNeTUAFhjKqE2SUXPHTf+Dscmo6QY1fSuSUYaM0trYbxn7k1FHhDTIxXUsMOukCwBks/7rbTsZJWr6Nk1G7ewAVTCcwTSYGTUiGRVaxz/AltjWTkaZ6zdklDhOohQC+a0MIncyCkAphk0Vh13TF22QVgKANDWTUeIaSiFy1iajimJUTV9qJZvsmj7JXx8cmAfb3UVh7Z+1xxdWuAqYjCKEEEIIIYRcfVBGEUIIIYRcRq7UPWHbEZ0/DwzCJXbM6eRJ4+EisGTSBjOj0hTI7P0BLMpLrOkblYzyyCgrGbUI+7q9GMWoZNQCMzMZNe238yWjLkZGHTsGlI6avnEzo7ByeymjSktGhbr/60IWx8iS/j3KRDIqCQJTRoVJd43lBskos6ZvxXbemVFWTZ9jO7umT6aVVOqoELyEmVGDmj69uqZP8lcjklG5Q0aV4hvBZBQhhBBCCCHkaoEyihBCCCHkMlBVwNd8DXD0KPCf//PlP7/tiKqqDj+t3Miq6luGF1nTpzVOnYIz3XRQiOcGMaualTV97c35VTJKJqPk7CdrZtSinCATYsknseQcIltGLWf91/bMqHUyqhVXdnKpQIRbbwV0EA728cmoVcmoVTLKTkZFMhkVRSiE7CnC/q8SsVIIhCfJgrhLRhkzrmwZtSoZtWJmlC8ZtYj76/bJKLumzxBN+QYyasTMqNyWUWtmRkk+tedIRo2o6avCfpuSMooQQgghhBBylRCt34QQIhH3bwAAnnshhFxerpEPpnr/+43H+mUvuyLrIORK8NGPAu95T/31W94CfPM3X97zD6QR6qo+0Wi3NhmVxcNk1NqavjQFFgucOrUFTB3JqOJJSEbZNX0jk1EH5QQZEiRoeuSEAPPV9C0xNWr6pIwa1PQ15940GVU2yajKkYyyZ0A5k1HAyu2NmVFi2zoZpdD6qCyKUMX9cY2avkEyKnbX9CmFYqSM0qu2qyogGP67ukXUrw9aG+KwZZWMCor+PZAyyiWaxsyMspNR2YpklM5z47VPnFugUgpBe1ylUFqn6GSXrOkLmYwihBBCCCGEXH0wGUUIIYQQchmQXuf8+ct/flfoaDA3yt5oIKNGJKNcJzpzpklGbVDTlyTdl7vYu2gZZSejjtgzo8R650Utozom/Z3/McmoIgiQJ/V2CsAsCBAL2dCKgRxxJ6Nycdy1NX2BW2AZM6OCf7uNDwAAIABJREFUYJiMEq/byagyCEbX9OVRhCrpj5sHVjLKklE+4TZWRiEfvnfdY88/ukjjBKX4K86mySglfJAxM8pxrjE1fYOZUZaMkmupbGE0q3D82DGx8VCKuZJRWiSjKKMIIYQQQgghVwuUUYQQQgghl4FTp/qvXSmlJ5tRMspemFXTlydrZFRVuW96tzLKIZSWlex2E0Lpllu6L+tklKemb9TMqH5fo6bPSkbt572MKoIAiJu16bpyz9ivQcqouZATO2EIZYmfi09Ghbj5ZkA3MkoKnDEzo0oRnnVtbySjrG1D3T+xjGLoqE9+ZaKmL1EKciRYFiYrklH9dislU+Gv6TPSTOIzmEaxkVRzJaOMNNJyaYgmVTi2G1nTl1frZZQtx+QsrMLxs/OXz3ymcQ57HfbMKK01dNRfc3cNpfvnx6YsgRMnRm1KCCGEEEIIIRtBGUUIIYQQchl4/PH+66tWRq1JRhX23Ca7ps9Ts9fJqNnwhviy8iSjjh7tvrRr+gJhTJwzo+yavsRT06e1sZ+UUYtJL3PCIujmOQGmUFhg1smPfSGjthvJEFviB9hcRhWIkCRA5UlG2dvniJGpcckoW0YNtpXfnjiBiiOxr0hGBQECIWOyMHLOjIqUQpGKZFQYYm4kswS5uZ3EkFHiM5jFfT0g4E5QGWkkWY1XwRBqMlV0sTJqUNMHf01f6ZJRz3iGcY5BMsqSXaXWxt/wNklGlSXwwhcCd90FvOlNazcnhBBCCCGEkI3gzChCNuQqHcVDbnSukQ8mZ0SRGxkpo0Sj1mWjlkYaeMYBcGIGlMHGMqqcWTe0JxWWeyv2bzlzpr7+5zlklKzpk/uLZJRd0xcuIlQ7tUToklFyX7umb+TMqL00ccqoIF8to7pk1LQXQDtBLQEOIxlVIUIUAVU4fmaUmk6A5nNWitdDpSC1ThGGZk2fSEbFSkGMH8IyniCIxeyswEpGeWr6jGQUgDw1a/oWmGEbB/VjT02fnYySUiZcahQ31cdMI1NGravpK6XErBSUuAaZKnLKqNkMGs1IrbJE4fi/YjsZZcsoYy0jklG2jLKTUZmdvBLprnX86Z8Cn/xk/fWv/irw+tev3YUQQgghhBBCRnNoySil1F1KqV9USp1USqVKqYeVUj+tlLp5w+McbfZ7uDnOyea4d3m2f6VS6meUUv+fUuqCUkorpX51xHleqpT6HaXUWaXUgVLqz5RS36OUClfs83VKqfcrpc4rpfaVUh9RSn37JtdHCCGEkBuTqyIZ9bq/AX7lj4Cf+TgAvVFNX1FgmGyya/pWyChvTZ/2JKOsmr5g1m+n5r1QGlXTJ2dGybo9a2bUhbRPRh3IZFQeGrOffDJKJqOmzR+zDysZFcf+ZJT8w2s7M0rNajFWKYVKrD1wHN8noyKlEIpveRpPoCKROgrtmVEyGRWPS0YNZlYJcnM7idwuTMV5rWSUs6Yv9CSnSoWg7B8bNX2DowBVGPbSsihQjEhG5auSUY4qvU9ZySg50wsYJqPSyiO7Rsgo+bPs+1EmhBBCCCGEkIvlUGSUUuq5AB4A8J0APgrgjQAeAvB6AB9WSt2yYnd5nFsAfLjZ79PNcT7aHPcBpdRzHLt9P4DXAXghgFEN50qpbwTwBwC+HMC7APwsgKQ53zs8+7wOwG8BeAGAXwVwP4A7AfyyUuqnxpyXEEIIITcuV8XMqK/8fP3gb+0Bt6XjklHNzfrlEsD2cGbURjV90+HN9swno0RN3y72sH2031fvrZFRRjJqAUzdyajUSkadX7pr+oIiQCITTmL9sqZvmSTd83E1TEYVjXjIEW8so6Konxm1rqavQIRwq16/PV/KnmM1kFHibweRlXZK4wRhHKCqs0C9CAGQBIFRcZcLGVVaSS6ZjBqcHwIxM2rVbKlQ1vRtmoySkqsClJRRa2r6AFHVV5bOc+WbyKgRNX32OrK4meF1CMkoucmIzQkhhBBCCCFkIw4rGfVWALcB+G6t9Tdprf83rfVXoJY7dwP41yOP8xMAng/gjVrrv98c55tQy6nbmvPY/LNmnyMA/ud1J1BKHUEtkkoAL9Nav0Zr/b2oZdaHAbxSKfWt1j7PAvBTAM4CeLHW+p9qrf8ZgL+DWpr9r0qpl4y8RkIIIYTcgMhkVJYBjsDGk8p+XgI3iTvMk3J9Mmo+B/bqHr7FAkMZNamwWIqb3+uSUY6ZUenIZNT0pn674gkhlFwzo0QySsXinJnCVNz8t2v6nli4ZZTKrJo+sX6ZjJKSQ5dDsbSupq9NX/lkVFvTZwsm1/bB1nSwbSj2MbaP+kSXrPSLlEIk3744QRiiW3suZFSszFRR3qzDvkZXMkrOrPIlo3QQGJkguV2U9p+N1E5GbSKjSjPdZSSjPDKqS8OVpTMZZdf05fDIIrhl1Kmbb8aZVq4WxSAZZcsuo/YSmyWj8hzAqx8G3vhx7D39/NrtCSGEEEIIIWQTLllGNWmlrwLwMOqEkeSHAMwBvFoptb3mONsAXt1s/0PWy29pjv/VdjpKa/37Wuu/1nr0wJRXAjgG4B1a64+J4yxRp6yAodT6JwAmAN6itX5Y7HMOtUADgP9p5PkJIYQQcp3xwN4evv+hh/DgwYF3GymjgMufjjqrrNRSUq1PRgFdVd/BgQa2hjLpIBsnox4/pZ01fV4ZJZJRO9hHuNVvpy+sSUbt7HTpnSoRvXNZgFALGaW1sd+5A5+MMmv6MiFspIyScgZFvc1h1vQhCFEpBd2sRQEILBnV1vRF25NRxy+DANVEyKDAlFFSMKVxgihCJ3u6VA6aZJSnps8QYkohE5/90kpGGcqkUgiEXJkH/TplMioSNX151L+3g+OJa5bnN863oYzq3l/HPCfj9VZGqRUzoxw1fYCo6huRjDrIreTVBjLqkWIB/JOHgReex+mvf3jt9oQQQgghhBCyCYeRjPqK5tff01obf/vRWu8B+CCALQBfsuY4LwEwA/DBZj95nArA7zUPX35I6/1dx2t/AOAAwEuVUhPx/Kp93m1tsxKl1AOu/wB8wZj9CSGEEHJ1UVQVvuETn8C//tzn8G1/8RfObcoSOHPGfO5yy6hzoSWKJg4Z5VrUyZMAgDOL0vknx/1cRmc8NX1nz+LU+cq5fyZry6TMEsmoXexBJ+I8+6tllE4mWKJOBkmphCyAKnrZYiejzs7dM6PWJaO6pJAUG8W4ZJQUWGtr+sLIkBdhs13okle70+7xuuNXU//MqKiQ85hqGeW63mEyyi/c8rEzoyrzmPvhtnM7c2ZUZEgwl0KS6zHq/1Yko1yiydjGI6MGySjlkUUACo8wuiCqAAfJKOv488x8fZNk1Jmy/2SXRzw/y4QQQgghhBBykUTrN1nL3c2vf+V5/a9RJ6eeD+D/vcTjoDnOpeA9j9a6UEp9BsB/A+A5AP5yxD6PKqXmAO5SSm1prf3/JJpcF9x3n/n43nuvzDoIMbhGPpj3NTe1W+69884rtBJCDo/TeY6TjQj5+P4+Kq0RiJv9AHD27LCW79BlVJoCv/M7wIteBDzzmYOXz0fWzWWXjHIlm5qf29MLd2rDSGJ4klHV6TM4v3Tvb8zQ8SSjtjEHYrHdGhmVqwRLTLGFhSmj0hCqtJJRYs3n5okzGQVbRnmSUVJsVE3FnExUta9vOjNKI3TKqFXyKtkdl4wqwhB6uioZ1b8NaVPT50xGOWSULxm1WIys6asUgqpCWzA4D7YBnB5sF4uavizqz2vIQYF/ZpR5DcbMKLF/kuXIktjcf2QyqrBllExpeZJR8hx2trCb29X8hrKfXnxNXyrEYxVe5h5RQgghhBBCyHXPYciotpTfVyzePv+Uy3ScdVzMecbss91st1JGaa3vcT3fpKNetGpfcnXwXd9lPr5K7/mTG41r5IP5XX9lOn3KKHI9cEHcQK4AnCsK3CJu0gPDij6guzd9eHzP9wA///PAsWPAQw8BOzvGy+cTSxS5avpchqyp6TuzcN/MPihXJJuaOFj1+Blg1m8XFgHKqH6c+WTUbIYimSHKFgigoWORR9pfPTMqV0kjOM5ZMiroEkvAMBk1Lz01fWk4qLbTqGvyfDV9rYzaZGaUX0ZFmMW1jLLnRbm2l8mo0pGkGhx/JpJJoSmjQkcyqpM9cmZUEBgix1vTByBbmuc3klFS5JZAKCzunkhGyU9jlPY/g7lIRhm1iQJDABkyCo38sl7T2qjHi4titIzq1lCWQJ6jDFbU9HkGyXXfwzHJqNR8Xa5vHblIhelI1/s4hJ5LuBNCCCGEEELIOg6jpm8d7d9Uxs50erKP82Sc53KtjRBCCCFXGResxMHpPB9sc+rUcL9DT0b9wR/0J/v4xwcv70+GNX3n7X9msyIZdTb1yKjCI5OkbD57Bpj0N8OnaS/rjNoyuX+SIJ8IoRaJ87uSUWLtqU66mr5lkojjB0DuT0alEDJK7pcGUNZsplYCGDV9Ukal9XkOa2ZUFAE6ciejQkuUFYgwOeJPRtm1fsH2zNhfbh9KwRTHCMO+pi8T12sno4oVNX2ZlYzyyyizNm8euOv8ZDIqj9bLKG8yylfTBxgyKsn7z6IpkxwySsqcxQKF8sgijEhGFQVKa/9BMio7nGTUU8LTdTrx136te05rjf/hk5/EsQ9+EO9y/aZGCCGEEEIIISs4DBnV3sa4yfP6EWu7J/s467iY84zd58IlrIsQQggh1yB71g1kl4xyJaMuVkYtFsAv/ALwkpcAf/fvAp/4hHih5fjxwX7zqVXT50pGrZRR7hvlC18y6vbbuy/DC+egpv37Ms17SbBaRu12DytDRvUyy1XTl6GXUQtLRq2aGSVl1MF02j2vl/UfmROPjHIlo4rMM58JChrBxcmoDWr6pjeNr+mLt2LkDqEWBwHCXIqe2J+MUgqB+CxUcnaTlc7KxGd/XU1fJH6+6pq+Zt1iM0NGxWF33sKR6mmf38f2cJtSuZNRMFNLifgZN2Y+rarpA1AdHKAKNpdRhUxGWefoqhKbn/9F7qkBHCGjciETg6gALlwA3vSm7rk/3d/Hfzl9GmeLAm8+cWLt8QghhBBCCCFEchg1fQ82v/pmOT2v+dU3C+qwj7OOBwG8uDnPA/IFpVQE4Nmo/377kLXPrc0+H7b2uQN1Rd9xzou6MXjta6/0CghxcI18MF97xx1XegnkRuPDHwbuvx941auAr/iKJ+UUFy6TjPrsZ4G3vhV4+9vrGVQtb30r8HM/h/Uyasuu6SvxxBOA1kDnJlbU9J3PC2A6fHlZeWTU9jZw003A+fNQWmNndh57zUvTIqqtQwhoBRRVhSgIzP0nE2QiGVWG4n1eMzNqWSWd4LBr+rSdjBL7+ZJROq1lgDE3qhEEvplRZeqo6WtEEYCNa/riGIAlo0Jrv3b7AhGmT5mOPn4to2LEKAbbB7KmL4kx8SWjrJq+MomcUihSCqlMRlk1fcVghlP/+ZqHvmRU/yiLI2dSDYUCIt2tZ45t7GBuyCTvzChYySghdqRMKvSwZk+uIT0Y/lXB+MyMmRmlPDV9zc/uQWa+vkkyKhPJru57K+KTT4hj7I04HiGEEEIIIYRIDkNG/X7z61cppQKt+7+FKaV2AXwpgAWA/7rmOP+12e5LlVK7Wuv2fgWUUgGAr7LOd7G8D8C3AfgaAP+X9dqXA9gC8Ada69Ta50ubfT5s7fMKsQ25Abjvviu9AkIcXCMfzPvuvvtKL4HcaLzqVfX8pN/+beDECcBT23Up2DV9p7JssI2r0WqTmVE/+ZPA930f4Bop04kpKZIcMmq5M5wZVVXA/j6w2waQViSjzheeZFTlTzbhllu6m9m7015GJTqoK/OaOVLLqsJOEAz2T5M+GVVG4ia7PTOqqoyb7ZmO+2SUIaNC6MyfjMqQOGdG6UVTuRcE3eydNpFi1PQJsZA3c5Hsmr5CxYCGU9TEK2RUFAHw1PS5ZNTuU+r1G/OaHNuXQYBkO/bKsagwk1Hbq5JRYlsd9+LNXoOs6Vs5M6pSxsyoA29Nn5gZJWv6pGjKAiAqu/XMm2RUacmv0JeMEuczklGeKj95fS1Lxw99FYbd/LFijIyCp6avnRl1CcmoTIi4tJWxRv2lEHXnzgFveAPw+teblZyEEEIIIYQQ4uGSa/q01p8G8HsAngXgn1ov/wjq1ND/obWet08qpb5AKfUF1nH2AfyfzfY/bB3ndc3x36O1fgiXxjsBnAbwrUqpF4s1TQH8ePPw56x9fglACuB1SqlniX1uBvCvmoc/f4nrIoQQQshhsrdXiyigjiYNBiQd0mkuQzLqx3/cFFE7YpRSd694RTJKa41015Jkk/qARlWfa1EnTwJa43zpvpntTUZNJrWMatie9G3GiQ5rOWAfw5JRWdxfaO6TUVUFyPc8SZBmyjszapCMGlHTVy2H859aEbPE1JnEKRaOZFTUp3Y0ApQINp4ZZc90AqyZUWGI8iKSUT4ZFQi5kSV1Td+YZJQem4wSNX0agDZkFAw5tC+SUYXYLhEyqhA1fUYySnze2mRUe37f+bwzo6T4DPtzlI7xsUYyymOgq+Y83mSUqOlbl4xa5BefjJI1fVkU1Vcjfz7Ee1M88gjw7/4d8IM/uPa4hBBCCCGEEAIcTjIKAP4XAB8C8Gal1N8H8JcAvhjAy1HX6n2ftf1fNr8q6/l/BeBlAP65UuqFAD4K4G8B+EYAj2Mou6CU+iYA39Q8bIcTvEQp9cvN16e11v+i3V5rfUEp9VrUUur9Sql3ADgL4BsA3N08/5/kObTWn1FKfS+ANwP4mFLqPwHIALwSwF0A/nettZ2YIoQQQsiVpKmX69jbM+TIGD70IeAP/xD4ju8AbrvNvY2djDpsGVUUwLz5Jz1KAb/5m/XX3/AN9a9pitpUSRH0yCPGMc4VBXRsxaqSXkY9/ekQB7M4OAD29rDnkVGZHiejtmb7aHv+piNl1FLIqEz+qdWWUbbEyuCu6cuClckoX01ftVhd0wcoVFaFXp56klHij99VEBnpHZcsKoMAVVPTp8JwlFwqgwiT3aR7vG773Z3YWTUYKWXNjIoQhv5kVCiSUVUSeZNRywPz+tpklNwuAFBBIap6QeNLRiVp/9nMI4+MSt0yavTMKCGjprmodgwm5jbW327k8X0yqgwChFVlzKWyX6+/KAfCy05GLYrKWMNGM6NETZ8OApRBgEj8RpVJGdVe119daoM6IYQQQggh5EbhUGSU1vrTTcroR1FX2f0DAI+iljc/orU+u2p/cZwzSqmXAPgh1ILpywCcQZ1M+kGt9bBzBnghgG+3nntO8x8AfBbAv5Avaq3/i1Lq76GWZP8j6jsjfwPgnwN4s9bDjg2t9c8opR5ujvWPUf8d+S8AfL/W+lfGXB8hhBBCLiNNvVzHhQvu7TycPQt81VfVIuhP/gT4tV9zb/dkz4yS202nwNd/PfDe9/bPpanjYFYy6qRLMq1LRkVRfwP75Ensa/cfG1OsqelrTzc9QCujJggMGdXVfw1kVF3TVwYByrC5w14BmIsb/A4Zlaboa/pkMioNUKYB0PiDVckoKbFWJaNa6VUFkTWjqN5nkHLSpowaNzMqHF/TFwSogghbOwFSJKOOn+wk3mSUFEx5bCWjmqpCAEiUOd9JJ6E/GSVGJ8lklJzRFEKhAhCJn69F0KfVzGRUL1q8ySgho0bX9In1FDIZJX7Gl2H/OSlcySgpo5ZLQLxn3X5hiKQovMkomW5am4wqKiB277sOOTMKqL+/kaemb5PjEkIIIYQQQghweMkoaK0fAfCdI7e1E1HytbMAXt/8N+ZYP4xhrd+Y/T6IWpptss9vAfitTc9FCCGEkCuAnYzaUEZ96lN9IunjH/dvN5gZ5ZBRlzIzSnqktjnOGIOUOg722GN1dV1z4/uEY46VTEY5T/aMZ/Q1hydPYg73XJgMK5JRR4+Kh/0apwiB3JGMsvZfhnUyyhZKct9Ua+g07cMga5JRVap6GVVVXf9hpQKUOnLLqLmYGdVgyygdxoZ4qJoElr1PJkyBT0aFAxnlnhnlmgFVhCGqIMJsVss118wo+/iT2bpkVNCt30hGyXlXQWDOjBIyylgDYNb0hWEvo4xkVLNWIWgOwlm/H3oMGRUFTgkmPzNGTZ+VjApLTzJKnE8mo6SMcuWajJq+NHXKqPY8Y5JRtowaJqP0Shn1uc8Bp08DX/iFddLSWGs5PPaWENSpKxlFGUUIIYQQQggZySXPjCKEEEIIuSq5xGSUHDG1v+/f7smeGWX7Hflr97p9MK0NGedMRrlklDzOs5/df/3oozgQt+MnaX+DfaWMEsmoaNofe4ZxNX2LVkZZQglaAYVIKa1IRi3tZJQ4b6Z1l2UpgqS5nmZmlDhnuQihdZ3+6c5pJ6Oi2JAfuvDPf+q2Ccclo4qmps+XjBI6BaWQUUtMRx1/uuufGSWTUVkcjU5GyZo++5iypq8Iw66mT24XNP92LRICZBH0MkomoyZWMqqb4SVFk/i+V2GIPdSfLSMZVSqEohbQV9M3ET/jWdC/B65klFHT5/o5FOfxzoxaJaPa70Hzs7ssTaHVyTat8ZlPV3jOc4B77nEnPQsrGZUmCVCW9X8wZdQm9X+EEEIIIYQQAhxiMoqQG4V77jEfP/DAlVkHIQbXyAfzno99zHj8wItffIVWQm4IXDOjNmCsjFpX05fnwLlzw/0upqbPK6NcMavjx+t0E4ATY2WU3E7KqJMnsXjmC7qH23mCdFLfhM6VR0ZZNX3hrBdGMzVORh2EdU3fwbSvZ1N5WN/yzxUQ1TfP0+USidgvy0RNn/FmhShShRB10kWjvqkeVRXyYAKUcCajkAaoKrOmLxsko8yavjYZJcVPLmRUFG1S09cko+LISPJ4txfJKOfx+yurZdRO5E9GZWW3RxHV6xgzM0ongTMZpbRCmZozo9zJqBophw7C/nNQShm17H/mZDLKrE2sZVkV1kfeC3aAykpPVcqQX75klKzpy4NIbOOo6RNrWLoSiujXUPiSUe0ay+EZcisZlVrpJnl9P/T9Jcrn7wFHc7zqVbfg277NjEbldk1fe+w0Bba26lpL+7iUUYQQQgghhJCRUEYRsiF//MdXegWEOLhGPph/vOqOPiGHzSEno7Qe1loBw5o+W0adPu0+/sUko1onI9xMfRyfjGpw1vRN6tvro5JRJ09i+ez+Om8qY7QDQfPAMzPKSkYF037/rcCaGeWTUcGwpi8qAuRAvf+s3i/NMuyK/dJU1PTJZFQWIE2BJAiwaM7ZzsUpglo+OWXUMqhbD1fV9EWxKaPypqbPk4xKkvHJqFZGqTEzo8IQOuyTUVKodNsL6ZGHEba2lTNNFCuFIO81TBabNX2ZuN4kCIxkFMTsptISPqhMGdUmo1w1fVHVf26WgUdGpUJGxT4ZFSAqS2StjAprGWXOjDLlV7tuDbOCLxY/8zIZVTp+fzCSUR4Z1Z5nVE1f4BFGvmSUuL5Ht84Db/lkbfre+TQAzzO2zfWK1NXWFmv6CCGEEEIIIZcEa/oIIYQQcn1yiTOjpIwqCtOTGIe1klEXyrKeRdTgqugDxs+MuqRkVMOomj5Rx4Ug6FJV9QFOIo3667xZ9YKnCMbV9KlJv/9W4EhGyfMDQBRh3iSjpBiKq2Y/OTfKkljeZFQWIMvMur32Zn5uyyhDYoW1jFpR0zeQUa5kVBSZMspKRsXravrizWdGGds3v0bifc6DCFtb8FbqRUJGFWFo1PQNk1H9tjoJncfUhTLMjg4CzFWTjHLU9MVirQshowqfjIpCbzJKXvde6Kjpq9wzoypLWMk15WHU7OoeiWvMjHJUeMrz+GSUFD/aqunLLRmVWjLKkGHP2Ov/9vfKE/hNy5TbNX1GMgqcGUUIIYQQQgi5NCijCCGEEHJ9cojJKMBf1bfnuBkr01E+GXUpyahNZZSzpm9iyShbJN15Z//40UeRRv113hr2oqYMKnSBihUyqpr1N7qdMspOVSmFAzWcGRVVzU3wFTJq1cyoNhnV0qY/MktGyWpApAGKwpJRYYhShSiaejtYKaeqWZ+djGrr8DZJRhVrklGhMpNGVRivrukTMiULY2xvY01NX3PNa5JRtoxy1fTpUgFQCAzJ5KrpUwA0IpFUWjY1fdradipkVBmp7rxGBV+pEAiZMg+Hc6rsmVHta8P0lJQyQ+EmkUmzi5VRK2dGyZo+rZFaQsl4nyamOP/OT30Kjzz0EPDe9wJVNUhGpW0yijKKEEIIIYQQcgiwpo+QDbFG3hBydXCNfDA/Zs+2IuTJ5BCTUUAto4Rb6Q9rJaOAWkbd2QiUU6fcx78YGeVNRrkOZiSjHLEuOxkljzGdmjLq5EnkSX+dx8K+mgxJhSxr1mRJIfmGldNemOxEgSGTBjKqEUj7cMiosk1G9cczbvJPJsgyUdNnzX5KUzMZ1d5wz9SKZFQaOJNRaTDrhgnpODbEQ+lIRsmavjgGNMw5U2tr+uLNavoKRChCR02flexZlYwKc7mtPxmVKGXU9EkZNUhGNWvImufnwRZQWjJKK8TIERoprnp7I6mkgUkmZJSs6ZOCyEpGLRqxVVoySsqvThIN0lNmssy+RomRTPKIm056jZBROvAko6oKKAqk2p+Mmk7N36vOFQV+6i1vwZve+EbgR38UxZFvN17PLBklZ0Z1a6KMIoQQQgghhIyEMoqQDeG9dHJVco18MO/Z3V2/ESGHwf4+sLdnPmc/XsPYZJQ9MwrwJ6O2toCDg/rrsTLqUmv6iqrC5/MRMsq2Xnfc0T0sH3sMpZBRt0RC1CQVlstmTSuSUcWkFybbYTicGeWSUar+PePAKaPE/lJGWckou24vy9zJqLypHnTOjErrmr7EmhnVCqx6Ye6aPltgGTV9evzMqDgGEIXuGVAOGRUEQKFilMKRdAmq3JRRkwmQeZNR/ec7j0JvMipWCpGRjAq6a5VrrgpAoTLSRctwAuTmuRWABJkzhSSPp7RCUshkVOCUZShNGbUMJ4OShDDgAAAgAElEQVRjoVJGBZ9TRpVmMipfl4wSa1h6xM0mySi7pk9+D7BYIFuRjEqSoTj/TPsz+oM/iOKN/9h9bCajCCGEEEIIIYcAa/oIIYQQcv1hp6KAJ6Wmr9Qac8cNZJ+MkmOYxs6MGlPTpw/8MuqxLIPzFrdd02cno44cqe0ZAEPjzUPsxuKPkJOy39WWUTs7KJsU1WLaS6GdaE1N34pkVDczSsoseUN8zcwoOxnV3nDPsGFNXxShUCIhZlXolenqZNQmNX0lwo2TUcBwJlW7ncpMGRXHK2ZGyW2jaMXMqACBlFGxPxkVojSEThbU77kzGSW2a1+XxwsqhUkuk1HKMzMqMESTW0bBqOlznU9ZUqsIHFV+AiMZ5UhRAn06q7Rq8uzXXTLKuMblEtmKZBSC4fllMmwwM6pNRrXzqCijCCGEEEIIIZcAZRQhhBBCrj/seVHA4cmohx8G3v524NQp7HtuLp8SN8dlTZ+UUZ3AqSrAM0sGcNf0RRHQ3vvWGijnDhl18iRQljgpJc9C/NFvXTJKqa6q7/zOTv/aPMLOxDxOt6stlJTCcrtOXsxns+6l3TgYyih5/kZGXagcMko7ZkY5klFtTd/YmVHphjV9WRR1c5bqhQ2TUVqboshORtkCa+3MqMTcvk062TOjWhlVhbFbRqVCpliCaVUyqggDRJFIRsX99YdaIRKyQse+ZJRLRtXHkWJEaYUEmSV+XMkoDJJRThllzYNKmxlh9syoqOyvt5NEchtrZtS6mj65Bp+MavctPDKqEDKqCjzCCAAWC+Twy6jKIc4NgQpP6qpNRon1VWGISinKKEIIIYQQQshoKKMIIYQQcv3xZCWjigJ4+cuB174WePWrnRV9wLhk1HIJ4PRp4O67gac9DfjjP3Yey1XTZ39d7jlkVFkCjz2GE1LynOyFECb1jXFvMgroqvouNAkpAMBBiN3ElFHeZBSA5dZRAMBcJI22o9CY+TRIRjX7XtB1TZ8UQ0mbjJIzo8YmoxoZNZEyqrnhnopklHbsl+dAbNX0FStkFMomTSX2KYKgE1hJAmBkMqpoavoCTzIqUAqqEQU6CFA26/Alr/RSCKagTl3lnpq+SMiorKnpKxChUmo4b0nIlioKoeFIFlUKEQpj7lLWpOfWJaO62UpSRlUKifj+l4lyJrLsmVFpOExjoVo/M0pZMqoTST4ZJZNRa2r41tb0FQVgyygrGZVrf02fS0bJ120ZlrY/d+3MKGv/Mgg6GZVlwLlzzuUTQgghhBBCCADKKEIIIYRcj7iSUYcxM+rRR+tkFAB84AOXLqPe9S7gb/6mjk+97W3da5/c38fn2mosR00fYMqoYt8zgOr4cTMZdULIKJGM0hruCFaTjLqwvd2/No+w60tGOY5xMKuTUXLu05Fk3MwoVzIq0Y6ZUZaMMmZGWTV9WWbV9LXJKCGjsjiGDoT0qtw1fZkS6SlLFKFUKIpDTkbFkXNmFAAjlVQmvYyS23cJKpmMCsOVNX1h7k5GmRV9CuVARjUiCuFQWqEwts2diac6GRU6ZjgZ73OlkJT9Z0eHCkWbjDJkFIxzZu38KetYY2SUsfZwKPEkxSYyylfTJ2dGWTJKB0H/+ppkVKkdNX0rZNSqmVHdvkWBJ54Anv1s4PbbgXe/23kJhBBCCCGEEIJo/SaEEMkDD5iP77nnyqyDEINr5IP5gCUD7tndvUIrIdc9T1YySh5jucTefO7cd/TMKBkleOQRAMAvPvooXvPggwCArz16FM+O7gJwMwDlT0btewZQHT+OE8eO9Y+NZFR9Y7mq6mvbdSWj2po+Q0aFODL1JKMcQulg2tT0CZN2U+Ko6XPsu1duoYIyRFbSiAZDZsn6syYZ1dX0yRozV01fOzNK1+fMkAwq+oC6STFOhFgKw2FNn5XEsfexZ0bZMir2yCg0MipI3PIKqGVUe34dy5q+crC9WuRA89tvW9PnSkbFVjIqD/tklLzWRDXiTXwfdCejooE8smv6ECrkiKxkFGoZ5UpGWXV+sS6hqqoTiEUQAZVZkReUVqLJIcBQKsSVSFk5ZBRKGIJs3cyoLOo/I+maGr61yaiyhFbD17MowizLgOUSBbbMfWVNn15R07ezM6zps2dGWesvwhAoCrznPb3//4//EXjFK5yXQQghhBBCCLnBoYwiZENe/GLzsee+AiGXl2vkg/liS5rpl73syiyEXP9c4sworYebD2QUgAtnz3ZfB0CXSTglxMrKmVEHB/0TJ04AAH77zJnuqd8+exZ41lngF7aB37gL4eypaIPtUkZVrplRQC2j/vbf7h+fFNGqpAKgASg88QSw60pGOWv6IlNGTVbX9O1Pb0GlFA6MmVHhKBmVFwr72FmfjHLIKHcyKqxllCMZtbSSUR2FkFFWyinX/XYqsWr6GhkVTdwyKo4xSFP5klFoa/pWyKigEvN8knpdlaemD2nRy6gwNGZGyWuoa/p6sSqTUfI9ioOgkVFC5DQyqkQ4ED4RClNGBRoZErPOz1XTFwwr8VRZy62oLJE350nDeCCjlCXLnPV6pafKz6gZtKXW6pq+9hgA4Mkvrk9GiZlROhxuk7cyarFArqbGa0YyqlqRjLr99vUzoypH6ipNjYZP+VsaIYQQQgghhEhY00cIIYSQ6w9fMmqkqJ3P65FLkv19DKr+LnQDl4CnC+nRJqMWi36XOAae+tR+3+WyOVFLI6Pm9okB4Dlz4HsfxLu/5JPdU7Kyr5Qy6ujR/mu7pu/zU6iyERIBgKh+P554Aitr+s7v7PSv7Ue4aTa+pm8/uQVLkTSaBgGmE2XIpGVVOffNMgxk1FQ5ZkbJ92wy8df0pU1NnyMZtayEjJJSqTlPUZj75VFkJKNUFFkzoxoZZQssMTPK3mdtTZ8lo6T+cNX0VUG8fmZUuG5mVC+j8kZGFTDX3SajYkdNX4nQSkZhKKPCWkbZiacEmSGHnEkl3cuofp2NWBPHC0rtlFHmzCgYyag0GM6V2lhGjUhGtdftk1GFkFFwyKju87pcolSOKr2GCsNkVPeeJwlK69BpKxw9M6OKMAS0Rp72z8sfY0IIIYQQQgiRUEYRQggh5PrDlYyqqtH/bN+u6AM8ySjx+Dki+dPKKJmKOnYMkAGjxQKmjDpzBlgusRA3fL/65psRF/0f1z597GyXTpCORUsZ9bzn9V8fP44T8u7wmQmCwhRJQCOjVtT0mckoq6YvXl3Tt5fcYlT0bQdB/ZKs2dPanYzKgT3sWjKquXkuk1HyJrlV02fPjPImo3Qvo2yp1K5FJqOyKEJmJaMMIdHW9DnEUneJI5NRxYiavrDs34Mqbur6fDOjhIwqrWTUQEalQkYFCmHYJKOsmVF2MqqKGoln1e/pYiiP2mSUKX2GyajSIZDUihlURk2fJxllyiiFSMiozCOjzOMM3zdJLmWUZ5tuFpZ4LhDfz/b1yiOruutcLFAoq0pPvAcra/qKwl/T1yajXDV9AKpczOLKQAghhBBCCCFOWNNHyIa86EVXegWEOLhGPpgvkukKQp5MZDIqSfo7pHt7gJx/5MEro6xk1N583lmh50yn+P3m+dN5Dq01Tp3qZcFtt5lppkEyqln3gbj5/iPPfjbu/vUZ3vzffxiY1c8vyhKTIDBl1EKIpOc9D/jIR+qvbRl1KkFYBijR3DyeVMDBimSUo6YvSiNsyZvqyeqavvOxJaPCsK6oG1HT1yWjRLJq0v5bqhUySiajltb8pzSthVhLK1UW2lPTl/tr+jJYNX1G5VvgTEZJGaXiCIVYi09GBahnNYWxWXlnz4xq0W0yKnQno1RaoP1rQBkFK2VUbMyM6mv6jGRUW9NXuZNRzpo+S0bliE3p0ySjzBRSMFgjKniTUUadX6GdiabS+J6p9cmocv1xgkyjamaF5UH/vE9GFY5kVJIXWIbm+X3CS852KsOhcKqUQqC1U0bJeVSb1vR1cjAtgOZngckoQgghhBBCiA/KKEI2xBp5Q8jVwTXywXzAnm1FyJPBfN4nmJIEePrTgU9/un584QJw++1rDzE6GbXoE0m3JwlmQYBFVSHVGvtliccf7/+odezYCBl14oQhXraCAGoeA4uwl1FVhafASkYt3Mmo/VOncKG9SZ8p4EKM0JeMSv3JKFnTF+chplIuTCqkraNzyKgDvYW5SI1thWHtmuyaPk8yah87OBBvXHduO1kl9m1nRuVhKObtACibmj5HMiqtGgGGxJJKfU1fbNX0pbr/XqlkWNNXFKuTUSoal4xKmuOuTEYJUVA1Mkp7ZkapZQ40sq4MAsTxuJq+oklGFYicyahYJqPCNu1jrsE5MyqEIxmFOhklq/9CR01ftaKmT6wx9NT0mWJLGdeQhcP3JKhgrMl1nFDKKLGGVK5b0MkmQ0blWE5HyiiRjCqPDNNTRRgiKQpUGL4mZVSlPMmoxjY7Z0YBqISwdMmoM3mONx0/jru1xrf9zu8AX/zFwBd9kfNaCCGEEEIIIdcvlFGEEEIIub6Qqag77gCOHOkfWzLJhxgF1eGUUeLO624U4dY4xiPNc6fz3JBRo5JRJ07g4JnP7B7OgqDeToiXhaOmDx4ZddKq6AMUokrKqLK/3sCRjNrdBba2jGTUpIhMGbUmGbXUExyIxW438mNMMqqr6ROCbtaeW86MciSjFphZ86LCbomumVEH5YbJqDA0avoCT02fq3KvvUQ1oqavDALocL2Mioyavl5GuZJUatELJlnTp2HWuoUDGRUgDLU3GWXKqPpcdjJKl7U8MmRU4J8ZtXY+k0NuuWRUUJgyqnSJrdJT0yfXZSejHDIqyirkGAqkZeT+q1c3C0u4oDg3qxQHaxXkYmZU9RR3FV9SFE0yKhi8Vn/hqOmzklGZr6ZPyChXTd+//dzn8O8feQQA8Hf+w3/Af/v5zwPHjwM33+y8HkIIIYQQQsj1CWdGEUIIIeT6Qs6LuvPOi5JRo2v6iv4m7JEwxDEhMU7nuTEz6rbbTIGUZYDedySjxI3urTCs7wOn/Q1tl4xSUkYdPVr/B+DkTTf1z5+ub6ybMmrNzCilgCNHcF5UG7pk1GKp+4vqnq/Pt6ySQU3fYGZUVTlFVlfTJy521tae5euTUfa8KADemVGLyjMzqnDPjMqjCFklavom8WC/PBdzmlBLhbbaL0nqNNWYZBSa44YTc3t5bCNBlDSSIDIFWftVnYxqj19X7+WIUYnvawAgUAphVSASn3NEuk5Gic+6KxmlRU2fXIN2JqNqGTVIKVkzo6qgEVyWjBomo+LmV5FoKrXxHjkFTwUkVf/epEE82GYwM8ohyMKs/zwW0UXW9In33JniEshkVOWo6etmTm2YjErtmVEXmYz6SzGr71PPeEY9u+/BB53XQgghhBBCCLl+oYwihBBCyPWFlFF2MsqSST5G1/SJm7NHmmRUS52M6rc9dqx2OzIdNZBRJ0/iQNzongVBI6NEMqp53ZBRSyGjZjPgrrsAACeOHeufP13vEEsZNZE1fY5kVPP1BSGjplWIUCkEVSNCAuCgvfnuOMaimhg1fZvMjOqSUWI9W6FjZpQlo9IUKBFhPxFvdlqvN8s8ySgpo6yEE4BB5Z49MyqII6eMUkohEutrq9/iuN5HCoa2BlAqBymjxtb0oZFRWFnTV1OG/cwo57ZVgSTvt6/CaiCYYqVQllYyqhFHBSJDHrUyKlo3M6qqk1GRQyDZcmtMTZ+djCpcMsqaGZU7ZZSZjCqD4XGidJicAkwZNVma6TTArOkzklGBI8UlMJJRobumDwAqrJgZ5ajxy0bKKJ2vTkbJ67IFFyGEEEIIIeTGgTKKEEIIIdcXsqbvSU5GyaPthqEho05ZMuq22+pfDRk17xMDAJzJqOUSpoxyJaMyK9XUyqhbb+2fb2WUFqpjsiYZ1ZxI1vTNqvrGt0xY7WcVoLVTKC3KxKjp2woChCGgxOyqZemWUVk2rNtzyijA2Lc91BNJnwxTjYwaJKOaG/kp6nOUgVXTV/Q1fVJi5VHUzVkKQ0AlMQpLbLQOR8qoNOqTUT65tCoZ5ardA8y0TpuM0lYyqtveklFBABSIB4IJAFRVIhbH1mGdjMqt49rJqFLU9Nn1ha6aPltGQWOQjHJKmWoot5xppaJy1vQN0ljVcGaUPF8wkFHD40SZkFGR+JwKOTZN+897dwz038+JEIBrZ0a1n9fFAnrTZFQ3U80xM8qq6bNlVHfcNckoKaO6tbqsFSGEEEIIIeS6hjKKEEIIIdcXq5JRlyqj7GSUuEl9xJJRrpo+wJZRZjKqePRR5M2NW4Vamoyp6QtSdzLq5C239M83NX2J9tT0rUhGyZq+7Sa3I2XUPK8AcfMcUQQ0781BORnU9AFALNax8MioPK+TSobMam+eZ2JmFGDs217K+clO93TQLG8wM6r5nrUyKohDK+GEbi2xJbFaGRXH9f8Y+5VB95bE4iZ+Kzjamj65j09Gqdhd0+eTUbqdGRWZ8qqt9VOpFB31c1UwFEwAEFTDFJMrGTV+ZhTqmj55zLBJUMkEUtnMjJKSrT2mlFGFKxlVr02+t2Hplki22ErK/r3J2mSUUfcHZ8LK+L6IZJTcV8qo2aL/vHcpLSGLNpFR3fdtuUQV+ZNR2pGMkjOjBjKq/f2sEdW+mVEyGeWSUbl431PKKEIIIYQQQm5Y3FN0CSFe7r3XfHzffVdmHYQYXCMfzHutGRH33X33FVoJua6xk1HSLB2yjNoTN5ePRNFgZpRd0wfUrqhFHZgyaiHs1VYQQHUyanUyyiejXMmoRP5bJF8ySh58OjVq+rZVfc1SJs3zChCCQ+6/KJNBTV+7f3s72lXTV1VAWdYySiajttukiS8ZNZl0hzo/2e2eDlOghD8ZlaEWYHGikIn1BgVQwVfT18zhiur/sWv62rE/ZjIqaS9xUNN3aDOj4mYbTzIqXIpUTpMQqjyVfkFZIC7kLKgmGWVJNJ+Msuv/dFEnmZQ1M6qu8xOyQw9nRrmkjC4xkFGFq6avrKxtGhllzZ+KxcyoPIiM8wKOmj5HwirOhq8D65NRpWybLMQ6musp1ySj9GIBRI5kVFvTp578mVHravrs6j9CCCGEEELIjQNlFCEbcv/95uOr9J4/udG4Rj6Y90tJAMoo8iRhJ6NOnOgfH3ZNn5AkrmTUupo+W0YdnD3bfT1rbvQulzDmK7Uzo+RxwsyTjJIy6oxDRvmSUVZNn0xG7TYySiasDorKm6w6KCeDmj4AiMU6ltVw/zYYkiHBoklKAcBO7JBRQsrIZNSFpF93mNY3xAczo6xkVBwDubj+oKjzJHnerx0wa/raZFRhiY0uGeWYGZUkQOBJOg2SUVG9jV3rF0LKKCEK2vco8gimZf9eV10yyi2u7GSUdiWjggBFASTVMHFlJ6OqJskUOGdG9VKjnRm1Ls3UzoyS27VrM5JeVk1f5arps2RU4ZBRQaUN8eecGZWJ10VN31L8/jBz1vT1yGRU3nxmvMmoRnKVaersvehnRm0mo6Q4KqrhxKmxyaj9pWNmFJNRhBBCCCGE3HCwpo8QQggh1xerZkZZMsmHS0Ytl4C2a/qkpIkic2ZUtlpGBSgRZOadWzlBqhUfY5JRkZRR0ynw9KcDsJJRp2qhM1VSRtU3zVfV9GWzGZbt41J3ySQptXw1ewAwL9w1fRMhXFzJqPZefIqJlYxqbsivkFHtofYm/fenrU6zk1GpJaOSBMgsGQUMa/ryMOxkVBRhWNNXiJlRQpTkQkaFHrnkq+lbJaMimUpqZ0bFbsGkrJlRWmtUgUdcaSsZFY5LRkkZJY9bNckoe2aUnaBCU9NnCKTmmK6klVnTN0xGhYV2zowya/qARMyM6hJJK2ZGFQ6pFeVVl/zSgULVvJcyGbW16JOIXXKpX4k7GRW4/+rWpfs8gqfdTztklKzp04F/ZlSq/SLLllH2pn/1aSFj22OKtX7PX/81vuAjH8HvnjnjXD8hhBBCCCHk+oAyihBCCCHXF0/SzCgA0BesZNTWVve1nYz6fJp3zXfTKdB6q9ZzbMNMRQEwpEs7G2nMzKiwEBV7TTKqUsqcGdUkoybyhnaTjDp/HmZNn5Axe7t91V10AGzN6hvrUkatSkbN82TtzKhU+2WUXdO3kzT7yZlRnmTUnkhGRZmQUeuSUeJ8oU9G2cmoyJy5JGWUOTMqapcJHUfQ1jwlwF/ThzA05xdpIaMKkTSa1NuoKDK272ZGZbmRTKoAVKEvGVWaMiqoUMKcq9XPjMrFds36rVlQOvfLKFsM2TV9laNar01GuWZGGeKuqDaeGdVKIHmcoLSkVjA8V1CZKaz2vTJklEin9TOjemQyqk1o+ZJR7Wd4Kee2CbpkVLBhMkrIqKwa1v+5avq0rus1JYvMn4z6yIULeNOJE3hwscArPvEJ5/oJIYQQQggh1wes6SNkQ972tiu9AkIcXCMfzLc9//lXegnkemc+74VTHAO33AIImYILF1BpjXc8/jjuSBK8/OabnYfxySglZFYax8iaBFCkFKZBYMiox0X65LbbgNYvtOOIXDJK1tnNmpvEdk3fQXOnt99UIy4skfS0p+HMkSPIm/UkaYSsEVozmYwSM6N0mvY5G7GO8+L9S+ZVt/6Jkmmt0i+jiolzZpTc3yWj2oeLMEHR3BQPtMZW3KxSJqMMwdbvuz/pZWE7x6csgVgkitob7lJGyWRUWNT7uWZGrUxGiZq+yFHTF8dAIT4vQVEhzxXi2J+Msmv3lPYko7qZUe60k85yRGWJrJU2WkP7ZkZVhZHs0o4UU5uMkiJnVTIqRGkai7CVVkKmVM3MKKNaz52MsmVUK4hWzYxyJ6MUkqr/HHYzowwZ5ZZaxvtRVoiLovv5y8MQkzw31jMTqchOjPUrwTTv11E4hJck78S1Oxm1sqavPabWg2RU2iYcl8vBvCh5XJmMqtfR+1MAQOifGfWJ/X3nmgkhhBBCCCHXH5RRhGzIvfde6RUQ4uAa+WDee+edV3oJ5HpHVvTdcUdtgKxk1A8//DB+7LOfBQB87J57cI+UVQ1SRkVRLSIi5FBpL332hGA5EoZQSuGYqKc7U5gyqqX1HFtGKV/NwjFbaV1N3xRCRE0mQBAAu7s48exnd09v74dob1NPQzHbZrtCgdoLlPNl/wdDIWMu7Ox0XxsyStzEd9XstczzxDkzahIF9d33sE7mFHnen18koxaTfi2zokCyvV5GtV5snvTfo4m4YR6Uw2RUhnrNcQzkYv0yGWUkqtbOjAqcNX1Z1Nf0mTJK99uPlVGVlFFCZbQzozw1fcjNxFGhNSqPjArtmr5mZpRMgcWdjOq3K9D+7JjprLZWT0u5ETYzo0LxGSrr7QKZjGoFlzUzyq7pc86MKktrZtRQbKFUmJQykTScB2XX9LmkVmiJr/YchdhmmjlmRonv+0T8/lGsq+nrklGl8/WuTk8NXzOuX5nCaV1Nn6z4k6RpnwQFYMgoOxlVOI5LCCGEEEIIuT5hTR8hhBBCrh/seVGAIaPO5jneePx49/hjnhlSUkbdcUf96y6sij45L6q5KXtUxAEu6BxokgbHjvX7rarpOxASaNYcc7nEShk1g5gXJQTZyec9r/v6yPn+JvUs6G8+T44IITF3J5vOSxl1UHbrlwmrZeWv6dvP3TOj4hhG4mspb2hPJp3bMtJiZdl7rhHJqPmkfz+m4ka9Kv3JqCQBMlnTl9fvkaumrxVYUQToKOqSMACAQnX36GPHPCNbRoVlL6Nk/qUMQ6hWLo2UUbqZGaViTzIqz01ZojW0VdMXN+9poAtrbpMepJ1cyahCKSRJnYySEqUqMJBH7po+Nazpc1TruZJRnYySc62smr7uWFLGVMCkkokkz8woR8LKqAQsK/N7Hg1r9ozkU1vTJ2TRJJMJrTXJqPYzbCWU7OOvrOkDDGkEmCmmTZJRg9FVrmQUZRQhhBBCCCE3HJRRhBBCCLl+sOdFAYaMessXfRH2xU3iC8Xw5q3W5mippz2tOQzMeVN7cl5UczM4DgI8pfm6UgB26pvzMhm1qqZvIRI5ZjLKPzPKkFEy0dQuHMDuXr/NTCSjJjsi4TF3z4ySc7Gm86Jbv0xYrZJRvplRSQJTRkk5IZNRiUhV5Xkvo+TMKHGTvgyTrgFOJqNmImliJKMcNX0yGdVKjlU1fXEMlEIsqUoDWjmTUa04SBIY8ioodXcTX2lTeIST5ryRKWzMmVHis9zKqyQ2EzsiGTWUUZ5kVDVMRhWInDOjklIIluYaBzV9eS2P1s+MGiaeqnYOlZFmwuB4LhkVFnZN3zBlpUq9dq6UPQ/KVdMXVpXxni3DZLDNpBgmo0pRH5mI/V3CS9J9hgv3zKj2+JUjGWVcf+hPRrlmRnWJq6IAvuQ08I0ngLAyfisAAERCRoljApRRhBBCCCGE3Eiwpo8QQggh1w8rklHz6RRvfvnLjc33ymGt1Xzej7OZToGjR+uvB8koKaPETeJb4xhPtDeSb8qBC4mzpm9tMkrKKCFtFtbMKKOmTySjFiKOtbXoKwG3ov5YsZBR1cKTjDJkVI7ZU8T6mvvIGfwy6iCLDBm11dx8HiSj5M1uIaOWk14MzYoCnb+RySjx/ueq334pU1XyRn0hklHNAY2ZUWK/SCajxI37PAyNmVGFUe1X1x+21xBLGSWTUdZMo3Z7NJVybWonTJo3ekUyKhYVebqRUYEnGaWyzBQqWkNH7kq/QJfOmj5XMmqnMmv64hgDyVQ1NX2VQ0YZs6BKDOr8Ks+cJ29NnxRmhV3T56rX084ZVcbMKKumr3LJKKsScBFNBtu4ZkZJWZTkcv7WsC5Q0iWjHMJInlerofjRQYBKKQRa+5NRyyXOzf01fSdvKYDv/2T95F0HSNPnmRuuqOnLKaMIIYQQQgi5YWAyihBCCCHXD65kVDMT6v6v/VqcseZDuZJRsqLvppuAtqXOTkbJmr4j4qb3MVnVdlN9Q3ltTV9jq4yZUWEIrS++pm95663d1zsHvUjbFjIq2qrZ/eMAACAASURBVOpvXuuFJxklBdk8604xE8dJ4Z8ZlWXA/rQXWtvN+u1kVGrJqPZwy2n/fs5kMsojozLVv4epUfEnZdQGyaiilgqumj6ZjDJSOGUvsACzQi8XyTC7pq97CwtTroyRUaFDRnlnRhXuZJRRa9fJKHMtpXIko4JgWNMHfzIqQmEmo9qZUVK2lE1Nn5GMcs958tX0rRJErmOFVbm2FjAsK3d6yphPZSajsiiBBlD5ZFRX0+dJRjmEl6T9DOeO38/k8SvP3/y66wtMmZWKmr7jn/fX9H3uLiGUXnkCn19aPX2s6SOEEEIIIYTgEGWUUuoupdQvKqVOKqVSpdTDSqmfVkrdvOFxjjb7Pdwc52Rz3LsO49xKqR9WSuk1/33a2udla7b/yU2ukRBCCCGHi9bAO98JPPgBRzJqextpkuCn/uE/HOznSkaNklFJYiSjdq1kVH+AYU2fU0Y1852M+UhB0Cdlxtb0yWRUG+kCcGTRX5SUUeGWuH5PsknKqK2DrFu/TFjlK5JRWQbMp/26tpv3PElgCCVvMkqIoVmWuWWUECPtHCcAyGTtoahFQz5MRrX7JYm5XyujVtX0RZFZuRcVpowy5wf1AquwBFb3/R4poyDeMiO9FDUiKTFTSV0yyiWjHMkoret0UmzIqMqbjJp4avrsZFSI0pBMCIcJKl25pFWzBuM9GMqottYutwSRIZocNX1hZc+VGm4zqOlzzowy15NGE0u0AXElxJ1rZpSRjHLMtxJ0n2GP2OlmRjlq+uTxB8koUal34pRfRiVL8/fRX9s/aW4Y9ftKwQVQRhFCCCGEEHIjcSg1fUqp5wL4EIDbAPwmgE8B+O8AvB7A1yilvlRrfWbEcW5pjvN8AO8D8A4AXwDgOwF8rVLqJVrrhy7x3O9fsYSvB/AiAO/2vP4Bz/5/uPLCyHWFsv4iz79Dk6uCa+SDqd7/fuOxftnLrsg6yPXHhz4EfPM3A+/FSdzdPtnKqCDAr37d1+GEjCc1bCKjjJq+Zz3LOTMKsGTUU0bOjHruc/9/9t49yrKsrvP87vO6j8iIzKosCiopRB4NSsP08FBkWL5wFJvCFtfQNrTDuNoHskYaH3TPshm7sXuhvRAXOC0yi2JGcdnjq0cRxAJRFEUQlIICh+Jl8SqqiqrMrMqIyLj3nsfee/44Z5/9249z7o3IqMpK+H3XKiLuPefss8+59waR+xPf7xd4//sDZ1TPd47ijDITB7C1tOfayhOgGzeZ2kViUQ3E9NG+p4OVnX9G3UhxGCUloBRwkY7RQZPRmL7JpHcJlRPijKoqG9NHO6PI/S81hVHkWGVBiVjnjCKvYU6cUUUQ04f+GNfl5DmjnJg+4owaiunbFEYZeqG1E9MHAqMcSNJffwij/LEzISC7qDw/0k+JzAE9eQ+jCEAx1+jF76mqhUyCfvZMZxS9ti7OTwdxfulaZ5QZx3F6eTF9OgK2fBgV64xKg5i+zmHlQS0K8FZpEcy5kKHziZ6niMCoIWeUeS0qHf48o8frgT9DbNIUqGuIoZi+ssRdZzXwsMhxAJR2QdXvVXfgdfIRmKYplILrjDKvyZAz6hWvAF7+cuD06fhkWSwWi8VisVgs1hWr4+qMegNaGPQyrfWvmCeFEK8F8FMAfh7ASzYY5xfQgqjXaa1/mozzMgD/R3ee776Uc2ut34MIUBJCpAB+uHt448D83qO1/rkNroPFYrFYLNYDqA99qP16HYgzqovpk1rj1c9/fv/0t0yn+KtVG0l35Ji+xzxmtDPKDrBhTN/Jk8BDHxo4o1YmOY/CqG6R24zjwCgCfZZkHtOVjeA7QWCUmNhF5KQaiOkjLqETFEblBMyIeEyf4VPLKYFs3T33Y/rI2R1nVDXJ0KINYF6Wh3JG1RRkEdeOjjijnM4oB0a18/Vj+qo8R9XhnSwLwYc5BkA0Qs6HUalU62P6Utdl1Mf0eU4cZN3+xUAPVFM7QGUIRjVN54win5NaayANnVFShjF98zx0Rskupg+RzijHGdXF9GkHWoXjQYadUb0zyumMcvdp3VjuWJmU0c4oeq2JVN4+ISjKpNuzVaZ5AKMyRdxykU4o6oyKxQ5SmffrUP9SD42GYvrMuCPOqLvOqQBG9fF/cI+7FzV+9+xZ/ODDHtb+DKOdUeYDPASj/vN/Bs6dA24c+ucYi8VisVgsFovFulJ1yTF9QohHA/guAJ8H8Kve5lcCOADwIiHEFkbUbX9Rt/8rvc2v78Z/dne+Yz13p+cAuB7AB7TWH9tgfxaLxWKxWA8SGYB0BiQeqnNG/cHZs/hMB6ZOXryI/43AlSPH9D3qUU5n1DZZRN40pm+OhX1yawt4+MNdZ1SSbOSMmlKMQ51RZOF6vrLA6kRBXCq5BQJpM+CMItdzYhGHUU0Sd0YZuLIgMGqre9J3RpV0UTqAUd3lDcX0kTmuFIFRBTm2sYv7mpx3vTOqhQpjMX3+MSmJ9qNjAMMwKhtxRiX5QGeUcUbVLlwShi0UIWACNo/paxoghQtWGq2hEq8zqndG2feAienznVGybsek803ysDNKd64sv1vKh1bGGeXAtVhMX+NHA+pgbn4flDYxfWPuqTTWGeXF9EWcUXSMKm3fO+ucUc51E5nXok7j2zeN6dMejKKRevfcNxzTpxFu+7u99uflcom4M6r7eREFaG96U3yiLBaLxWKxWCwW64rWcXRGPav7+i6t3YwGrfU+gPcBmAP4pjXjPAPADMD7uuPoOArAu7qH334/nBsAXtx9HfszvMcKIV4qhHiFEOKHhBD/aINxWSwWi8Vi3c/a2wNmWOAUOpKU58Dp09Ba4xe++MV+v5e+5S14+MJCoCPH9J0+jb2rbDXlDgExDzmKM2prCzhzxnVG0Zi+6gidUQQWzEoCoyakvye1vz5lzYAzilzP9sXF4WGU0FgRGDXrFtmDzigQFQWJ6SPXsVrZmL7Grqw3WQbVgRYa09dQGLXGGeV0Rm3gjGpj+khnlAeWzDHtY+KCSbP+PK4zSq53RgWdUSK6v1n8F4ULeFLjjJLVkWP6hpxRfkxfo7XtjKIwqgq7oJIsBEPonFFpxEHl92YNxfT5biX/Hvkuq1TJtZ1RqXQ7o/qYvhFn1CqbuBGE0nfLZc68AaBowhi/QWdU9z6i71uqjWL6AJvjaMYl4917XwVfPeSKwCgDmQ4W2hm3B1xDzigWi8VisVgsFov1FavjiOkz1QyfHtj+GbTupccBePcljoNunGM9txDi4QD+KYBdAL87Mscf6P6jx/4+gB/VWt83chzd/+aBTV+3yfGsyy/+NzPrQakr5I3JHVGs+0u7u5GIPiHwJ+fP45aLFwG0IOMnfv/3sf/939/DkiPH9G1vY584rHYI4PKdUSdOOIwo3hk14IyKxvRt2hmVpr0158TKzm+nIBApM4vIGpkMY/YAYI8Ak53FoudUOwRqyTQe01dVAEgU4Gy1QtLtt2lMXz1JnePt7RVtb1QHaso8x6yqUEo7X5mTYymMqhLArIlnGWSaQ8t2LnnugqWCwijaGZVlqGGPcV1O9hjAc0Zl1hl10YvpW+uM8iCQbuL7Gxjld0b1MX2yDnqgkLvOqJzG9HkwSqdxZ1RB7nHT3RfpdTypLqZPO9eHaExfhiZwMwUxfWqzmL4YjPLPmW0CozxnVAxGpVIikwR4ejF9QgrnuuokC85DY/rUus4o4+4bgFGbOqMGY/oAXNg9HIwykOnicqCHqvs5UCn3WCUEkivkdxoWi8VisVgsFot1OB2HM+pk93V3YLt5/tT9MM5xnftH0P7N3n/VWi8i288C+BkATwKwDeAhaOHVRwD8TwD+SAhxHPeSxWKxWCzWEbS358Io9bA2lu8Xb7+9f+5HbroJD9ndxfa+dTgd2Rm1s4O9kyftww54ASGMIgYqACPOqIc/HAviSJoNxfR1c17rjCIL21slgVEzApGSDmzBczURB9AuWQA/eXCxP8U8I+AgV5DLAWfU1N7jrdWqX4T2Y/ocGDWZ9GyrIfBstlohSVonUnsCL6qvKFAR11NDIgnnJIZQVa4zSmUWvuW5uwhv4tLGYvp8Z1Q+0hll3C9F4btpCIzywElihhaid1YBgKi7RXsfRiUdjJrEO6NSGcb0jXVGBZF+yZAzqnL2yyOQSdZdrB4ZUxgwREGbDB1UUWdUF9Pn3OMkhFFFs34svzNKpzEY5QOrEBTlfmeUF4EoFJwx6rUxfeE8qHpnVBb/O0NznOnAGtrux/Qp0lG2f7EOjmvMuGIYRu0tBqL/ug/40oNRQ8CNxWKxWCwWi8ViXfk6DmfUOpl/9Vzqn7gdZZy1x3QQ6Ye6h9GIPq31xwF8nDx1EcA7hRDvB3ALgGcC+B4Ab103Ia31UwfmcTOAp6w7nsVisVgsVqjdXbcvqrz6DKZa468JWXr57/0eAGBndxe45hoAwJ6U0FpDUPiyiTNqZwd7JJZumxzkw6j53J3rKIy6447+qTmN6SMwajHWGUVg1oosXJ8o7blOEkdTnXRgy4dRRHtknFMERs1oP02hIA9Km8bVjVGWCGFUd1G+M6okr4HrjLL7zJcteMvzzvRVJwDa8cuiACjAA9A4zigKo9zOKJlNYG5BnruOpUIOxPRlGeruV+neTdWBDANG4s4o4qby3DQ0po/Cij6mD0CTkMX6WkX31+ucUSqEUSLP0Ah3XxPTR+dfKwVknjMqSbAcgFG+M8rE9KlITJ+mzqimjelzIVsIt6AiMCqNAKKIe8x3WW3sjHLOFe6TyQY5OVUVdEZ5MCoJYwWdmL7I9VCt8g7+rnFGHTamD2g/H7OqQi1DGCV7Z1T4Ty35iU8AX//1OPCdUV5n1CoCo4qmwYULwOtfDzz2scALXhCfN4vFYrFYLBaLxbqydBxuHrP6cnJg+46333GOcxzn/qcAvgbAB7TWH1szR0da6z0Av9U9/JbDHMtisVgsFuv45DujLm5fh5VSfW/JREo88u672+/39nqo0GiN0lsM3Timb2urf7hzn03r9TujaEQfMN4ZNRjTd5TOKAJOtkvr3NqZel1PGAZagAujTi4sjJomLoxqlgMxfQPOqLYzys5x5YxnYVRDYNSsg1F9iiDpnOqdUWQa1FW1RZ1RpeuMalJ734vCdZhM6nbAugaKxIVYpmcqy0LwYY4BgIzCqA4s+J1RmZSDMX0iJzCKHJMQGBVzRqWTLNoZlcU6o/LQRdU0bR+TA9MGnFGyVj24M/sZGOU4owY6o2rkXkwfQmeUAUieMyqM6Wuvc6OYPg8IOlAvMePRfdzOKOOe8p1RdJ8yiOnzesTWxfR17xm6fbay7+cyL7qvA51RBholA86oEVhlxkzz4Zg+HYvpu+UW4H3vw8WV54wyH941zqjXvAb49/8eeOELgY8d6l9oLBaLxWKxWCwW68Gq44BRn+q+Pm5g+z/qvg71Ol3KOMdx7hd3X984Orthne2+bo3uxWKxWCwW636T74y6b3YGe2Sxd4cuQu/tYZssDPtRfRvH9BFos3PunD0my6zBYEticsJdbI12Rs3nrTOKwKjZgDNq45g+AqN2qvZcaQqcyAlQEQMxfURkdOyUF3tW5cMotRiK6bPXPyfOqCCmz3NGGagkJ/b5EEbZbQZGUWeUJFGCs9oCN7nynFEERuU5UDsOFRvTlwoB0S2e6yRBlWTRY0zHkmE42UBnlB8RN9gZlREYRUFMLaP763Uxfbp2oItxRjnwZiCmr9YaSFP3eoWArDx3UgejKuE6nmTTxfSR84s87G9SnTNqfUwfkMJ1K6mIk6hofJdVeM5cNRs4o+LuKcflplyAV6UuaEs8Z1RjYBSdr9MZFZ5jWlo4VBpn1EBMXxOBUbkTA5i03qbI4VUPo8J+PTtu6Ixq0hR4wQtQnrvXHc/MsaqgNbC7jMOoj5NMiltvjV4Wi8VisVgsFovFusJ0HDDqL7qv3+X3JgkhttFG2C0BfGDNOB/o9ntmdxwdJwHwXd75LvncQogzAG5A65z6vTXzG9I3dV8/e8TjWSwWi8X66tFrXws8+tHAG95wrMP6zqh70uuwRxaDd+iC9v4+dsii7d4IjDp1atgZtUegzc499/TfCyGwo61DITvtxluNxfQ5zighrDOqETDmA4k2Km0djKIdTCfLfQAak4kLkWooANp1RnkwikKinfLAxvR5MEoOwqjNYvpWFDBMJj2YkYU9/5TE9LUXMO6MkgS8OTF9BO5VeY4mc2FUReYyaawzCgBy8l6q0qHOKNcZlUci13wYlTduTJ8Do4gzinZGoSIxfTFn1DQe05epzZxR0Zi+SL9ULgRU7UIaCSDLdQ9aACDTOgq4kgwBZOo7o9ZE65nPhR/Tp+HCHT+Cz4w12hllnFF+TB+FURs4oyq/M8qP6UvXOKMivVQzQl3L7n3Yu4489Z1R9CNL35NJ0p/Dl4FHyQiM0mIARn3pSzj1V29xnu/dW2WJF74Q+PP3xmEU/RzXYUIgi8VisVgsFovFugJ1yZ1RWuvbhBDvQguLfhzAr5DN/xGtY+iNWut+xUUI8XXdsZ8k41wUQvwmWqfSzwF4ORnnpQC+FsCfaK0/S4459Lk9/TDadPTf1FovBvaBEOKZAP5Ga6285/9nAP8CQIWjwyzWFaYbvWaxF784vh+L9YDqCnlj3njnnc7jF585c5lmwrosKkvgFa9ov/7kTwI/8AOt9egY5Duj7sQZzMhisPNXLr4zqnEXWTd2RpFovu0uArB/rHLcl7YrqMlVNQALOwyMmoP86rG1BZw6hQWBSbPVCmVp7o9AKhPILlZvqRRmXXzdoDOKLHZvVStkaDCZ5MiSpHW9aA0lAGQaExJhR2P6GqVg7mIiJbbkYtgZtSKrx2Mwqltl9p1RfmdU74yiMGqxALRGYZ6jxxcFoLXXGUX6pmp7n+pSIEHLMWSaohxxRk06Z1QPlqTsF+irLAfqrv+JOmzkcEzfEIwajekbcEYl1YAzquuMyqY5GhlxRg11Rukwps8HR41xRnkuKlVLCLRRdwYCZYXuI+gAICUwqqHX10XmpRRGNWGcX8wZlUjd3z8jmSbO/NAIZBiI6XM6o/zurRA0+XF/MfdULhvkjX3NAhiltHtPu210jMJxLnXnGIJRXUzfYZxRk6rCQffzokldKEdlnFFJLoNtYzCqB2AXzjnPm/HkqsLv/i6Ab3ZhlHnd6OeYYRSLxWKxWCwWi/WVoUuGUZ3+VwDvB/BfhBDfAeATAJ4O4NvRRuT9797+n+i++sHlrwDwbQB+Wgjx3wP4WwBfD+B7AdyDFjhd6rnbE7dOqh/uHt4Y24fo/wGQCCHeD+BLAKYAvgHANwJoAPyY1vrza8ZgfYXox37MffwgXfNnfbXpCnlj/tin3dRUhlFfZbr3XrvCWNfAO95xLM30SgH7+64z6ov1dXgIdUZR0LG3hx2y8DrmjBrqjNInTmCfdjLdZc8NAFsyh8nqE6c2dEYJgSWBSfN77kFZPrR/nDUpZG5h1HYOCAFMdbzvaUUW1WdliSlWmEzaheBpkuCiue5CuTCKOKPoGNOqwkyUMOvlDoyaSCjSYWNy9MoSTkxf4IwizqYVXUjPc7sAXdiF7klVAVKiKLp9fWcUXEeFzOxrNCcxfWUJFLDusUUxd6ZOnVHT7t6Yt1PeNP09MgvnWebF9PnOKAoWOhjV90x19ziTw84o2hlFgYQY6IwycCApMshl2BmV6yqI1BNFCK4MOMrJvoPOqKrpr8PMMS107x4DWmdUXSOM6es6o+DE9AE5amT045kgAEiJCmGUSoQX5ddGA7oxfWGflR/TF3NG+Q4rHYnQy2TjzLtOs9AZRWFUEoFR5OdXLHZwXtnPWw9HBzqjehiVxp1XMkkGYZT5XCVFA/+fbj1wGnJGAagarzMqz9tIQPNmL9Y7o+j3LBaLxWKxWCwW68rVccT0QWt9G4CnAXgzWhD0cgCPAfBfADxDa31+w3HOA3hGd9xju3GeDuDXATy1O89xnfvZAB4J4ANa679fM7X/E20/1TPRArEfAXBNd86naa3fvMn1sVgsFov1VS3iJAIAvPWtxzLsfmdYos6o25ZeZxRdaN3bwzYBH+s6o+Ydp6AwanHiBFS3sD9brZB7zqit2sZl6ZPuSmq0M2qrrZ50nFF3321j+gBk0u2NEqJlT5s4o6ZVhRmWNtrPAUnKjekbAFrTqsJU2AVw3xmllwMxfRN7f2dl2a8sBzF9JmIsbylbv1aeu3NAWZKYvnWdUfb7eWXvk4FRRhRG5TlQk2ub+jF9TvxavDOq8NxUvjOqKFqQSN1UmWwO3xlVjndGZbN4Z1SmQ2dUUoSRflIigDiN1tBJ3BnVXofdN5toNGncGeXDKB8yDTmj/Gi9mDNKpSLijGqCmL4GmRvlJ33Q1H6l+6TS66fq9nHunZLO+6T0nFGJ1G5nlInpG+qMMg4tcn8cZ1TWwd8BGGVj+uznxYnp28AZJbJhZxRGYFTt/XzVSdLOx8x/AEaxM4rFYrFYLBaLxfrK03E5o6C1vh3Av9pwX98RRbfdC+Anuv+O/dzkmHcgdGYN7ftqAK8+zPgsFovFYrE83esW2eOmm1owMdBzsqn29oAplrgKFwAANTLcduE09hvb40Q7osZi+rQOYVSaAqdmJYpluyKq8xx75PjtxQI4e9aZ06zK27BgAGp7Q2cUgCW5F/O77nIWZHNS+GJA02QCzJYDnVHUGVVVnTOqe+yBpAk2c0bR/fwxdDkAowrXoWUuyo/p62FU97V3QxAYNalroKpQFN3N9Z1RSeI6o1IBtD4MB0ZVFVBo3RIhAEsPRlUURtXtfGP9T1WW98fUIzF9jjMqS3qYVqdpb7nKaUyfFwU3FNMH4oxyIUrXGTUZ6IyKwCjhdUbl1BlFO6OUCp1RSdLDKApqWmdUHEY512di+qIwinx2I9F6UWdU6jmjmogzKg0j/3LpdlSZ1MIxZ1S8M6oBrViq09yds/Ri+jpnVOMAzdAZNRTTZ+4xjekrqgpV91kaiunrzz8Go7oxRa6CbXbc4Zi+SobHlUXRgmXAgdV0zHWdUXeWJUql8KjJxHHUsVgsFovFYrFYrAevjg1GsVhfLfrRH73cM2CxIrpC3pg/et11l3sKrMspH0bt7QF/+ZfAd37nJQ27u+tG9N2F6/DlexLXGUWB1/7+YEzfwQFgHk6nlpNdt7UHY0DSJ7axRxajdwyMInBjsrIOhWYrBqO0C6M6+9WCLCbP7rgDJU2uI30+Doza0BlFYZTrapKDzih/DAqjAmdUSVaPKVAqPGcTdUZFYvb6CLw+pi8Go7on/M6oJHE7o8j6+tR3RpHX6yC39y1wRsl2voYNUEhQZ103UuaBBFk7x2Sey8XM33dGDcb0DcAo0UXjDcX0ZbPcdf4MxPQ1JqYv4owKYJTWEFnqOMEyIaC7a8w8GNWQzqisg1FBTF/axu9lZEzZCOSokUryt2MRN5NxRvmAiM4vGtOX6iPF9KXKHcf0SjkRe7JGRuZdpWHPleOMisT05U0DoRR0H4XnArat0n5m+54l8nNuRmCUGVemBEZ5MX1yAOj00X/F4WCUdUaFx1VZhtmamL4xZ9THDw7wT/7u76AA/NmrXoVnLRbAX/yFA9JZLBaLxWKxWCzWg08Mo1isQ+rGdQ1jLNbl0BXyxrzx8Y+/3FNgXU75MApoo/ruBxh1993AHu2MoouUIzF9vivK6NrZfv+93Npx3FQ7i0W7Wrq31x9ULC2MquchjJqgRIpuETbP244kpfoF4VRK5F/6ElYPs8cVesAZRWHUSGfUDEsUl+CMmq2BURhyRpG+o0ldu51RI84oG9PnHV9VJKbPg1lZ5jmj7PdbpYV/PYzqtMztffOdUbOuayrmjGpoTB85ZuLH9DnOKIGtCIxynFEjMIpCA1GtiembuhDEfJejdmHIQExfzMXUDHVGRWL60rztS+ofD8T0JV1nFIVRQ86oIKaPdG719yj1OpBkPPLPd1nlqvGAVXf4aGdUd18CZ5Q9pvZj+pQf0xfCqFQppEr17xEfGDnOqDx0Rs1XK+x2hXexzignpm+kM6ofc8QZFcuasDAqBFVlngOr8Zi+MWfUO86fh3mV3v74x+NZb3gD8K53Ad/zPdFrYLFYLBaLxWKxWA8OcaYBi8VisVisB0YxGPW2t7WOokvQ3p7bF3UnzuDcOeBCYxeVt4ljyI/po9BqEEZNbV9UM9t2XVcHHeQgUX35gYVR1cxdSZ1M3Ig+bfqiPHgk7rjD4TsOjOrOP5nAdTV11ym1Rt3d10RK5E0z7Iw6RGfURNv9QmdUCKPKEqEz6hJi+szxvQFkTWdUQxwbs1hMX6cFcUYVBVALO+60GY7pM+6bLHOPyaULo3Kysq66zqh2fm6035AzCimBUdQZVcdhlBqJ6dMaKLCZM6qpNVIop/+od0Z5nVG6icCoQqOmziilLIyKROZR2KKaFpq5cX4IY/oinVHa74wacEYFMErWazujQhgVxvRlHtSq07Dnil5/zBllYFS/jzcGhVE9wCGdUXOyPdYZRZ1RYzF9vWMxC2GUHTcS09eN1+iIMyrPIao4jKo3gFEl+ez2Pzf29sBisVgsFovFYrEe3GIYxWKxWCwW64FRDEbdfjvwkY9c0rC7u8A1ONc/vgfXQingnovEvTS3nUDY23Ni+jZxRl1T2IXOerrjAKztxaL9hsCo9KJdFF5N3JVUIYDTEwKj5l1fFJnHfLUC7rzTNRthA2dUB6N8iCQAtzOKLjxPNu+MKnTVw8MsSSDM5hSQkpTkbBrTt4kzisb0dcdbGOU5o4qCLGJrxxk1Kxd23xIoyLUtMs8ZRcDSvGkBnHnJaf9T08X05bkLI8acUUMxfUVTb+SMaoi7JSktjHIASTf9fBZxO1UKmQdmGq2R5kkQvRdzOzVaQ6ehM8rcILpvkmtnzHQwpi8Co+rQzSQizqhUhs4olXgwqkkGY/qc69gkps/r81Ldwn/9tgAAIABJREFU4aEzinaLZcGcXSdXBEZJ6QAr3700I7TGxEWWFEatLDjunVcZiZL0YvoGnVFmzDzcZh1Xw9uayB8blHkOISWEaIBCR48bi+mryWvUO7covWKxWCwWi8VisVgPSjGMYrFYLBaL9cCIwii6UPzWt17SsHt7wDZsjN4edgAAZw+Ie2kysQVQTYNtskC6CYw6Xdjxy+mOc8yOgVHnLBAT+3bldll4K6kAThUWjOhZxBlVVcAdd4CsJ2MiNu+MomDLLFrPsBzojNrcGQXAWfTNCO2pQBwONKZvzBkV64wacUaNxvQVheuMIgAnaxrktb1GH0YtPRhFXU6zxovpi8CoLAPoq1zIBgIqeswQjMpls1lMH4UGZbwzSpnOqCLxIuYU6kXY7SQB5IVAmRbOvrIb3++MSvLQGRWN6Ss05IAzap1LSTWbReslKnRGqRRBTN9mzijPsRWBUZlyIVEMWBWydtxkTRq6udzOKNPpRICVCoHVUEyfeR/SmL4t8sNDpikUeU8LpZ3XVI44o8yYqhjuhdKRf1H2MX0RGGUAV16UwbYmTYE0HXVGVWTM/ucGwygWi8VisVgsFutBL4ZRLBaLxWKxHhhRGPXc59rvLxFG7e4CJ3Cxf3wRbU/KvSsCjLIM2Nmxj8nC5SYxfVdn1hm1yr2YvogzSl+wMGqRhTDqKuKMkh2MWpLF6flqBXz5y6iW9jxTYX9tW5CYviiMikCkKVY9Z6KdUclsc2cUAMeykCo7TqU3hFHrnFHdsVFnVAejemdUNeKMIrFiRV0jaexrXlW+M8pec54DdFnbgVFd5KGRykR/DF10z6REDut0ypyYvmEYtUlMHz0mqcZhlO/YSpsG1UEIoxqtkWVARfqdMq3jMEqpaGdULKYvybUz5lBnlEiBGnkAo3LUDvgRWQuQ1jmjgpg+A7ZiMGrEGWXuu+96cvdBsE8h/Zi+cM6xzijHxSZd95jvXqLOp5gzyo/xcwHeeAQglQFHesQZpcecURjojAIwKVbBtiZNgTwfd0ZRGGU+TAyjWCwWi8VisVisB70YRrFYLBaLxXpgRGHUC19onUof/Sjw+c8feVjfGWVg1IWKxPSlKbC93T/eJgu5mzijTqV2/GXmxvTFOqPkvl2dLROyAG7GywiMmnbOKBrTV5aAlJju3t0/R2HUoDOqo00UIplF6aHOqHxrGEbFoBZdJc4JjCrpgnT32vqdUZO67o/fOKYv18HxG3VGFe5xSW3nXZZAQe73IrXOKL8zyonpq13Hi3FfZZkbR5Y3DTI07TFaOzF9OkPv7Gq8vqIhZ5TTGUV6f8QaGJVlGg2BMmnToFm0r2MMRtWpJQ6ZUlBVGL3XDHVG1e2+FHIkufb6ltR4TB/ZNxbTZ6L1/G4l/7ybOqP8sQpZRUFT4IxyzhV2RuXKjemrPXiX+DF9G3RGjcX0ySzpzxPb7sOmRGnv/MMxfQYcqSzcZuYbc0aZbTICo4zbKpsMOKOUGndGcUwfi8VisVgsFot1RSryzwoWizWmpz7VfXzzzZdnHiyWoyvkjfnUD33IeXzz0552mWbCuiyiMOqRjwSe9Szgne9sH7/tbcDLXnakYXd3ga8hzqh9tNDJidLznFHbSwtwNnFGnRTWGbVIXWdUrDOqIjCqEmRxu9Op3MKoZhKJ6euIyvzCnQDOtM+lcRjlROyNOKNmWEKbzigHRsmNYvp6pwUBeRlZha4EWXTeNKZvBEbFYvqMsyoa02ecUealos6opkGiJBJIKKQBjFqSeDrfGTWv2/dKXbf/Q7t2DIzynVF501hnlOemQqp7mEahVyEbLDZwRlFgk1RDnVHt/iQhD4mUSKSMxvRZZ1QcRvkxfXnudS0lyaAzqk5cZ1RdY9Cl1DgwCq0zyonpQwCtklhnVCqcrqoojErCcxaqRuLFyikhPKDmvzbtF9c9Vbv314NBMdBEv8b28d1NjvMpT4I5TCmsSry4Rhmen26nMs4oVYTbNnFGyVhnVPcBGIrp000DpQA8dh84X6CuJ84+Ncf0sVgsFovFYrFYV6QYRrFYh9SHP3y5Z8BiRXSFvDE/fPHi+p1YX7miMOrqq4Hv/V4Lo9761iPDqL29eEzfRe05o2hM38J2Nm3ijNqBhVEXkx3sU2dUBEaVF0VbxJMCjdColUJOFnt3UgKjii6mz3dGAdjeuwNAC21nSdgZNZ1ozCMxfUPOKBVxRqXzo8f0FQRG1ckAjNoZi+nznE39BuqMIs6q7njrjAphVD896qjqzpmjRtnBqFMURmV2pT3JNW2/wkxZZ5SuahcsEWfUIIyKgKU+po/AKMcZJUMXDwBorSEJlASBUW4HlIFRdk6pUtBV3TujHNChNSZZGyfXz0cpyCoETI3WQJY5sCcbiOkTmXaj5w7RGSW7aD1nPAOtHGgTdkbpVLhOn1j/VMQZlavO3SVlD6B8UJPLZi2wmsjac0alYUyf1wdlzmX3cbupfPfS1HE+hc6oqeeMcgDeYWL6TGdULoJtG8X0iWFnVAxG1VkGoRTwnDuAf/sZYJngwtufDsD+XGIYxWKxWCwWi8ViXZnimD4Wi8VisVgPjO67z35/9dXAP/tn/cN7PvpR/NXtt0NF/op+nXZ33Zg+44xakXi8bd8ZRcDoJjDqBB1f7KztjFotBbCyK7QHdOEdwEkS01cXcwBxZ1S2sBBsTp1R3XgncruYK7MC6BazhzqjJhFnVDpXGzmjojCK/CpZpWSxmrqbLtUZtWlnVFG4nVG564wC0EO3qrLPAcAytQvdCTkur2tMiE+qWVRuTF+q+mvxO6MyND2M8qP9Yp1RxUhMn+5AH3WZJFJ22YHh/iamTwl3Tqpq0Cw3dEZp3Ufv0fnXXUyf3xll5uI7o3y3j1JhTB8SHXZGxWL6kg4grXFG6cQFM0MxfT4Am8j23vgQyI/pi+3jO6PoPfNhUOrH9HWfbTnmnvLGoO9fnSZQQow6o3xn1qYxfQYcGfcVlYVRIagy90yNdEZlRdin18/j336m/TpTuP2xNwG33GLnRGP6GEaxWCwWi8VisVhXjBhGsVgsFovFuv8lJXDhgn186hRw5gzwDd+A3a0tPPFNb8K33nYbfvZznzv00EPOqCobcUbtW7i0SUzfCWmh0J7eXtsZtVjAgVEUNAHAdmJhVJV1ziiyj3FGpaV1cG1lYUzfidS6omQ+6793nFEkpi/WGZXOLsEZRX6VrOla9lhMn+OMisCo7ti6BpCoPgZNmAV0J6bPc1ZNJnZNOgthVNGBpbJ0F/MXJKZPEEdV0TSYCLKovxp2RjmdUVIe2hlVyMbOfSCmr/GAFzpYhLqOOqP8/etFPdgZleeuM8rAKyCM6RN5FnZGxWL6Mu2MmRpw5EEmYeL3aFSc1Eih1sb5mfO5zigPRjXJIIxyYvpk6BqTXjxeDEb5zqJcuq9f43VGpZGYPPrVzGEMGOVNg5xERo47p7yeLf/8Y86ovjNq2BmlIjCqd0ZF/rVpxkyLECDF5nH+movAd3wH0P0RATujWCwWi8VisVisK1Mc08diHVJe5Q2L9eDQFfLG/JDfbcX66pEPosyC4/Oeh7/KMpy96ioAwNvPn8cvPPrRhxp6dzcCoxIN2UEQAWArTYHt7X6f7d1d4LrrAGzmjJpLC68uqJ14Z9S5c/1zyyWAlV2F9Z1RJwiMKvOuM4rs0zujKgqjUpj8uBiMavIpDFJZRsaaYoXEOKOos2R6TM4oGuPVAaWyROhs6o4fhFE0pq+wi87TqoLoBt0opq8IY/oMdCtLON1Pq8Q6gkSugW5T3jQ9wAKAehGHUXkO1OReOTF9dT3YGUVh1ERWg84oGGeUfQaZlL1zye+MUgMwSpYN5Cp0RsnOGeVE75HOKB9cJX5n1FBMX64hE9eRA4QwqgVDeeAMol/NffCj9foxPRjlQI1oZxQCl9VEhTCqTHIvys/eP/PO8EFQ4cX0NWkSALQYjFq3T8zdVHcwpvaA18QDVUEf1QhMozKwpylCqmTG1BHg1IOqSEyfGTOdjDijiD575kwb83rTTcD3f7/jjOphVB2OxWKxWCwWi8VisR5cYhjFYh1SvJbOelDqCnljPpXAANZXmfy+KKPv/V7c+vd/3z+8qww7RNZpby8S0zezC8HbaYpECMcZNd3dRYp2cb/SGqVSmCTJIIya1dYZdUFuOwArFtPXwqjhmL4tYSFTmUacUasWDgXOqG712+y7lVqIVGdxZxSN6RMRZ1QyHXZGLSMOKwqj6DiVISxp2sPGMWdUnsOFSbGYvtwDWd2GMRi1iTOqqtzF+hWJp3OOq2sHRjXL2ovc60BIFo/paxpEXU5m/ZwgKkxkjarUAEQAl/SQM6q7LlXHO6NorF+qFJrVeEyf74zqY/qoM0opiCx1nVEAIENw1XZGUQjSuYogo44nx4EkYzAqdFClkf1CZ1S8MyqI6VNlMFaZFA6wMtc35p4qpOtU82FPGMEXd0b5vU7u/ZHBOShM9J1RvjNr45g+A6PycPsmzigpwm3WGTUMo8RuCn2ynWN//7s/aqCftVhM39vOncOXqwr/y0MfiunAdbFYLBaLxWKxWKwHXgyjWCwWi8Vi3f8aglFPeAJufdKT+ofnmqYHQ5sq6ozaIrDILEoTGCX297GTZbivW2TfbxpMimIQRk0qC6PubXbcmD6zCHpw0FKo2SyAUX5M3wlYZ9QqjTijTJRdbfc7URAY1e27lVhnFIVRDkTq4NEMSyDSGXVoZ9TK7jsVw84mYLwzqigASNESwbSLCksSZI4zKg6jbExf2BnVszISt2eOdWL6BmGUG7dHQZ1c1c5x1BnlxPRRZ5QPo2hnFMjTUkLWqr0ZA86oxoNLBhbpqgngkr9/JiWaZQ25jMf0ZRlQZ6QzSimUVeh2arRGmnuRcQAQc0Zl2oUgjXVG+Z1YfmdUpkK4hSSM1jOA69DOqGhnVOeMIvuVSeE5o5ruvMOupamsXGeU17HlgySViH6cfnprnFGZlC4k9JxRMwKNfViWqvGxqaosgwZQHxJG2ejB+JgAkBQNWu9qOGZ6V47mpAvM0giMojF9730v8Gt/s4s3f+P/B6D9I4CfesQjotfFYrFYLBaLxWKxHnhxZxSLxWKxWKz7XwRGfWlxNe64o3sgBG59whOcXb98yO4P3xklTpwA5l5fFODAKOztYZssvhqn0xCMKko7/rnKi+kj8Ma4o5ZLAOVwTN+cwKhlMuyMymvrjNrOw84oB0alcRhFnVGTCIzC5OidUdQZ5Xc+AaG7KYBREGFU35AzypyfOqMqrzOKOqNy1+EEDMf0LYkjyOmM8pxRY51RdaQzqmkAXTfDMX0eLDKxeD6M0hEY5TijPBglB2DUUExfE4vpG3JGxVxUSkFHHEMi1dHovcClFIVMEcfThjF9SN1ricf0adQihaYwStfBOas0DyL4/PMFnVHKd0YlgaspdWBUAg1A+e4p+poGvU+hM2oopq9J3ThCvzPKd11RVXkLCXUy7H4ajelLh2P6kkkTbDOOtsQzyX7x2muB++5r50Rfn27/elHhuc8F3rz9D/22n77ttug1sVgsFovFYrFYrMsjhlEsFovFYrEclZ6L51hEYNR7b70aN9wAaA0orfEJSn0A3HmIqL6qAlYr7Tijth7qOqN66ERjIvf2rGMK6OHSEIzKl9YZda7cxj51Rm1t2R3PnoXWwGIBYDkc0zfXIYxaRNxMeUNg1MSOZ2DTXFgYVaXxmL5ZBEZNHRgljwyjZiSCbTkEo8Zi+oAQRnXH1zVCkNWdf6POqDUxfRRGlaQzCqnb/TTR1gkml5UX00c6oyIxfUAb7ec7csz8/WNkeXQYlXpwCXBj+jIpIVc11GrYGdVQwNQ0Fkb5zijPeZRLCdEMxPR5EAboYvrWxO9lXexfLM7PdQhFYFSiURK3m2gi50w1atoVJjVyRGCU54zKNnBGBZ1REWeUH9On6GdSaQjvmqLOqBEYNRrTpzaP6Svz3EZoerLAKfwnZQ+qIsOaaL3WGRU/jjoUAeDTj3hENKbPzG25W2FvD87PGxaLxWKxWCwWi/XgEsMoFovFYrGuYC2XwGtfC/zBHxzDWFLim26+GVf/9V/jLaT/6FhEYNR9uAof/SjwsY8BX1ytcOB1itx5CGfU3l4bP5d0HTmYTnHNwzLXGRWJ6QucUU0DrYdhVLawzqi7y20cdAvJAsAWHffsWdQ1oBRGY/pmysKoBeYAbPQeAMw7ojJxYFTojJqBwKhkGmwH7KL0DMu4M6o4ZEzfAIyKxfSVJdyovcAZhWjUHmBi+sKovcGYPt8ZRY/tnnScUeQ6VgTCKLIIXjQNMkikHVgKnFGp7YyKxfQBQLPynFGZGnRGGfgDz/ViYJQPl4acUbGYvlQpyLKBKkPg0ui2x8pxO9V1Px86du+MyggYUQqQYVweMtcZlRhw5DmjdOeMcrqZTL8U3U9E9ot0VSHVKDP7PhRSB9GALYzKnH1iMGowps+DOX7cHwVFMg1BkhPTlwrn+ETpYB4+MPKBUp26PV4URvnzC2FYOhrT10fheTKvgxyJ6dORbWY8UchgW98Zlbo/Mz99/fXWGRWJ6dNld70Mo1gsFovFYrFYrAetuDOKxTqkbr7ZffzUp16eebBYjq6QN+bN+/vO46dSpwrrSHrFK4Bf/uX2+w9/GHjyk48+1u+fPYsPdq/RL3/pS/i+hzzkGGbYicCoe9F2Rr397cCTX7IIdr3rEM6o3V03og/b23joQwGcJ51RG8b0LRb9ejomE2Lw0RrJgXVG3aXn9nRpioTep3Pn2og+YDSmbyYtjDrAsDNqIu392aEwqhtvJixEKpMBZ1Q31hQrVBFnlM6PHtM3z5K++Ggwpu+wziga07cT74y6VGdUXQM5Wawv6UJ86kIloIVYC2SDMX15DtTKdVRRGDXkjNo0pk+JAWdUt88mMMo4o0Y7owiMyusaqsqd+wC0MCpJdR9vJ0ycXARGiVQHEAQwnVHknsc6oyKxf0jQokEvcs4/L1LtXItxRvnuqYq4pxIKo8h+VZI78KuQoTMqiMiTles8isAoerxKXBgluk1jUXo+0FrnjHLdXW5MYDPWGZXngzDKxvSFwEmlKZQQUDFnlIFmEXDUz8OL9/vM9dcDn/oUAPez1o/FMIrFYrFYLBaLxXrQi2EUi3VIPe1p7mOt4/uxWA+orpA35tM8aKa/7dsuz0S+QlRVwG/8hn18qTDqJgKMblsuR/Y8giIw6o//GJi86CDY9bDOKBrRhxMnWhi1IjAq5oza3w9i+oZcUVguIbqF2xUmuEAKUrbTFLjmGrvv2bMWRhFnlA+jJhEY5XRGGYBE9js5tec14Gqq7eu0IjCKuqxoZ1RpnFFk4VnnmzmjDNTCyu57JBhlIgjXwCg/pi8Ko2hnVHes7YxyHU4AsJVV/XypM6pMyP2IQKwpVlhga/POqKaxMX2rJoj2O47OqFQpN6aPOl0QH1/KBqoKO49kH9NHgEldQzchYGq0hihCKCYGHEpNQsERiemjHwnjjPKAiT+eHtnPj+CjzqhEmnO6c3NglEI8pi/NozF9LmxyQVCh3PeJzHwY1QQxfXS7cZCNOaMyKd0owJHOqHWuKn/+eV2j7j6gVZb1sXq+TARjzBllzht1RnUfgDFnlA+jPn399cAHPwjA/axVRdH6YiuGUSwWi8VisVgs1oNdHNPHYrFYLNYVqne9q08tAgCcP3/0sRql8E4CjO6squPtjiITNTDqAx8APnxv6Iy68xAgLHBGGRhFY/o2cUY1jQOjTp0iJyGOvj3s4EB7oIs6oyiMIp1RfkzfpLGQ6aLunFFkcbh3M2nqjAo7o2hM30qMO6NmWPaciTqj1IgzKga1qDNqK18T09cowKwtS9nGuXXjCNEBqTFn1EBn1GBM32Rip0dBVnfsVmbnnq8s9KwonIs4owysU1XtgaX2HHkegh8DNnzXElLdz9+P9utj+jZ1RnXz03XcGUWX+g3s0iOdUU5MX1XZzijqjFIKSebdo6aJx/SlGpJEORoYFMT0iRhkCh1IWmhIuC6fIWeUC6PiMX0NjelT8Zi+Osm9mL5wHx/2TGQdOKOcMfyYPs8ZlUhzbcPAKIjpy7JBZ1QdcVWNzX+LAGffGSU8t5a5vpiaNIXMQhhl3Ex6MuKM8jujrr++74yqvD+4qfIc2lxvZEwWi8VisVgsFov14BDDKBaLxWKxrlD9zu+4jy8FRn1wfx/3kQVnDeALZEHykhVxRmkN/O3dEWfUIgRUQwqcUSambx5xRtFYyL09C6mwxhm1ZyP69rENOfFAlwej+umPxPQVpAtqX4UxfcYZNUe7X54DW1kY0zehzigQZ1QkXm+KVbQzSmZH74xy5mQGJzCr1OPH5zmiQAnY0Bk11hkVcTht5XaBPifzqIh7RyXhcQbWqVWNgjhOBp1RBEY1yzqAILPupRrsjBqAUX5nlHEjqQEYFXRGreq+MyoGo5rMc0ZFOqMarSHI69LHBV4KjEqABi5MMd1MiRfTVw/sN9oHFYvp8/ZJlO5jHJ3OqNTtjCoGYJQPe8acUblsHNCkE+F2a3WdUQ7QipzDh1E1gUYT2hmVhn1cYzBqTn72lx6MmpPPjTlGRWL6zLhjnVG0162/jgFn1Bce+lCU3R811B7cr7KMnVEsFovFYrFYLNYVII7pY7EOqac85XLPgMWK6Ap5Yz7lxInLPYX7XWXZ9jjdcQfwS78EXH/9/XOexQL4wz90nzt37ujj/XGEZH12ucTj5vPI3kdQBEYBGl8QEWfUITuj/Ji+a68FsGUXgreHnFEkpm9/DEZ5zihsbeiMWg07o4rKQrjdpovpIwvLZjHYwKjp1AVIBjZNFYVRA/F6ERjlOKPSo3dGbRURZ9TA8RN6vNaAECgKYDEW00cWq/vjR2CUzuMxfQZkzVM794IsuNcEqplIPCDijFpVw51RZTymT5aNe0yqe953WBgVdkZ1zqgNO6NU3UCXw86oKrefiUlV9c4rvzNKZC54Q9NARJxMLYxKAXSxcyZ+DtKDURqAgEyou6hz0KEFUqp7z9aJ66BKI3F+SDSqzO2DisOogc4oGtPndUblG3RGBTAq6IxyYZxKPWeUWh/TlyrlnKMiP8+E1D1IBVrA4/ZshX1T9BpnBGT5MX3z1QoHHU2VGzijop1R3Xh6pDNKezBKpSluz3M8tq4DZ1SZ58jrbs7kvRlHZCwWi8VisVgsFutyiWEUi3VIeZU3LNaDQ1fIG/Nmv9vqK1D/7t8Br3td+/3DHgb88i/fP+d5+9uBA89UdCnOqJsiB3/ufnZG4ZoSTWEXks0i5F104X6N9va8mL4xZxSFoRcvYpss/voxfWPOKBoBuB1xRm3SGZURGLUnQ2fUzHNGTSZxGFUo+xotdNwZRWP6Ys6oJpVHdkbR6MBYTB9dNJ4aR5HWrYsmywZj+rQO+6aoM8r2TZHOqDxHk5BotqmCOdq4meaZXWSnMKrpYFSWATVI11R3nLk/2o/pS4kzSrluIQM2ZBnGw5nXYVMYFeuMyqSEIDF9DrgYglGrGjrSGdXoNjqwKgiMKksLo6gDx4NRtjMqDoWoaybtxvMj87RxfhGoMZP29UkpjEqzAPwE5001KhI5mDQ6AGBIiQsHbU+Tec3oWJUX02ecUb5rabSTKROBm2scRul+HCMfGPnOqCWBwKn0zu8BvHxNTN/ci+mj94nG/20W0xduM84oNQk2kc6ocFuV58D5844LEWg7qIpI1yCF7iwWi8VisVgsFuvyi39DZ7FYLBbrmPSud1kQBQC33Xb/neu3fzt87qgw6o6yxEd9sgUXRv2n/wQ8+tHAjTce7RxRGPW11hX1tDvv7GOr7gWw8uDNkGLOqMHOqDR1gNQOgV6bxvTtYScEXYMwajimL6cwqmndZxQgmSisLbT7TSbAJEn6v/SvtYbUGoW0zigKo2IQacgZJS/BGXVijTOqBDmextt1YxQFojCqv12xmL6yjDujigIVLIzKJgQqda/1LCUwamnf37LrvspzFyoZCNPH9JW154yKd0blTePAKN9NZXifD7CGYJREPHbPxPQNdkbR/bvOKGMdS739swyoc+JMKkuoOgQ9bUzfZp1ReiymLwKjGuKMmhHQmo11OA3BKM8ZlaFpXVYUNBHHT0I7oyh8S3MH1BQy3Mfvc8qkdACeSsOYvvHOqBBG+cBoDEYlUrm9V15nVKqa0fk7nVEjXVQxGJV446pITJ91RgWbBp1RQBtFiLNnUcVi+mqGUSwWi8VisVgs1oNd/Bs6i8VisVjHoLNngR/8Qfe5e+65f8514QJw003h80eFUdQVRf8Y/bMdVfm1XwNe+Urgc59rnV+HltYOjLoPV7Uw4ZEWyDxxdxfXkXncFfkr95iGYZRdEN0mDgnaG7VNznGomD4fdFEYde7c+pg+KZFWdrF3r24h0oIs4vrOqOkUEEK47igpkRMYdaDGnVFDnVF14nVGDcAoMw7IQvU6GFUPwaju3hcFgNp1N6Eo0O+aR2DYSExfLVxnVH9J3bHzjMb02Xsns3YOee66uXxnVAijBjqjaEzfKuyMGorpM04keKBhKKZvHYwKnFfVsDPKh1HTsuzH92P6aJ+PcUYlse6mRLs9R027LR7TB2dfCqNSch114jujutg8P4LPcUa15/TnR2MJHRjlxPR5rqJIZ1SdptBezJ4DEz3nUyHrsDPLc2n51+QDo9QDXo4zSmn39c38e+bOr0lTNPTeE+BcFkULgcy2CIxSBEb5sEqNOKPkCIyKOaOaNAXOnQudUXmOJAKjZkrdf/9HzGKxWCwWi8VisQ4thlEsFovFYl2itAZ+5EeAL3/Zff7+WgN7y1tsV/sjHmGfPzKMIqDo+whY+dxqhVtuAX78x+2+997rGGM20/5+75q4iC1UmOCGG+A4o56wWOAMuYA7N4RRsZi+EyeAZNsunmcVWdUkvVE7BKrsHSamb4vvJhIBAAAgAElEQVSCrtTdeX8fi4NuoXQopm9hr/sAcyw6B1XMGTXHEgIqCpGWSqFoiDNK2Xg92j9lFodpTB91DNRCQRjnjchaBxk5hz8OfQPMyULzMgKjKgqjKMTpxojG9E0mpPdpTUyfB6NKbZ0u6cQea5xRc+KMmpDXXxEY5UCl7j4OxvTRzigP/BiwoSrfGaUGYZRQDZTCYGeUHIJRzYadUcQZ5cCSDkY1ub2fk9Wqd2qtc0bpugEi3U0q0Q6ocJxRFMaY6yPOqOkQjEozN64u1hnlOaNSqXoYRc9b5u4+MRjlO7EmkZi+kkRTomm7iuhrrryYvkK6ziSVCuea0i6mz48CdMCeByxXZA5ZI12QFRxbj7qufODkbCOff/M83T4h0LmNFow4ozq4pYpwm3VGBZvQpCk+8EdncXHpwqgqzyGaCIy6/XbgkY9sSxxZLBaLxWKxWCzWZRfDKBaLxWKxLlE33gi87W3h8/cXjKIRfS95if3+/PkWjB1GpVL4UwKjXvrwh/fff3a5wvOf7xhhAAD33Xe4c8Qi+r7v+wDxKOuMeuSF2nVGbUi8Ys4oIYB0h7gfLhBnFIFR2wQKjTqj/Ji+mRfTVxTo6UjToNzvFkWHYvpIJOIBtvr76zijhF2knWLVw4uZB4qyJu6MijmaZlhhUnSL3EmCrDuHFuidD03qlrisi+mjcCzWGVULApPoPVgT09evZw90RvWnUKJfdNdJggWoM0oHx87TuDNK5aKfD40AM84oE9Onqw1j+jwYtWlnVIamvfYNYvpaeNXts2lnVNWMOqOagkCF1ap3aiVaI6HwKHPjBVUte9hTkPsjhe+MGuqM6uZBwNWcuP58Z5Qb0xdxZPnOqC6mz9+PdmQNOaPC84X7UKgF1YFNCqNSH0ZVbn9V4m439/owMX0URvmdUSHAU+MwinzG6zR1nFHU+WTuC43p82FULKZvzBllzhWDUXWa4jdfdxY6dWP6yjxH0lT959EoUar9P7BXvSocjMVisVgsFovFYj3gYhjFYrFYLNYl6JOfBH7qp+zjf/2v7Vr8YuFwh2PR3XcD7363ffyiF9kaJCnhAJVN9N4LF3DQLUo+ZjrFt5w82btmLsgGt325Do65FBh1H64CAFx3RiN7tIVB+WdwPM6o7maIE3YheHU+7ozaGEaRmL7WGRXpoyJdVM2FDo4NxfRFYJTW2o3WI4u/WzgYdEZljSWFF2U8pi8ht3Ii7INpBCRViXVXKa2dyDra2TQ2hpmslIDKBpxRNKYvAqOsM4qcn8AwakQpyOL3HoVRRQiVTGdUAolpZa9Dd7c7cEZ1c+6dUWXlnG+jmL4yhFExZ5Q5pq7D2L1BGLXGGeV0RinVgqhmCEZpSBK7WKxWgCQOQ0ngRWaPzaWErGR/vRPqqkmUAyMMOAxi+jpnFHVRzeSwM6rZwBlFYVTa6GhMX+3E9KnBzigKcmIxfRRGie5QxyHmOaNyFemvylww5p/DdyilSjnAa0mdUXIcNqUeyGodTPFeqHqTzqgkHtPnn7e/1u5+NZPwn6J99F8WbEKTpjidnA0i/Mo8h2hqJ57VzB2A8zOcxWKxWCwWi8ViXT5Ffs1nsVhjevGL3cc33nh55sFiObpC3pgv/tSnnMc3Pv7xl2kmx6OqAv7lv0TfEfTEJwK/+IttjN6XvtQ+d/YssLV1fOf8b/8NMGuM3/zNbUzf6dPAxY5/nD8PnDq1+Xh/TEDRDadPQwiBR02n+IQBNdetgH/Isb1t1/OOwxnVbFeoF91C6iLFHR+b4cz0XL/fnUd1RnWdUJq4lxbnBmL6Ll4Ermrh2F7T4MIFu9uoM4oseO6Yxc4TJ/obo/YuAji9YUxfC6MqrftAu0wI5CTqbo5FHEZJiayy7pF9GXdGCQqj1BLApB/rYjev5WSCncUClbDnLR2gpdEjhQ1hVF3D7XyiQI7G9HlRe0POKNoZRY0os7LCsqM7e+RXW1GQ7icDlToyN0HpODjMPPPcc0Z1xxlnFGovpi8lMX3kuLxp3Ji+DTujMjSoKmC+QQdUqhRE19OETTuj6gYiEtPXaA1FeqDyukZSlkBj98mUhnkrydx1Rsmy6WGP44yBgkosjMoMCIMXU9fH9BFnlLKfk4xCmSR13VaxrqpUO26ehMT0DXVGpVKh6K5wzBllYvro/Be5/dwYGDXmjJpIex7VPV/RyMABZ9RYTB/tjPK3NWkaHDsGq3zgNOSMarIMuvvaX9shnFFNMQyjos6oLMPVaZhHW+U5UlkBO43zfH9NV18dDsZisVgsFovFYrEecDGMYrEOqTe9yX38IF3zZ3216Qp5Y77prrucx1c6jPrZnwU+8pH2+8kE+K3fAqZT4NprLYy65x7ga7/2+M75O79jv3/hC9uvp08DX/hC+/3588BjHrP5eDcRN9JzTp8Gfv7n8fBrzuATj39U++R1K/zkc7fxiU8Af/In7VOHhlHkAAOjzs4XgFlr/sIcH7ntJJ7+mKM5o/yYPq01msIuxO7dTX7d6WAVAGzv7/cwalNn1B52HGfUdsQZ1cIobBzTt1y6HU/zJAHmc/sYCxvT5zmjUgKjLjZxZxRIZ9ZEW7dJ1BklrDNqNeCuGoJR/WK4GauCC5PoPRhzRk0mFkYNdEZRZ9SstJPb0xRGhcfOknbuE5SuwymPdz8Fzqggpq/dN0lC8NPDqLJ2Iu6QAsVEAxCDMMp3Rg3BpeSQnVFjziiVeverLPuYPqCFUUYydcGbrGxMH4UVJZQT4ZZKCQGFBHqgM8ruu6XiMX1N4jp1DOgLnVHECUScUfS8PozaJKaviMCvRWE/N1FnVOpem4FRmZSoOzBTefDMn4eMOKMGO6MC2OTCqNSP6RvphaqzzLmXk7qGUAq6G4+CKuG5tXw3l1G1BkYpIYAk3id1VXZv8Hwf0zfkjOp+zrNYLBaLxWKxWKzLK47pY7FYLBbrCHr3u4HXvMY+fvWrgSc9qf3+IQ+xz2/cG6U18NKXAk9+MvDe90Z3+eIXgfe9r/0+TYHnP7/9/ppr7D7nwz8aH9Q/LBb4dGfrmicJvvVjHwN+9mfx+Ftv6fd55Dct8epXu2t5x+GMuiMn+YWf38J5eRJnzh3NGeXE9G1vY6UUdNItXlcC936Z/LpDnVHECrXXNBt1Ru1jO+yMAlwYtdvN5xAxfXT7LEkcO53jjPI6oyiM2q/jIAkldaZYGOWArW4huyTOKAdGkTFoidiYM6os4cKoIWfUWEzfus4oALPSzmdPkt6dSEzfpKNqBSoHmmAi+/nQaMLCg1Gow86oPAeEGI7pU3UbyZYT+JVN47AoQ9PGNg7AKLrUnkmJhDijKPBSaKMfZcQZldSh+6fR2gFMk7oGqqqPAWz3JzDK64ySpb1e6oyplILI6fuviUKh1hmle8ABADMCTinO8F0+sQ4npAicUWZ+9PWrJ17sXRRG5S7IkeH8VzFnFO3EyvzOqPGov7SDUU5UY8QZ5cT0Oc4oFTijxkCWv302EtPnu67ovP1tMkmc18E/ht7/obn4205m4f8BlXmOVDXA3I2V7SHa9ja01u0fBfzt3wJ/+ZdOweLf7O7i9+65x3FFslgsFovFYrFYrOMXwygWi8VisQ6p8+eBH/xB+/jZz267ooyuvdZ+f/bshoP+6Z8Cv/qrwC23tJariKgr6ju/00Kv06fduW2qmwgk+o6rrsLkHe8EADyaONi+9QUrFMXxw6jPaxvBhS/MsYuTuI7sd9clOKP2HBdShrvvJgcQGDXb3e1/ESq1xoWLdiFyNKZvTWdUn5k4FNNHYNQCc6xWrpNpnqaBMyoW07eQEgmBUXt13BmliTNKrOz+swhIWsECLTqGGHBGxcYwk/WdURPHrUWcUXUIo0adUWXZx/QJKGwRGHWfJN09k7DvagrrjKLuDzPPogjj9sz+ACIwSsOstTswijijdBU6abIuQrA+JIwKnFEGRskWeNHoOKl1EOun6xrm5vrjy8SLRAycUQOdUZ4zisKoUmsgI51RBNI5ziEBICFzlRIzxJ1RdeCMasdrh7D7rfwOpcj8qonb0xTvjMqcPqU+Qo+caxmBUb4zaiimz6gk8+3P4YGdMSi09JxR60DW2NhjMX2558Ibg1GDzqhuvLqIw6gYwAJaMHYyuxA8b5xW2bwK9gcALSWe/bGP4ar3vhdvfNWrgG/7NuBtbwMAfPLgAP/DRz6Cf3HrrXjDHXdEz8tisVgsFovFYrGORxzTx2IdUm984+WeAYsV0RXyxnzj4x53uadwLHrNawCzZnXNNcCv/3ob02VEYdTGzqg/+AP7/Uc/2v7VtnBjin77t+33JqIPcGEUMRetlRPRd/XVWLztT7EF4FEERt2TtQv9xwmjtraATy6JM+oLW9iF54zaAEZp3XIixxl14gT2KCxYpIMwSuzvYztNsdstnl6oJMzf6QzF9O1je7gzyuigg1G1gNCA7lwztVLIkyTujCILuDMvpm8LB4MxfQl1BXUwqlGqhxAJgKYhNqIBV5NxVZSIO6Ooe2ltZ9RQTB9ZvDdj+DF9pjOqMvwvt8fQzihzqhmWDlTaq+z+IuKMKoTtjJo5zijSGUWdUT3EIs4oChYz3YMxHyz1MKq2jhyDV9LJsDNquWwXz50YtYHOqB5GNRbwGHDSeDAqk7J1UDVhZ5QEIAkMmhgYRZxROY3K82L6VBXvjCqVAvI4jHJi+qD7/i0gAqNg1aRZ37MEAJkikE9rVN3PzbJwnUZmfgX5+VBNXbgzFNPnQyDAhVGr3H7GhNT9femvLxcOYClU1V9nPxeyPdYZtc7dRJ1RuWy8Y5MAqI11RjkxfWl4/Y4rzINoY3M2MgCrisAo34lF1aQpdrLwLy7MeNmsBG2NMvf8r2cz/Gn3f1wv+emfxo/90R8Bz3seoDU+QP7Y4G/29vCT0TOzWCwWi8VisVis49CxwSghxPUA/hOA7wZwGsBdAP4QwH/UWm+8bCWEuBrAfwDwPADXATgP4J0A/oPW+kvHcW4hhPafI/qg1vqbBs7zXAD/BsCT0f67+OMA3qC1/o3Nro71laAXv/hyz4DFiugKeWO++MyZyz2FY5HpiQJaMHXdde72Q8MopYC3vtU+3t0F7roLIPfrk59sTVNA20v1vOfZ3Y/ijDqQEu8hMXXPEQLzT7UXRmHU57oYv+OEUadOAbcurDPq5IU5LuAUTu/tIa9r1HmOC02DhZStS2hAiwUgpeeM2t52nVGLYWcU9vawk2U9jGohVruoOe6Msvdtm8RAGSUGRkFgolOsOqvEQimcjMCoqgIuNod3Ri2VAojT6aKaQUpgpQkAEglK4nbCkjijaORfd4KVHoj6OwyMos6ofBxG5TmAhQfFqDNqTUxfAKNK+9oLArKK3uFEYBR1RhEY5TucAAqjKrdrKlO9M4qCHxrTp6vQiZStgVE4pDNKELdTSY4JYVQNMdAZRZ1RNqbP7kNj+iiMyqSEqmV/vdRVs1IKyIkjh8b0Oc4o7RCnTEp7z9FCJqM6I04/pZET/JBpDXN2B5I0NqZvQiPoSExcMhjTlwV9S4DrFKMxfUkHoxKtkSgF1R1LYdNUhkCwojF9ERgVjekb6Yy6pJg+pzNqjTNqjSMr5nKq8hwaQF2E28Zi+uoswzRfBs8bGJXO3XhXM87nQzOVPZa8t8pPfQq49Vbgn//z4QNYLBaLxWKxWCzWkXUsMEoI8RgA7wdwLYC3AvgkgG8E8BMAvlsI8Uyt9drlMSHE6W6cxwH4cwC/A+DrAPwrADcIIZ6htf7sMZ37CwDeHHl+CHi9FMCvoIVj/xVABeD5AN4shHiS1vrfrLs+FovFYn1l6Mtftt8/8Ynh9kN3Rn3wg+6gQLsgRmAUdUXdcIPLVI4Co/78vvv6Rbgnbm3ha973vr5D41FkLp9fraC0xlVXWXfDvWF//Lg8GHXi+gqf6hbPZ0mCG546xZ998iQSrXHd+fP44sMeBqCN6nvMbBYdEkDf8RTE9I05owg0wt6ehUkAVNcbNJn0PKUVcUbtYQeY2Zsci+lLFnY+E51g1S2+H0iJk1kWwCgA2F3ZBdy554wa64wSBC4tMUNZAivS5zMRiRO9t67vaaUP54zKhGgLihKgyTI0SYJsIKaPzMKN6buXRA9Op8BkEo/pI84os24/x8JxOO1XZM5ZCLIKPRDTRzujyHX3XVMd4hGRmL7eGeXF+xmwoeowlm7MGbVaAbo5fEwf4MW6IeyYQtMgiYCQRmvUcO+X9pxRGWGJdUJi+qR0nVHk9SiVgsipqybujJLQbkyfUoPOqJqMRx1P7RztGBV1RjXxmD6nM0qqHmxtAqPonCgIShR9jRSq7li6z0SWwXlo3F0iIzDKB0oe+PFhlAP7YjF9I6CL3qMmyxyg5AOnw0Aweq1NmkKlYWL8us4oFdlkQF7idUY1WQYNoLzdhVQySfrrpz/nys98BviZnwFuvhl4ylOic2CxWCwWi8VisVhH13F1Rr0BLQx6mdb6eVrrn9FaPwvA6wA8HsDPbzjOL6AFUa/TWn9HN87z0IKla7vzHNe5P6+1/rnIf/+Xv6MQ4msB/BKAewE8TWv941rrnwLw3wG4DcDLhRDP2PAaWSwWi3WFi8KNhz403H7ozqi3vCV87tZb+2+1dmHUC17g7nrNNfb7TWHUH5Mdb7j66razqtPJgwNc3ZGeUmvcVVW4+mp77KU6o/LHWlfU18/neO4NArtorUi0N+rO0l1A9GUMS0FMn9cZ5QDBiDOq11Z7nOOKoicCsJdvAV3fTy4EJmYBl8CodGlh1ExEeqOiMMouiM6SBNja6h/PsYjH9EnpOJ1WmAb9UxOkWIIAPQKjZpGYvoWKO6No7xQdQwiBtAk7n4COWQ3BKBrTV9qxF50zqucZA84oB0aR9wl1mOk8hEo5cUZRBw8KDQjddkaNOaMaL6YvjXdGOTF9XWcUPS7p5tZ451rnjJLeOYRu9xFNCLx8Z1SqFHTTIBlwRpXag1Grsh8XcEGP74wa7IxSyumMyps6HtPnd0Yp5TijnM6ogvY8DcOo1SQe0+fAqKl97+bKXis9X5UWLoyKxPQtCwtx08Zzo5l9COGeRmAUdU6Z6EHfZTTaGeXF9LlQKAmuYSymr2gaJAO9ULl33tJzdG0S01fluQOxqJo0RT0Co2J/SmnmkMzqYFuTppBV4zx3H/l5XcaA4C/9UvT8LBaLxWKxWCwW69J0yTBKCPFoAN8F4PMAftXb/EoABwBeJITYwoi67S/q9n+lt/n13fjP7s53rOfeQD8EYALg9Vrrz5snuwjAX+gevuQSz8FisVisK0BSuoCJgqfYc2udUVqvhVEf+Qjwmc+0329vt84oqsM6o7TWuIlAn+ecPg382Z85+zzai+o7zpg+PNLCmCdsbeEf/2OgxBQlCqc36q41vVG7u0ACiblxUAgBzOfY95xR+/uE2VAY1XVG9Zq1xzkwSmu3M4o4lnbSFML0epHFzWwVh1ELs+hJIgpjMGospm/ux/RFnFEURhXwnFFk/5gzaqnizihNgBE8SJgpb5xDOKPyHMAqhFFRZ5R5siyRpkCahjDqoCbOKNJB1DujVAfBUEEAmBGwhkINOqMMGBlyRimtia/IupyA1uVknjNSWBPTt6EzKvWcUWMwKpMSoq4HnVF0Ub51RlXWeQUPRpFIP9MZFYvpK7U2yZfdOa2DKtEagrrvMhdGDXZGZRSq2Pg9f7+KQKussbCsGIJRcgBGJXnQtwS4MX0HU/vuTsl70InyI/AlFtNXet1L7fW5MEp6MIq+F5fk+KJxO6OUB5tSpZyxfWjkRwAuCOg6rDMqBpbKPI/G98XmQlWnqRNnSMcDADEPYVSdZaga6Tx3jvyQ3y8JjDLXMjA3FovFYrFYLBaLdWk6DmfUs7qv79Ja03+HQ2u9D+B9AOYAoj1MRM8AMAPwvu44Oo4C8K7u4bcf07lPCSF+SAjxCiHEjwshxuZnzvPOyLZ3ePuwWCwW6ytY58+3FU9A26PkxLl1OlRM38c/DvzDP4TPExj1oQ/Zp5/zHMBPrqMwirCc4VMeHOD2bgH/ZJriGefPA5/7nLMPjer73Gp1rDCqPmNhzBPmc5w61X5/AadwhtC0TZxRW7BgC1tbQJIEziiAuNk8Z5QDo+YRZ9TBQR9fqKYzKMuIsE0XLAmMyksCowjwGXNG7VXSPYbAqC0cxGP6pHRcSn1MH4Upejimz3FGRWAUhVqqItfqvS6p3AxGTYR1yDjOqJUX00edUaT3aUpi+qBbCDTD0onpOyCLzioLoVKmrTMKQBDVF3RG9V1TXUyf9GFU2xnlQJ+mgQB6ZxS6mD56XD0Alw4T05dKiUR3nVERGCVjnVFNg1SGvUitM4rAu6oCVmVL3829oDF9IuyMijmPViPOKH8OFDymUm4U05coPeiMKokzisJBJ4JuMuCMIuerkiIKoxxnFIU1FEZJFd1nosadUb37ynMZ+fMYhkLu+0emYUyfuz0Coyjooq4rD3RRZ9S6cftryTLnep1ta2L6YnCr6mFUE2xr0hQliU4EgLPd/+m85CXAz78mci0jXYUsFovFYrFYLBbr6DoOGPX47uunB7Z3f8uNx90P41zKuf8JgP8bbYzf6wH8jRDiFiHEkw4zN631XWgdWNcLIeb+dl9CiJtj/6HtxmKxWCzWg1zrIvqAEEZpHd8PAPCHf2i/f/rT7fcf/3h/IHViPepR4RCHdUZRV9Szr74a+bvfHezzKOKM+uwxwqj7cBUOrnGdUQZG7eKkC6M2cEY5EX1dH5TfGQWQ183rjFob00ci+tSJHYAsdu7QBUsKoyoLo7YS4vqJwKgF2l8dLpKuo5gzKhrTV9f9e6RCDoU0cEblOhmM6Ys5oxZ6CnP7KNRS9TCMos6oJSncqio4gGEagVF5DqAkMGrMGWUmpjUgJYqivTdzck0LsviviDOqMO4k5cEo+h6bdM4oHR7XO6OauDPKj+gDKIyKx+LRr2a7cUaJTZ1RHozyAVMQ69fUSDdwRk2rCros+3EBNx3N6YzqnFFDMX2CHJgpZe8LXKDjwCgvpo+eu3E6o6QLo8h+jjNqIKavmRBQNhjT50KTpNtGcQV1RlEYlQ/Aoj6mbyDuzjiqhmCVkLoFnkPASDZeDJ8Ieq/GYvpGIwC99ya9rtTrqhoDSwcDfYD1mDMqy0adUeYPCvxjag9GGWfUG98I6CwCo9gZxWKxWCwWi8Vi3S86Dhhllmx2B7ab50/dD+Mc9dyvBfBMAA8BsA3gGwD8v2gB1Z8LIR5+xLn5LROsr0AJ4f7HYj0odIW8McV73uP8dyWKGIYGYdTWlq38qWuHZ4SiEX0ve5mFGvfe21Mo6nai/VBGh4VRt1y0sOR/vOoqpy/qPfhWAMcY07dc9gCkQo4DbOHCKdcZdeJE+7bdxUknpm8TZ9QJ2Gsx9+7IzqhYTB+J6MPOTg+sALggi8CoCYFRJzLSGWUWfyPOqP162BlFY/oCGGW+74CT74zKfWcUiemLdUaVmPSsye2MItfaNNYe2J3DaLQziv5s6iBQUQAZiShcTKdAklgYNeSsqqoeRlF309JZYA8j/rIOAsSdUartjKLX5sGopK7czqhMB84oc8xYTJ+BVz7E6mP6/M6fgc4oH0at64yCbJCoEI7JSEwfKj+mz152FXFG9c4jGtOnFJLMnbO59/2cjHJ3P8cZRV77JqcxfdpxWg3BKAqthpxRhbTzpudb5Ra2JAR2buKMSgkEicEoGuNHIUvMGUVj/BLZjjsEjIqmdl/fLA1j+ka6ncYiAH1QNeaMatJ0MI7v4gCMGjtmaJsBdToGo9LUid4ErDMKgPMzhp1R/z977x4tSVbX+X53vPJxMs+j+lR1VXVVd1UN/dSrQPMQYXFbQEGZJYqKMyo+oWVQlCvoXPEqDI7OOMsRF15UEJVpHRDncpEFVxTkKY2AvJRXP6Crmuquqq73eWVmZLzuH/HYv71j78jIU6fpru7fd62zKjIjYseOyMg8p36f/H5/LBaLxWKxWCzWg6udgFGzVP5vrul74Q/WOMZ9six7RZZlH8+y7GyWZZtZln06y7IfAvAOAKsAXvlgzS3LsptNPwDumPOYLBaLxXoI1MYZBbTsG3XvvcBnP5sv+37eDOrGG+X6IqpvFowaDAqHCXLWQHiDUfeTAvzhIAA++MHq8Vvwk/nzFEZNJhgMZH1uPK6ZY+wi5Oo8dgGDGJudwp0iBA53u3CcHACtYQn7iItqbmdUCaOoc2WsOaM0GKW4m2Y4o5zFoeKMGlqcUZ2IOKO8djF9m6SA3XccSTMxwxlVqAROYVjE9xXyUntMn8kZNUHXCKMwdRB7JJOS3ABBJq9DY88oer1ITJ8fkt40xYnKmD4CSEAUhvD9AkaR+0RxcxEYVcb0la4gG4yyOaPK7Z0kUmAL/HwfE8BqiumLswxplil/ODppWsX0te4ZlcXIsnYwqnJGGWCUqWcUGpxRFEb5WkxfV4NRgvaC0mAUhTHwKMRp6Bnla1DFEtOn94zyDD2jkp7FGUWOF/p1CKQfa9whsIaAZZ/G9BGg0ymdbOQ1oM4nL00a1ztpHUZR2OUnca0nF4U4tTg9vaeUBqNGxPmlO6MoJPPSVHlN9XGpqJuMqrFnlOeZe1AVc8j6aW1d5HkK9AXUnlH0M4adUSwWi8VisVgs1oOrnYBRs1xBi9p2OznOTh271B8X/z59m3Nr+u47i8VisR4BojBq7177dq36RtGIvmc+M6cgN90knytgFI3po+OWEkKFVLPcURRGXXXPPVWM3gPOXvwdngOgHtMnBLbnjtL6ReEa6Yq6vt+HVwCR5eW6M+rkDBhVc0aVMX2KM0qDUd2uLDROpyChfUCvGUaJ5UUI4owaOGYY1U3knIZ+c0xfCaO2YlkQ7WkxfdaeUS2cUV5ij+lTxiLOqHITHUalPsFBZJyOaNczisKvkjb5PhBM6kVvkzNKKV0Xzqgexs7h+ssAACAASURBVKozKiMFdkF6IJXOqLiAYMiPr8T0BfaeUVVMXxKhrwEsz9P20WP6DM6oGigq+kxJZ1TSCkZ5iJGm9p5R9Zi+uIoq1MefGGAUdUbRcDTdGZVF5pi+iQaj2jqjmmBU4kuA1BzTJ/cKCFih80vILR0kJD6QjBMaHEv6NkqMXUQAHnU+ae4iQHVXKccp9rM5kEqHls295Bv6gunnocf0NfWUanJG6TF9bZ1R24FRses2xvSlvfr3AmPXRay2FsaZ6kM+U51R5bkwjGKxWCwWi8VisR4U7QSMurP419YT6triX1tfp0sZZ6eOXaos9y1oz1uPI4TYV2x/X5ZlI309i8VisR5Z2lFnFIVR3/d9+b8GGDXLGQW0j+rLsgz3kwL8ARKX+AE8C6exB1P4uOaBB6pv1d8fhgjTdIdglNovqtTyMnARy2rPqBn2q7U1c0zfBoVRIy2mTwjFHTUkhenS9UTNUzSmTwyH6OySY/czc0xfP5H7LAXtYvq2YjJu25g+WogmMIpG1bmJPabP5owywqhQg1Hkteno4xRj6TCqY3FGdUICo4oTlT2jCFBqEdMXkqJzRIBJ6YZx2jij0vp+VUxfkveMqqCEl8HtpMaeUVV8XJyPQeP9IoNrqdxnPM7h0iwY5RZOqiRBBY30nlHK9kkCkcR2Z1SmwjsRTSFS4vKBvP5TofWMojF9tGdUlkG46pwVGEUdK9QZlSRKzygamzf1VQcRhVF0u8yV92WHRPB1KLAjPaOC1Ayjph6FRORcqDOqS0AQeS8rzi8i1wSjKNQpnVG2mL7SGUXWK86ouP4aq+Onjb2dvCRR7le1H5UKsiYaqGoal7oKKYzqkvfhLBjVFNOX9uswKvI8xDA7o3oYK58xHNPHYrFYLBaLxWI9uNoJGPWh4t/vEkIo4wkhhsh7M40BfGLGOJ8otntqsR8dxwHwXdrxdvLYpb6t+Pce7fkyv+g5hn2+W9uG9QhXlqk/LNbDQpfJjZndcovyczlqOzCKOpsqnT0LfPSj+bIQwPOely/vAIyi2+s6H8cVZBi6Lobve1+17u/TZyGDgxO4CkEc40Ax8QzA1ycTBUYRxtQsHUYdUvtFlSpj+natryMoCpbrSYJNGrmnaX29RUxf4YxSgOBQ/pmxSJ0xM2L6sLiIYJk4LBKzM6qfEmdU0C6mb0TivEw9o4wxfbRYbHFGuYlrjelTxir7PFl6RmHqIOuQcUjxuKv3nprXGRVFcIpziTwPUZrKmD4Ks7T9TTF90rGTISbOqNIZ48QqjOqT61H1jDK4nGhMnwCwQKCe00+MPaNKZ5Ro4YyifabawqjSGRXHc8T0JZHVGaXE9E2neUwfja4jLDCE3RlVi+kjb5MajKL3WKBCKwVGya0UZ0x5DarHMKsbE3hKPh8Sckt3EhIfqByP9J4icI7OaUJi+oIpcZOl5t/HlTOKrKcxfH5Sh4uqs2lWz6jm/WsxfbN6RtGeWHP2jKLj0vfNFukZ1dNglM1NFbmucp2qORSfX0m/tir/TNFaaZY9o4bYMPaMyoSD174W+PEfB44fN06FxWKxWCwWi8VibUOXDKOyLPsagPcBOATg57TV/wm5a+i2LMuqyosQ4gYhxA3aOJsA/qLY/jXaOD9fjP/3WZbdQ/bZzrEfL4TQnU8QQnwLgN8qHv6ltvrPAYQAfl4IcYjsswLgVcXDPwaLxWKxHvE6dUouX5Iz6t3vBspC4VOeIjP/thHTB7R3RikRfb4PfOxj1eMP4JkAgAf8AwCAw+Rk75lMsGuXHOfBcEatYQkCUNxRTVF9NWeUKaZPd0YBqjOKwogips/mjMLiIrwlOXYQk6IoAVzlnHwfGHqGmL6RBHIljKJupr7r1npGmZxRIwuMUpxRsT2mb5YzisIuTB1kgdkZ1XfNMX1hCMV10KVFZOKM6mKKBTKvUZoSZxQBJNQZFYZGZ1Tl2KHRcACcAsqIab5t5Yyi91dLZxQAJarP6aXGaL8qpi+p94yK0tTqjJpM7DBKj91zkSCOpTNqFoxykhheVrjEyLoM6n3TiSKIqRrTFxBnFIVRfhwjjRNrTB8aYvpo3yX6WusxfV5LZ5QNRlFnVECuUUpuaeoyUp1RFEYRCEfmPiHOKNqTyrV8OWRWTJ9nckbNiukjTqPqfrL0nHLTtBbTp8MoG+jSe0bpzii9FxXt8UTf55sERtH3U+R5czujymsT92qrELmu1Rk1wKaxZ9Q9d0Z49auBv/gL4Gd/1jgVFovFYrFYLBaLtQ3tVCD2SwF8HMDrhRDPBPAVAE8G8B3II/J+Tdv+K8W/2vfU8CoAtwD4JSHEYwF8CsCNAJ4H4DTqwGk7x/4FAM8XQnwQwHHkkOkG5K4nF8CfAHgb3SHLsqNCiF8G8HoAnxZCvB3AFMAPAjgA4L9nWfZPlmvDYrFYrEeQ2jqjZvaMeuc75fL3f79cvuYaoNfL49QeeACj4+cwGuWkKQgUA46ibcGo0aiCApPDN+D+ozmEOtc7AETAkRMn8NFv/VYAwNHxeMd7RlFnVAmjAGDfuXM4tm8fgBxGXds3fN0dOYw6YIjpMzmjbDBqkXxT3xjTR51RwyHcBeJ6mJqdUSWM6vWABbddTN+YOC5MzqjY1DOKRmUV7icdRonYHtPX0x1NaO4ZhY4FRnkNMX1D4oyywKgAU/TDEBsLpUsswXTqASJTY/o0Z1TZM4q6m6poPhL5FpD9nKgppm92zyivgBp9DWJGqeoUAmRMXxtn1HZi+qgzyjfE9NV6RqUpRBLBzySY8YDKV7RFjtedTuFEU7gdCVY8hwAhCoCSBBni6nzdNIWbZUiEQAYg81TIpDieLDF9+bmZ4/ci0ofNT+K5YVRHgVGqG8t8PAJxrD2jCIyKqTPKHNNnglHTGTCKwqQqpo8CY8P4DnFc1mL6ZsAoCrpGLZ1R+rg1ZxSFUQSe6c4oG4yKPM8a05cBSHr6fy3zfRLt65cKjCLOqNR1ETsO7v6SvF/e+17jVFgsFovFYrFYLNY2tBMxfaVD6QkA3oIcBL0CwL9BDm+ekmXZjFbq1TjnADyl2O8xxThPRu5Murk4zqUe+28A/AOAbwbwE8jh1M0A3gvgeVmW3Zpl9a8xZln2BwC+F8CXAPw4gFsBnALwk1mWvbLN+bFYLBbr8heFGqWZyaRGZ9TmJkDi8ap+UUDeq+IGaR7e+NRXquXV1TzRz6RtwagTJ6rls4/9zmp5bVh3Rh3VYvq2A6NO+1cAV+bHdwE8hnwzvuwZBaB136haTJ/JGTWe4YwiYAj92TF9zoAUo6fmnlEURvWd5pi+EXLoNCG9jvquq8CoBWyZY/poz5rC/TSZqBDJmTqtYvomLWL6BIVRZJwajLLF9NEiMo3pw1SBO5UzigIlISBIMd0W0xe7xT5WiKU5o0w9o5pi+oq+QrSoLrqqy6ncR3dGzQujHHL9UwCpYZ8SRjktjuFqzqj8ePIDhcKo0t3USSS89MmHD71f/ThGFqkOJXLHIQ1UcEXfswqM8s1gCNDgEHEbemmsxvRZPiC7NhhFJqqAJuvxzDAq7Eog05kSZ9SMmD7qrqKwyeRsUmBSAZlmwSgvqbt+yvVNcXpumtp7RmnOqHnGpQ6oEe0ZpbyHm3tGGWP6fB+jbheZW3/9Y9dFpg13xgKjgPw6Owl15D58o49ZLBaLxWKxWKzLTTvljEKWZccB/FTLbS2lNCDLsvMAfrH4eTCO/TfIgdTcyrLs3QDevZ19WSwWi3X5K03VyDwKnHQ19oz6+7+XzpJv/mbgMY9R1990E/C5zwEAws99GcDTANj7RenrGmEUKfpddccd1fLx659VLW+tHADuBw6fPFk9d89kgusvEUadWJZ2sT1BAJ9AgqUl4N7CGaXAqHli+gzOKDF2kRXznU4L0w6J1Buur+fUCKhglDWmbziE6JAeOmNS4ex0cpCYJOhgCh9T9PuB4owaJUne083gjJpkzc6okSGmj3i61Jg+WqCO2sX0lcVmGtNXg1FdszNqwXdyvziaYVSHwiSDM6rUKElyGBVoQInCsMIZpcf0SRilgiwIAWQZRJLAQYKgmLAe0xcEUFxOekyfm9Zj+tBNEJE/bUtHSQWw4kh5HsjdV5EFRk3GmYRLcYy4KL4nOlxKUwmj2sb0pZozqrgugBlGdVPpZPSbekZpDqUOgPIupzDKTRIsQgJehRFoMX1UFA7FgeqMatMzqhfL+57G9GWd+mtQO55vhlH0WGFAYBSJ6fMtMX3l+dl6YVVONwv0McX0UZUgybHE/M0d06dF8dF5zYzpI/BIgc7k/dy2Z5Q1pi8IsNEzZPQhd0Zl2i6jXg+jTgfDcKNyclZj+T7cssfYjWvAb3wZz/h8D+/9lm9RwTaLxWKxWCwWi8WaW/wXNYvFYrFYLXXuHFDW2ZaX1dq4rkZnlC2irxTpG5V96cvVsq1fFKA6o86etW+nOKO+9KV8wXVx177/vXp+svsgAOAIgVE7EdP3wLIcYDcpjAJqTN9+cgJzOaMGAyRZhlFRZBUAlruywLq2ViwQ69MidT7NiulbXETWo64rUkoWQnFHLWDLHNM3nVY3UeJ4iFA6kogzygCjynutT2P6DM6oMFQhktCdUTSmj45FnFFGGBU6ED0zjBoGxP3V7aoxfTOcURWM0pxRNZDlOGrRuOgZ1cNYKWQnXvH6EJdNoO3bdSKzMyqYHdPnGp1RiREsLRQ4RszpjArH9cg/2z4eYsRRBjcJW23vJLF0bEGN3tsir3cJVHqpBKcUHivOqCQBirlU+0Mq8dXzUZxR1Mnkqy4uKmW7nhyvN50qvaVcizOKwqgOva/J/4SsMX0tnFEp6ZvWiSXsm9kzirhuxr68akE6rc1JdSC1c0a5FmeUqwGlxHGQkNdXj+lTnFEacJpo8X9KnyrfR1aMK9JUAXVbBB71WjqjIs8zOqOmnqeMp++T+vXnzy4t1XpGASWMKubz+s8De0N86OJF3EYbRrJYLBaLxWKxWKxtacecUSzWo0VvepP6+NZbH5p5sFiKLpMb800kFg4Abt2//yGayfZEa1FN/aKAhp5R0ynwnvfIxzNgVPBVCaOanFFtY/ruI8X3A6Vl68lPxgMTCWjS/UVMH4VROxDTd3ZZHqMJRu2jbqp5nFHDITZIAXXoulhZErhQXI+LF4vXZXlZbkNPxBTTR51Ri4tIafF3pP0ZNRhUxGuATfR6K/WYPuKKioIFlO1zpoLAKNcFiv5JQA6jjDF9NDbN0jMKDTF9XUNM3wRda0yfMyDjkPtopeuifBk2e72K0oYhlEJv1+CM8v3cQeSanFFk344QKoyiMX1k37TcxzeArGK75V6Izla7mL6gcjlNAWTSGUWuY9ZJEWfyWpZF/PLeLGEUjT2LmmDUKKk9D+RwiaKHEkaFm2M4JdQgL1lS/NDtnTSuXGGAGmunOKOK953ijCLgKsxUwJTEdWdUNW+PAJw0VWCU8g5qcEZ51JFCgHB/MlE+A2z/sekm8nXuWACODUblTqz8+tp6RlF1yGeWzRlVvq50PYVR5XzpnFToU4/xM41vg1Gz4vSaYFRTzygvSaxz9pKkchoCzc6oppg+ozPK942QCgAi10VqiO87u7SEwWlDTB+FUZ58fb5II11ZLBaLxWKxWCzWtsQwisWaUz/7s+rjh2nNn/Vo02VyY/7sXXcpjy83GNW2XxSgwqizZ/OIP8cB7vvIR/C1Q4fwtC98Ae7Bg8BjH1vfmcCo4fGdhVGKM6qEUc96lrKPOJjDqL3nz6M7nWISBDgfxwhWYpR/OrSGUWTDC0tDoHCk7NaikWzOqJMWGFVyHT2mj/aLWvQ8yp1w8WKxQGjTwoULEChKzd0UcFIsLpLCN3VGDYdIxrJAm21qBVOtb5TujBo1wShHi+kj3/JfwAidIAMgrDDK5oxC6Fpj+nqGmD7qjNKhlmtxRu3qyHE2ej2gKArXnFEaTAKkMyowOaMoyNKdUTSmj9wjWbmP1m8KnU4FFhe700YYRWP6qBuog9DojMq6CSLSlKYGo1pG6AE5jIonce152z4eYozX5XtAJMK6fe5aCeHSiD1TTzMQZ1RmdkZR+XGMOLT3jEp8Fa5ZY/o8O4xSHE8L8vr0w1CFUfM6o+gxLDAq8RyUWM9rAaN6UXsYRY8T+vL+DpKoNqepV3dG2WL6yvEd0rNq2hTTZ4BRivupqWdUQ0wfhVF+HCtAlvaMou/DyPManVEmGDX1/cZov9Sr3xdnlpetPaNcw++d/U1WaBaLxWKxWCwWi9VKHNPHYrFYLFZLURg1yxkVBNKAk6a5QejrkwluThLc8vu/j1e96EW5K8pUPD1ypCq8D9buxyJyt82Ow6gS+jzrWdTAhM7VVwKuCyfLcIi4oyYrMg5rO86otRUJRXRn1NIScBH5BVN6Rlli+kpGpMf00X5Ri65rhlHkSXHxIoa08LmQUKZUi+mLSP+bZMPgjCoXDTBqK00VGJV0pfsp0p1RjoMxKel3s/zaUzdT6DhIi/tH6RlFisxZaI/pm+WMGhNXhZs4cGwwisSrXewPkaT5nMJpNrNnlO839IzS3U1az6jSGUVdSujkr09nYI/pW+yEVUyf0vspyHtGKc4o8vp1Man6LdH9siBVAVZRcM8hSQYnMfeMoqCo3MdFgumI9CUjr4ERLiFGSmAUGmCUlyQIYul0ChEoQIXCqG5RjO9lcvvA4C4px40nau+mjhJzp0KmNjF9uuNHjelrcEZZYFQ3la9XYIFRCmgi743Yk8sU4NiORWP6PDOLMvaMmvhBbb3qQFKhj76eqrzX3EROYN6eUU2gy7M6tlIrjGp0RhH4k7guIvq+01xTJgdUozPK85AaVp1dWsrvRV99kULfh5eEwEKkPL9iGZ/FYrFYLBaLxWK1F8MoFovFYrFaah4YBdT7Rv3WsWM4XXwb/A+f9zyMn/c8846eB1x/ffXwRnwFQPueUTYYNUkSnKuKlAn2XLyYx8E9+ckKjFpZdYHCtUaj+jYWZNF/OzBqa0kWJlv3jLI4o0pGpMf0UWfUsAWMwsWLWHBk4XOwO4FiAKExfcMhIk8WaOO1ZmdUv496TN9IFveTDoFRruaMAjCG7BtVxqUJIYwQyeaMyib2mL5ZzqhRTJxJrgaDyDiLJLJtvbdQneIkzqq/NN1MwO3UYVbpjFrQnFFRhG31jCr3CQZaxB859iCYVlF1yr5dQ88oUoCmzig1pi9RoU8JEpCgiwmcOZ1R0Zg6owgwsDijsg35HshmwahUwsgIvhrTZ+oZldGYvgZn1FR1RlEYlbgNPaPomA0xfcp2fQKjWjijvDguYhaLuVncSkoEH52/L5cV95RxFKAXyXvD5IwSaQqneJ6OQZ1PFayyxOG1jemjzigdDM2M6WsAXXRekzli+hRnFHlPBlGkjkn2U1xTDTF9NmdUDqMsMX0mZ5Tvw0umwF71ixD0c+HYeIzQAjVZLBaLxWKxWCyWXfwVLxZrTr34xQ/1DFgsgy6TG/PF+/Y91FO4JM3TMwrI4VGZTPivp8f4M8gBNvt9/O2NN+IHbDvfdBPwhS/ki/gyPolva3RGrazkJqssy6FLHFdpaZUo2Nl37lxeNLzlFiAIFBi1axeAAweA48dxhMCocx1ZZKXbWxVFFTVKIRAuy4KyCUbF8DFCD8ubm+iGISadDjaTBBtxjKF2MkVrpmZnlBbTV+6jNIVaW8MCPKAoVi/s0dwAxBmVDYcIXdkAbDoDRhlj+shrkHYlbIpJwb4EWFvoYxfyC00dLT3HqYDTuNNBPwytzqh04lhj+mzOqCqmj4CQru5MIgXiITneRq+PzU1gOFT397O6swmQMIrCnVGSFBF/svhbg1GWmD508mN2B1l1Z+jOqGFnWjmj9H19H5iS89GdUV5Wj+lL/UQFWARkDLAJJ9l+TJ9D5mLax0WiwqhUzjfJMiTa9t1E3keRCOw9owoYtQDp5GtyRiVhgoDG9JUfRprcNFVj+ig8IjYiVwMhKowiMX0tnFFekih9slr1jCLHoyCjHYyS7w3Tf7TofUDX684l/XhhINeXUMcGjCoYRd6DjTF9mjNKdzhRbTumT3NGbZEo0nK/pJiDDqPK7z7YnFFNMX2R5yEx3Ltnlpawis3qM4POeTGdAldOlOfLz4U/vv9+/Ie778bBTgd3PulJ6FkiBVksFovFYrFYLFZdDKNYrDn1pjc91DNgsQy6TG7MNxG3z+WoS3FG/cn464h76vq3nz2LH7ANRPpG3YS8b1QTjHLdHEiVkOj8efX4gCWi7xnPqLYvVcEoqM6oM+6cMX2VFQm4gBVgWRYiTT2jgNwd1ccY+86dw9HCnXViOsX1WqHR5ozaoD2jWjqjuqTfT+8KrQBLnFFbgwGysqY5djDa0JwiBEYNsYHujJi+tF86ozIkxBXSc12kKbAF6ZzSYVR5+ccEIgF1Z1Q6tsf0Kc6oYpwQHWNMX991AdLjRYFR5Jqv93MYBQAT4qzyYYZZvp9DHhp7t2WI6TP1jCpj+oIogkhTZI6TR245GYIFe8TfMJAxfbqryvMzqzOqiwn8IoqOwrM0SJthVOGMUmL60rQVjNJj+nS4pDuj0sRRttdj/brE6RQL3w6jypg+kF5LngukdUDhJwmSqT2mj8rVnFFeS2eU5zgSbvVUZ9QC5Dm5jpPnotL5xXH1egN2Z5QS00fmn9qcUbb+VNQZNcdxFBhVxjZSGOVTGFUHnFTlvebQ9nHa+BT4zR3TZwFOs2L66JgjQx+q0LBflwDjuMEZZY3pc10kft3VN+p20fNGtedD34efToG9Gowq7pv/cPfdAIDjYYg/+s3fxC9953cCT32q8dgsFovFYrFYLBZLFcf0sVgsFovVUhRG7d07e/sKBu0d48PdU7X17zl3DpuWgp8JRjXF9AGzo/qMMKoAhDUYdfAgAOAwsYMdTyaV22oyUUw2ZpFBz2MXsERglOaMWlzM/zX1jTpp6BtVupwUGDUYKDF9i56nmKCsMCqRRczeLlLcTRJUZAXAOoUxY5euyjUcyqkUziga0zdKEgVGZSWMIkX4QAi4QiAMgRGJ6RMjuZ8pXk9xRtEisw6jGpxRGVRnFIVafc/ujBqQe3iTwijqMEIdJgH5U0NsqM6oNM1X055RWtQedUYJ6FApUWBUIIRy7EEwNcOoTgIvyFCiCgdQogXpvdYPSY+bQHVGeRYYpTujaJ+ptjDKFNNHb8SsAUZ5SaLE1bVxRlH5rvm/DV6SIGmI6dO3VZxR24npW1B7RinjG46rw6jAFtNncUYl1BllcTVR9ZWYvvp6BUaR56e+HNHojKJxeIZ7ynQMGtMXanF6akyfh4SccxOM8rV9m8YdU2dUHCMgY26Rz1N9zLGln1TkeXPH9MWui8Sr37tTz0MnMMCoIICfhXUYZYjlO37mDPDylxuPy2KxWCwWi8VisepiGMVisVgsVktt2xn1wnuRirwoeMvnPodvOnoUQB6n9m5bg6c5nVHAbBh1Hym8HzhzJl8o3Ec2Z9SREyeq549OJlhZkdvNdEfpMGrZDqM8LzcWVX2jyAmY+kaVzqjGmD6bM0qL6fMjWRIOVkgBdlMFXRu0iL3l1WGUIaav4zjVH1vTLENMYBQWChjVJa6ooiCswyjaa4rGQhlhFI3fGttj+jzHqYr3aeE4oD2jJqQXVN9viOnTCswVjCL7dyzOqCAAlrCmOKNGpTOqZc8oQIvb66bw+/K10mP6Br7FGdVJIXzN4UQdVeRe607lvZx4qsuJ9lYaYBNuEe2nOKMaYvrSqB2MctMULlKIDQl30sRVttedVFS6M2pk6BlF1dQzKp3GKoyybOumaUPPKPXclP0oZNJ6RlG1iulrA6PIeyzzLdtYnVEkps+wiS2mLyIwqrofyLYUtpTOqCb3EmCHUbWYPtfgjGoAXU0wqrFnFHVGURilRf9RGKU7o2wxfVPf5EMrY/oMMMr30fHr36gIfR+eKabPcN9MggA4dsx4XBaLxWKxWCwWi1UXwygWi8ViXbY6dcoMXR4szQujdu8GsH8MPFu6i/7TW96Cf/fBD1aP3376tGFPAI95DLKiOHgI92IBmwpsMmmmM4oU9Spn1P79mEwk6/D9gqmUMX3EGXVsMsHyLlmQmx9GyePrMArIDUsVjCrnB+CExRnlY4oARdHc84BOp+aMahPT51EYtUQKsCSiD8OhArowMjijNBjV7wNCCDWqj8TkiRJGkZ4l/bJnyqQBRlG3lQajJhPVkRRvuZhCcySRa6S7o2hM35TApIEOowjUGhJwsdmXMCpM7e4kGtO3iHUVRqVpLabP1DPK9zL0i4g2HSr5fburqu9ZekYFKowKHEeJJqQQpRfKeyHxE8XlpMMomzPKBqMo1JnljAIAsb5WPZcQl19igFdUsaM6o2ip3QSjPAtgKntG0Zi+boMzyg6j6k6xajtLX54ajDLM0U8SNabP4HABVNeT2jOKbNMCRvUj+R434RGbA4vCpnIbejbToH1Mn4RR8rlGGGWI6WuKALQBJ3cGqJoV02cak763bc6oxHWVfagiz1PcbdXzrgs/qP9uCX0ffmaI6bvvvtq2kyBQ3K4sFovFYrFYLBarWQyjWCwWi3VZ6vbbgauvzt1HP//zDz6USlOAciO9H5NJe/YA+LF7qyymZ3zlK3j6v/4rfvhDH6q2ee/581gzfbs9CJAeubZ6eHP/DoUFmESdU61i+lwX2L275ooSAhWMWtrawkoBQiZpisFBWbyfB0ad9laBQVEgBbBrBoza18IZpUf0QQgFGA1tzqjBACiLwKMRvBGJ4VokBdh16TjB4qICuto6owAtqo9AHDEoYZQct5UzalZMH4VRIweAwBjmfk/6WGVMX5ZlmEKOM+w0xPSR12fUtzijhFOL2QNyvrSIdTWmL0ny1YHEI6aeUX03hFMglL4W0+f37M6oBX9aOWV0iAWPQCUhrDCqS9xLsafF9JGi/hAbIETq5QAAIABJREFUcLN8WxpRNmnoGUWhjjOjZxQAOBuyN5vujDIdo1QifCtQ6Rrec74FCPlxjCTUnFGWbd00RR8S1tBrBa/BGWUBYW1i+to6ozwLJLI5tkzHAoAFAqNmOaPUmD75yASjqHxDHzJlfXlvJMQZpbmU1Jg+d0d6RtVi+jTgFDQ4o+jxbDAqdl2rA2qz1zM+H7kuEq9+P059H75vhlEmZ1T0V39V23YSBHkfPgvgZLFYLBaLxWKxWKoYRrFYLBbrstRb3wpEUV4DesMbgOuuy/+1tWC6VJ07Jw0ly8tKjdqqaM8I+C7iinrjGwEA195/Px7Xz0HDNMvwLuICohofllF9T1z48szjUWeUaUgFRp05kze+cpx6RB9QwSgAOHLyZLUcXCMLdPPAqPuWpJVs1ffhGAq5S0uWmD6LM0qP6APQzhklhOKO8jZJ8X8QG3bIJ7dBby5TzygLjFKcUaR47gybnVFbWJBjz4BRZV+oMFSdUdFWvq0tqo86o0ZBBzE8TCZ5jFxWvkSRwEJPWGFUPwzhFNc97PhY28yPT51Vppg9IHdG1WL6bM4oDWaVrigA6EzJa9NJ4fXs+/Y9GdOnwIxOooCHQNtPjekjhXw9po+83tQZtUhew/UkUfcp7i0dRrkEJtjgkrsu71PqjJoFo2I3sAKVzhwwyksSJFH7nlFUiuOJ9ozStvMuxRkVxwqMMvtn7M4oek8oIKkFjApghmOm+cYURpWvrWWubZ1RgjCSqea8anJGuWlqB12ai6kW09cAquiYFI7VekaRdXpMX2S5F2wwKgdt5p5RXlC/z8MgQNgVwFJc2x7E1QwQ2EYcrywWi8VisVgsFssuhlEs1py6+Wb1h8V6WOgyuTFv/vSnlZ9L0V13qY/Pn88dUo97XK1etCOaN6IPAP5XV7qiVr7UxdP+5V/yB3v34t/t3Vtt91eWqL6L+yWM+t+8+WBUK2eUrV9UMcfSPXT4+PFqvdgvi24zYRTZ4P5laSUzRfQBOR+6iBwSURh1so0zajgEAAUYWXtGAUrfqGBNji8WSHGXnuCuXTVnFE3xA2B3RlEYReLP3MU5nFEkCmqenlHTzXy8CXVGkcJpjxTULwZDAKIGtDB10O9DJbDkXhLTKQZkzHOj/Hyos6prckZlWeWMWiD7S2eUFrWnOaN6xGFDnUropHBJHy49IrDvWmL6OikcvWcUOWd6v3UojHJVZ5QOo7yiZ9QyoZdrcbwtZ5QRRm2YYVQyo2dU4vh2GDVHTF/ZM0qJ6WtwRimPd9gZZdrO02P6jCPZe0ZRt5w7J4zyZzmjyBjUvVPOxTXALADw06g2lukYNKYvI9fGTRI45Hwzx0GkQaWmsZtgVJNrKtiG24q+R6MGZ9SW5RsikecZ94k8D25Qn0/o+3jgypXa81PfB177WuW5cp7/8K4tPPGJwPfddh9+5o47cIzhFIvFYrFYLBaLZVQ9dJvFYjXqs599qGfAYhl0mdyYn61ZSbavu++Wy1deKWHRF78IPPOZwPd/P/C7vwscObIzx5sXRt01GuE9odzppreQ4tThw3jB7t34j/fcAwB4/4ULOBdFuEIrmD1wxU0o/Uk3JJcGo9IsU+Lurjp7FnjCEwBYYJTv50DqxAmlb1SyZ3vOqFNLu6rl3ZbeHtaeUQYYtR1n1JpsraM4o/yL8pyyHinAahdG7xl14QKQZUWsIZkDUICL0hlF3UfkXNxhAZuoM6pFTB+N/SsdBBRGKc4oE4wiBXzqJdgIFqrVRhhlcUahgFHrxflfmCTIO3oRGOU6eSyk6+YWwywD4hhB4GMJaxChvO6tekaFIfo9uzPK7dhj+vqudEbpMX2Zp0EsS0xfMCXXWINRHnGgDLBZxfQtkc+/iy1hVJMzqnLPbMkbO079mduXSueEUb6hV08591R3RjX0l6JyXTe3uAIKfGwNo1o6oxQYZYnps/Vyss3LBqMGkQTHntPsjLKNUcEo81QRJM0xfZUzyrK/lyQQyGFnanANOXM4o5SeUWlqXec3RP+17RnV5IzasMX0WfpMTT0PblC/z0Pfx4m9BhjleUj+8XbluXKev/vaET7tr+HTV38VOAXcO5ngHx77WON8WCwWi8VisVisR7PYGcVisVisy06TCfD1r+fLQgB33gn89m8DCyTV7J3vBG66CXj1q3emncO8MOo3771XluL/eQXXffqoXHn4MA71enhy4eaJswzvPHOmNsbxoXRGHRpfGow6E0VVwXx5YyMv4jY5owDg4EEAwJETJ6qnwl3bg1FnCPxpckbZYvoyrYBsc0att3VGkRXBRQkK0w4pltILs7JSc0ZFEdSoPg1GFUmMakwfmZ+3VNywxMVDY/q20zNqEsnIOAdAWPTDssb0kemvdYbV6rlgVBhiSJwAFwqwFFEYVc5Zczf5vrln1EwYNZ2il8lrEkRkvkGiOKM6Qo0Y7DpTC4xKFHeO3zKmL3K1mD5yfyswirjb2jujZsf0eZvyxo4TFUZRl5wOmBpj+uZxRiUJnLRlzygdRhFIIJpglC2mT+8ZZYJRbXtGUUjUwrHVpmdUYNjECr0Mc7HBqiBudkaV0Mex/O4r5yAMu3txDAHZd8o0N3oOTb2o2jqjdBhFe03RmD4bWAIaekZ5nhFgTX0fTlA/x9D3Me7X/XNT34ebqvMvz2/j1BbwDPlHwgeUXzYsFovFYrFYLBarFMMoFovFYl12uuee3FgBANdckyeu/eqv5tF9L3xh/vwVOIu3hd+P6177o3jHn156YYiYg2bCqDtHI7yV0qs/P4QjuEc+LuxaP7xHRte93QCj7vGuQ1L8qt69cc/MvhRNMIpG9B0ojzULRhV9o6gzamso50D3M4pscH5lWC3bYBTtGbW4tYVeUbgcpakKgpC7nBQYZXFGDQbSubS5SXqKkZi+zgUJCWISmadfmA06h3Fe3FSuc5uYPlKM9ZebY/qsPaMaYvooROo5DqZhfvLWmD4y/Y3OQnXs8SwYRSFAGGJI5nexADVT0rCm5xV/cmpAq4zpow6XrTTNY/pIZF7XAKO6qQVGdVI4Dc6orjut4AQtdCPIkLntnFH+VI4fOQkicr18zRlVwiU9pi/aBowyxe75W/LzLdJg1AVyv61ouZKpa3dGBSZnVEPPKBdJq5g+HZ5QF5mtNxPQAKNaOKM8DUYFM9xIgN4zyuKMsoCkYSTvS99wLKVn1CxnlHk1For338yYvqx5fJHWwVx1L9pAlwacEvLa6KCqqWdU05gURunOKFtMX1PPKBPAijxPiRgsFfq+8RhTz4N+tcp5upMtBVqyWCwWi8VisVgsszimj8WaU5fY5obFenB0mdyYn96hflY0ou/aa+Xy/v3AbbcBL30pcPp7XonvvfA3AIDP/V4GvPitl3RMypZIuyejXnvsWOUJGXxpFza/soTDUJ1RAPCCPXvwiq99DRmAD164gAemU1xJinen1nq4B0dwLb4KB1luAWuI/lldlcsk5Q6AoV8UYIRRFGiVMIo6oy70tueMWlvqAcVVaXJGfaHoGSUA7N/YwNdW8rikE2GIJVJQXF8HDphi+kixc+i6cJycO5VfVF9bK86ROKN6FzYBLAIAIq+hZxQtpG5JGHXokDoHIIcQE1NMHy1El86oTt0Z1RTT1zPE9JWwaZKpbqRJ8bLbYvq6pHB8qTF9pdajwhkl6HkZnFFhCNcFlrCGzYl6jaIIas8ozaWE6RTdjPTmoTCqmyouG33fngjRLZxRAoCYOsiK7SeufH30nlFKTF9InCFOqvaMIuc4xIbRGdU2pq+NM0qFUfLYCYDzBCrtqsEoszPKnabGTkW2mD4/zufcyhmlO56oM8pPq2K/7qDyLsUZFccKjPIcBw4A3TREj6lAMte8jc21RF1lwayYPgvQmtUzqjzvJvcSAAj9JLX19P7S1zVFANpAVWNMXxwbIWe5jh7P1jOqKaaPwqhgOsW0GCOywKip5ynHKRUGAaaW7WPt2JvF54MbbgHuonFeLBaLxWKxWCwWS4qdUSzWnLr5ZvWHxXpY6DK5MW8eDpWf7coGo0p92zUn8dx1CZ8ed8fbgHe/e9vHA9rH9N01GuFtp09Xj6/7+CEAMDqjrup08LTCoZMCeIfmjjpzBvgyZFQfvtwc1dfWGaXDKLqtyRl1NTmfi24IOHkBcx4YtbksYUCbnlEAsJ80eTqp9Y2qOaPKmD7qjCoKh8aoPvLkwnl5nNC1xPTt2qW6s0ZebRObM0qJ6SMwQQwWctZhcEbVYvoIyGiK6QupM8p1K2Zki+nrkflsdvrV6rlj+ggsK2FUTBrWGJ1R0ymQJBhiU3G4VD2jKFASogayqDPKp7dHkCgwKtD27afyvkmEC0zJ9XTk6x9oEIvebz6pqU+F1jOKHGuATfjIN1Zi+pJkx2BUQGFUKo+9EccIi+2DaaRGEiJ3RpmAijc1EwyvoWeUi2RuGJW5rup42k5MX0tnFO0ZBdc19rRSXE8t5m+LLaTAxTf0Y2oFo2bE9JXnfenOKPu6tv2d9OMqMIq8f7wkscKztj2jIs9TXEs+udZbBBwvkM+4yPOMcGluZ5Tv17a/WHzm9zGyN/hisVgsFovFYrFYlRhGsVgsFuuy0113yWUTjMIb3gA30b6B/ZKXaE2D5lNbGPU3Z89W3+5/zq5deEycf1va5IwCtKg+An2A3N20XRh1/ryMMgSA+wnMaXJGmWBUJ4qwWjhfUgFgOR9rHhg1XpLFwDY9o4B63yiq9XXVqYLBAFmWKVF6w6IAORNGkfti7Fhi+lZWVGfUyBDTRwDrEBvmmD76oiws5NtQZxSJ6dtOz6iQ+D16jlPFEtpi+qgzaivoVcc2wihS7G3qGbVZ9FVJSORd3zM7o1C4dfSeUXlMX3PPqCCR18SlMKqTQpDINz2mrxfL+yZ2OkBIXFmCxCg2OKM8crypk2JKY/o0GFXCpSUS07feENNHoU4TjKqgwVjC1CiRxf/TpFC/vLFZ89iknsUZFZuL6raYPj+OazF9NhhFgUPW66uwxdKbCWjfM8q0nR/HKozyPGNUn7VnFB2fAqsWzijfsIkS0zfDGWWL8evPiOmb2TOqwTk1K6avyRmlx/Tpc2pyRikwivyO6OrOKBqDST53Nvry87KvAay5nFG+b4dX2vZrgwEyAAswxPT9zM/sTMNKFovFYrFYLBbrESSGUSwWi8W67NTojBqNgD/6o+phiKJ4dOIE8Mu/vO1jtoVRtxM3zw+srmLPHqCPLexFMYDnVZAHAH5w9+7ql/E/rq0pDqZ5YVSnAywUyW9xnAObUm1j+kwwCgD2UZB3RQsYlabKBtNlWVRt0zMKAPYRp9iJFs6oSZpWxfqOEJX7wQijSM+oRTLPMSwwSu8ZVTijmnpGlbVRJaaPnsRC6YxS3UzADBil9YzKPA9Jkbwckupyh/yZN3XMMX09ck6bBYy61Ji+UVo4oxwDjNKdUcVNanRGERhl6hnVSeQxPVrj7qQqyBJCOW43km+MqdMBQgILyesfOI4VRqWZp0Asem9QGLWIdbgFIPTSFBjn+6TIo/qqfYpl3RklyC1nc0Y5JJpxSmL6zpDC/9KGcucBADLP3DPKjcwwyhaVZ4rp61re4wqo6PfV41t6MwFqnB9VW2eUT67pTjmjbK4m6ijqGJxRbcaoYJTlf2rleTdF6QF2Z1SrmD4DcHKSBE6WWYGTHtOnj9s2+o/2jKIwKtJi+qgjk8b0LZDPIyuMMjidgBxGmZ6fGhxWieti1O3mMEp3Rv3ZnwHveEdtHBaLxWKxWCwW69EshlEsFovFmkthCPz6r+c/Wh3wGyYKo667Tlt5220VRDgqDuPHcZtc9+Y3Ax/4wLaOeeqUXLb1jMqyTIFRT11awp49wCEckxtdcw1AimlXBgG+o6AlGYD/RdxR88IowB7Vp8CoM2cA3682bgOj9lPX1hX5WI0wan29+lb4OobAsiyMt3VG7SUE8AFSkJxMco6hwKjBQI3oI0XDWc6olYuywdZmRoqlLXtGVer1UHbb6WGCnp9vr8T00eJ7v1+L6euTmL4tLMhtm3pGkSJsBAphCIxySUwfdUaRazaa5YxqGdM3EgnSFEhNzih9jAJG0YLzJE0RRhlA3E2mnlEd4oxyIvInbZAqLgXdGdWdSqgUzXJGkWNSGBUJHyB9rtbIveGRfZZAXEvwgE15X54lsKhtTB8t85uK/mEqj32GXNOlja3atnZnVO0pAIBved/OE9PnaDBKcRf5ddBWzckAbZwkqTltTMCsBkDawKiGSMKmOQXTqeJAM13fNg6scptZPaOcLKs3vyL7i1kxfQZu1NQzyr9E11Rgi/5rgFE0pi92XSVCj8bx0Zi+Nn2mIte194xqGdMHAGsLC/aYvg9/uP4ci8VisVgsFov1KBbDKBaLxWLNpT/9U+A//+f851Wv+sYffzQC7r8/X3Zd4NAhsjJNgde9rnr4V3t+EX+NH8Y78Hy5zYtfrPTfaaM0BSiLIcl6iu4cjXCuKLZd4Xm4od/H7t3mflFUSlQfcQOdOQPcgRvkhl/96kwCaINR9+nOqH37gKJQaoVR+/dX2+w7eVI+v9rCGUUGPY9dwBKBUQ09o9Yhm8DvITCKRo6Vji89po/CokVSfKQwqmKF5MnVLQmjRmmKpHSftOgZpcAoIbAF6Y7qZ/l9psT00QJ26YzqqtF6gMEZ1dQzihRhE5c4dMifeZE72xm11elWq8f0XE0wisajaTBqIpJaz6de6RDR3E3lC+JkGbpj4oBwUrVnlO6MCkP4kTymIH2f0EmQedq+ZO4dAqOmooOMQCUKI4OGmL4IPjCRr+sadUaRfVYg3yQxvOq+AYBzLWBUG2cU1TSRx6bOqMXN9s4oz8wS7M6oJI/oo+6jjgHmuEmiopV+H8qI5DVzybmlrmd0PPXDsIZqTNvVHD4WGDVvTJ/p2nU0OObPgFHbjumjvweS+jYlSJoFo5pAlun+ahPhZ43pa3BGNfaMos4oz1PAkjWmj/aM0qL9Sk19f66Yvqkhpg/IYVQe02c475WV+nMsFovFYrFYLNajWAyjWKw59ZnPqD8s1sNC38Ab833vk8t/8AfAPffYt9X1mY0N5Wc7+upX5fLhw7nBp9J73ysbSi0u4nOP+2kAwM/hDZguFEWho0eBX/u1uY55/jxQ1smWltTWOVS3k1y8b19aghACe/bY+0WVev7u3VXR8RPr67h3MkEU5XX6ERZwFIfyDZNEtYUZtLoql89KxqI4ow6cOVNF9JXnV0qBUUFQZRLuJ4M5BYyaTFQmoYiQqjPOFcBSURxFDupMWl4GEnjYKIDOlWRip0lBsgRKekzfXM4oEtO3kq1VTicA2EySnEBqPaPUmD6DMwrAJoFRvSSfnxLTp8GoXg8KdOm3iemj43U6EL2eZC0U4GRyu9gGo0hxeERg1LzOKFoUDp2i5xOZS9dpdkYBQCeUc0m9pB61p/eMiuU1yaYEHnRSxZUVaPv6ofzsCaE6ozZSApU0iFWDUaHZGdUEo9zxzsEovegfw0WSyPFPKzCq/kbNfLMzygSjEjjWnlF5DB6BMEKga9i2BjA0Z1Rmi+nzPJiOrPeLyjetf7bUjmvpGUUBmM0ZpWxjckZpsMUWG1iNYYNepTPKEPMHqOcuDDBKOqPM+1frG2CU0RlVxklaYNR2Y/pqMKqlM0rpVUdj+iiMaugZZYvpm9cZZeoZlQHqLx8Wi8VisVgsFovFMIrFmldPeIL6w2I9LPQNujGzDLj9dvk4iuZzRz3hM59Rfrajxn5Rv/d7cvnWW7H32iEA4AHsxT88Vzqm8PrXAx//eOtjtu0X9TEtog/IXVSznFFX+D6+k3yD+q9Pn1Ygx1eD9lF9JmfUVpJUzo1gOsXq2loFo6ZTYLNgOq4LLC5CVRHVt59MKNgvi4NWdxQBOfcuXVUt7/LMLgdA8qEyqm8PGZzG9JX8ohbTRwqdQ4szyhTTt4yLFVwCkI+zsSGbzy8sAEEwM6Yvy1CBNADoxgWMos4oWswsY/q6sgjbIzF9bXtGgcIo0n/KI4XoyDfH9O0i1/XiYh4LGIbAmMKAsIBRlMJSGLW2phSFp24DjNLcTRRG+RNSxO6m9f01GOXHY/JYh1H2mD5/QmBUFig9ozYSuzNqAOlOmyJQnVE0po8UxRcJwIrhwRnPF9M3jzNqEwMgka85BYqLG2PU5NucUfXnEuEZXT5ADhI6IPeDLQZPm69Y0GL6XDNoy1xP3a6Q3i8KsDijthPTt82eUR2tt51/iQ6sVs6oBqDkWGL+2sT0ubHdGWVzP207pi+OjT2qACCIIojieJnjKECIOjJpTB+9PpGh11P5/NzOKBOMGgzymL6uOv+p72vflmGxWCwWi8VisVgMo1gsFovVWnfdpbptAODtbwc++clv7BxKKTDq858HPvjBfNl1gZe9TDEhvXvlx4HnPCd/kGXAz/xMg61HFe0X1QSjaL+opxEYNcsZBahRfe8+dw4krQ/HB5cGo6grav+5c3l5soBRWlsk1GqfBYzaR6iLe6UsuFLzkCIFRu2rlm0RfUBuQul2JYy6kkyOujzKy6zH9G1YnFHEBGWHUWMKJJLahYnTFKOygAtUIILCqMlEdUY5oxxG0Zi+UUmNej3AcYqeUdt3RpUwqqrDEoATpPK4iWd2Rl1B7o31Jdmjaiuawxl1+rRSFI78OF89yxlFYvoAwAvJMTuaM8rQM8qbEmdU6Cv7UmdUR+v95I0kAJukHbvDSYNRVLWYPoszSt/HI+DrHAVYLWBUAsyGUakZPgw36+Am8wMj5PEM0W6pcK1gxEsSXAHyRmgRgwcAot9XxqTRigqM8vzWMMoEiGpwZGlp2z2jZsIoPaZvBpQzjUGPY4VRbZ1Rlv/quQ3OqOrYSX1lBfYSQ38kNMMoP47tzqgZEIuuG9HoTPK5k5FrSa9P3BDTZ4rdCy0OKCuMKp1RPXX+kyCQn5P//M/Ai16kWstZLBaLxWKxWKxHoRhGsVgsFqu1PvYx8/OvfGXOd74Ros6o664jK0ivKPzgDwJXX62YkI4eE8Ab3wgMClhwxx3Ab/5mq2NSZ9TevZZtplPcXbhDAiFwc3GcNj2jAOAZBI58cWsLZ87KC3pm9Ua54Z13Ns51Foy6qqSJBYyiMEWJ6CtVOqMohdw1nzPq/mUJ2nbP+Kb48jJwEfm12F2RozymLy1uMqMzajhs1TPKCqO2ZLFyI0lq2YUUdA2EiwJJKZuNxyqMKi1nNKZvq3TNLOTgJ4dRZmfUFiQcaoRR3a7ZGZXK7RLfDKNWyfLGknT0bIZzwKgzZ5SYPvSS/DrrPZ+ARmeUF5IPkW4ys2eUR3pGJQqMSpE4dmeUO5IQc5R0ANJvivZ+CnQARhRlPjAx7+f7vjrXQjE8+OGczijyMsRZJvuZweaMssCoLQN4tzijfEO0W5MzyksS7McJ8oSXA0BNNTdNX3dGkUV6bp7FGaV/mcA1A7MaANmzxzg/xbFk+ZxSeka1iembcRxTby16HNN5AyqIE6nBDVZG7Vnuh2oOTa6qpnWWvmJuktQccHTfJmeUFWJp8X6JpWcUFb0+oe8roKrU1OaMCgJjTF/kecbnG2FUeY9+7/fmDTef/Wzls5zFYrFYLBaLxXq0iWEUizWnHv949YfFeljoG3RjUhj14hcDZR3tYx8D3vWu2fs/fjBQfrYjY0zfiRPA294mV/zSLwFQTUhHjwK4+mrgd35HPvk7v5M7qmaoTUzfx4nD44nDYdUzZXkpU5xR471mZ9SBTgeDYp8LcYyvnZPuo9GVZJ97722c67wwytovqppYPaYvXpZzawOjTi7LSbWBUaUzqhtFWCyK7wny6wLYnVFz9YwieYRDbCjOqPU4buwXNSRjU5hnhVE0pq/8Vn8Bo3o9qM6oomhac0ZtyYg46rQaB4Ea0xdQdwmBUYE5pu8KsryxLIHVTGfUZCIJ9JkzikMB/SS/fP58zigxIYXzbgr4ErzUYJTmjIpDsi5IkQi7q8rZIjBqm86oaaY6o2gkni8EMBzW9onhIYjkvbNJ7ikKo1xodqhy/xYxfcLijBpsTetP2mL6DDAqFZ5xWydJ4GQZHBCQ6Lry9abjGnpGNbmtSmWupWeU7ozyzHOsHXfPnhw0amrljJoRsVdzRpl6Z5HjLNucUWUcnmV9W2dUJ6qtysetYvrs+7oGGFVCIROoKvfdTs+oWfvZ1i1Y3M30+oyoK5IcP/L9+WL6GnpG9TEC+uocx9QZRe3VX/saAODPT57Ez911F77e0qHNYrFYLBaLxWI9EmT+nxaLxbJqm21uWKwHV9+gG5PCqJ/6qbyQ/vrX549/5VeA5z63uUXCZ3agn5URRr3hDXkDKwB46lOBJz0JgAqjjh3LWwA5L3lJni340Y8CSQL89E/nETqW3h1AOxh1u6FfFACIs2eqXjPrGOJisgtXG/YXQuCmfh+f2sgL5V/aGgHIi2jRVYfUE2kQhVEld7qf9DHZLozaSzac9qeAkwGpaAWjzizLfljzwCgAuDKOsV7sc3o6xRW+vzPOKNfNgcHGBhxk8Layyo9ickbRsZd9FydFzmIuXgTiOAezo5EZRhlj+hRnlDmmbwwCkEaj/IBCGGP6jDCK9A9KA4szikCkzUVZtN00wSjPAxwnfyNlWX7ivp/DqNVVuX2vgFGzYvo0Z5QISWFcj+kTogaj3KkEadFEdUbFBEYF2r5iS943ITpKzyj6OgeO0xpGUXlC5A5MSiqRw6hOZP7T2ycwqm3PKN1ptIkBVlcEzqAuU0wfgsAIbwJhcEY5ZmeUKcqtTU8mAEC/jz0tHEg2aNbaGWWAUbN6Wm07pk/rGWVyT1Gwsmw5jjcLRlEQZ4hVrGBU3BwDCAPjkTCqbneu4v8s0HNWTF8QmelYkzPKSxJjPykvjtGdGiAr1OtDY/06UYRMiMpdtUn6u5UKfd/ogGqO6TtldEZNplP892PH4PwOqyKnAAAgAElEQVTIj+CVb397fh5ra7hrNMJPFy7nrSTBW268sTYui8VisVgsFov1SBQ7o1gsFovVSqdOAV/9ar7c6eQGrF//dWkwuftu4E1venDnsL4uwVAQ5EYnbG0Bf/zHcqPCFQXkrKGskU+nuYEKjgO8+c2yyPy5zwEf+UjjcdvAqI9ZYFRuycp1D47g9BlzEQ8AvmlBxrLdFUknjHvNgXzeAHDyZGOvK8oEylr4faQwd6BsRtUWRh08CCCPn1ot4ErmACjcUW1g1Lll6RJp6hkF5P2dKIzaQ4qNDxTL5aVWYNS8zihtRWcsAcB6HNd6Ruljr0i+Vm3aKqavvO/6ueupKaYvhYsJNDcSzD2jZEwfcduQQnTasfSM2pTXcGtRFlp1Z1RVz9VhUhQB58/XYvqsMKohpk+BO9207qzSXFVuKEFaOCHn10kQQ4vpI/sKAnSmCFRnFI3b03pNUU0zX9mPyi9hlKYIPrpxM3zQYRSN3ZumKfUfwTHAqCt3G4fHwqgOAURgiekTdciWCM/Y/8gx9Q7yvNYw6ogBBtS2tcX06c6otjF9u3fPjBHcqZg+0zVTYNSM41hj+sr3sOvCSezH6MSzYvrs18s1sKEKChmiActxa68zWWeCSuUx53VGBVFkhVELFmeUDsQ2bDBqjh5Ta4MBOs44/8wimgQBbtu7F//XsWN41YtfjFe89KUAgC99+Ay+96Xy8/IOju1jsVgsFovFYj2KxDCKxWKxHsb6zGfyNkcbG7O3fbB1++1y+UlPymu0q6vAr/2afP41r1FSt3ZcJQwD8tZLrgvgttsk+Dh8GHje85R9aIume8rWTddeC7zwhXLFJz7ReFyasGPqGTVOEnyWFPW/nUTAURh1FIdx+rT9ODf1ZSzbcUcWqK7Y6wNXXSU3PH7cOsaDFdMHAPvoxqvtYdTasjyveXpGAcCVpKh4uigi5vwiq8MoUggeWpxRyv1JoGF3JPed5Ywauq7xOo/HwAZIPJsppq8sfhbUsMkZBWhRfUXRUoFRTTF9BEZlHXNM39KJE5UjJOx5FQBaJz2j/MytWKjiFArD6uT1mL5z5zDbGaXF9GUURnVm94xyJ8TVtS7nJbopwqzBVUWUO6PkdVKcUQ0xfWEWWJ1RvuMYYVQMD92kGUY5yBBAFthpjFpIQUiSQMcImxjgylVbzyiDI8XmjHLq55U5ZtDjxAYYNUdM3xHL9VVhlG+EMr3J9mP6TLBM6Rk1w7EEtIzpm+HAsjmjyvM3AS+AgDjXhTA4o0qg1EnM96iM6auvK8Gy1+iMMg4LN02354xqiPDz49i4zk+S2vUu1bM4o4IoUsbaIL9zS4WWOL4mZ5TTq89jEgT4x0D+LfAHz38+/vn66/GHv3EKdx6T12jdcr1YLBaLxWKxWKxHohhGsVgs1sNUH/4w8OQnAy95CVB8ofYhFYVRT3uaXP6FXygcSshj4WhLpp3WXXfJ5WuvRR4X9rrXySdf/vJa3F6tb1SppzxFLn/yk43HneWM+ueNDUSF2+KGfh+rtPBdEbDCGdUEo4gz6oGudEatrgI4dEhu2BDVNxNGnTmTF9gLQkOZC923UgGtAGA/vRC78jHbwKiNJVkMnDembw/plUSdUT2M4aKoiHa7gOcpfZ1mxvRpK/pb8hrVYJTWM2qxAUYpzqiCIhtj+gqq2esB6NadUeVLtgV5T1QwivaMKqiwdEbJKvF4Xf6ZFyyanVHi1ClcQQndYl5U3SQwKqB/LurOqMJppzij+nHNGVU5URqcUSnt+9RNm2HUdApBYNTGBnE+dVJMM80Z1Qij5PWkNXZ/ZkyfxR1icUbF8NDPLNF+ZLkL4nwkdWral8oUobaJAfbtMcOohVG9mO90zM6orgGypMIc0wdDzyFrTJ8BRh1qA6N8szOqE2oAwHWN25mcUTN7RrVwRrWK6TPAJgprViz3ZeWMssCoCrZ4HhyDu6lyRhlcU4B8LUxxeyVYdg2csbyWwtBXrDzudnpGbdcZZYNRSkwfdUYlieJeM8KoIDDG9GWOo4xVam1hAVmvTucmQYAzd6v3w0tf/nLszh5QXFTr588Db32r8TxYLBaLxWKxWKxHmhhGsVgs1sNQDzwA/Pt/n7c0AvIWR0oR/SEQ7RdFYVS3C/z2b8vHr3tdo3HnkkT7RV13HYC//Vv55NJS3shKE4VRhAvlpK/UJz+Z98CxaBaMUiL6qCsKqDmjzpgauhSizqiLS7LQXoNR995rHaOVM2r/fqAo2s50RnW7wO48+2t/6aoC5nJGjZZlQXZuGEVgBXVGDUHsgkXh3xbTt7hYnS7W1+X7isKohbEEAG1i+ui1ssKoppi+4kbqdqFAlz6J6QM0Z1QB5hRnVLeLbO9eozNq/ayECqsHzTAKJ09ilUbllTBqanA1Ae1gVC/FufNZPWZP319zRsVK36cE8OV7suM4OWgux8kyOFvyHggn5Dp1E0wJNAga4vZCdICp+c/hxv1SX4FYVL4QeUaophge+qnFcUM+f1QYJWEBhVGeIQptEwPsv9IMowaTejFfdAKYzqBjACiJY3YdZaaeRJ5njMEzOaN6rov9BiCjgCvPM84z0M/JEtOnHHdhAVhYmB3TZ3MszXBGzRvTt2iDUWXfJhNciyIZd+e6zTDKdr+V+xtcVcPivdwEoxyLmWcWjNKvDx23aT/X0JvMj2MrjFogn0fUGdUmpm8SBMaYPsDcY2ptYQFZ3wyjEu3X3advuAHDhfNKnOpGHAM/+qPAHXcYj8lisVgsFovFYj2SxDCKxWKxHmZK0zxBjkbDRRHwrnc9dHPa2gI++9l8WQjVVATk4Ozxj8+XJ5O8l9SDIQqjrr0WwO/9nnzi1luNBWAa06c4o66/Xm7/wAPA179uPGaaQnEzmWDU7aSg/jTaLwqYyxl1dbdbgYtoIar6Mq2uArjmGrlhgzNqOATKOtpoBGyOMpwi39bff+4csG9f9XgmjAKqqL59JXUBgCvaO6Omy/LPjXl7Rl1JDnCaOKP0iD5AjVijzijHUW+Nir0QGEVj5mbF9OnOqHLT0cgMozqOU/3BNQ0CxI5TOaO6XSjfku+1iOlzhEBACrfhvn1GZ9SFU/K677naHNOHkydVZ9RSXqjdijVXUvVA62FVwCgny9CbyPvs9EYyd8+oOCRjaz2jKnhAez+tSUI/Ccl1ClIl0q7mqiLSY/qo/KaYvtS3x/Q1OKMWYIEDZLkNjHIszqj9e+twYeC6cA1OFqszKqjPMXXMzqjUFAPnuvDIPV89begZBcDYN0oBE76lt1WowQtLTJ/ixinA+iznVqueUS1i+kzbKFF/nY7RLVcexzFAEaVXlucZY/okjJoR0zenM6oct6tfezKurWfUrCg+Y/+x4pheXD+enyQ1J1opeo1onyc/jpW+VevEjVxt7/tGZxRgdlKtLSwgqT+dwyjDx85y97zyOb3R7+e94L7yFeMxWSwWi8VisVisR5J2DEYJIQ4IIf5MCHFCCBEKIY4JIX5fCLEye29lnF3FfseKcU4U4x5o2Kf1sYUQVwkhXiaEeC85xjkhxPuFEM+3jH+LECJr+Pmv85wj6/LWrbeqPyzWTuu//Bfg/e+vP//2tzfs9CDfmJ/8pHSTfPM3Ayvap6vjAL/7u/LxbbcBn/+8YZp33qn8zCsKox6HzwEf+lD+wHWBl73MuI81ps91gSc+UT7+1KeM+1+4AJT1s8XFem06zTJ8nBTUn6rDqDl6RjlC4EZaHLsmd8Ls3o3WMX1CqO6oO05Pq6Sv1YsX82Ipid6jfGkWjNqvwKgGZ1QcKwQvXpKFtz3zOqPIMcuYvvV1DUYVpMnmjCrHLVW5DMlrtTSScYAX47gGo2hM39Dz2sX0FTBKCKFG9XW7FYwKuplSmNRj+kwwCgB6pOg9tjijzp2Uf+ZdeY3BGZVlwKlTuMLgjBrH9TkBqDujyOvcm8prdHbLAqN0ZxQ5djghUGIhrv5KdUF655DCsiA332Qqr1MWGGL6LA6nKQI7jGqI6cth1HwxfRF8DMXOwChTP59NDHDAAKN2eR5St/6+Ex1zz6ieb4ZRpm3T2HA+xb2u940yOaMAGPtGUaAhPHNMnzfRrkEbZ9SePQDMMEqBRDPi8/LDGZxRLXpG6aBtYACUHnE+Qb9s1NnounA0GOUkCZzi/u879bFFmlb9xppglGfqRVXMq2dw2pXz3k5Mn5ckEBYY5cex0RkVRBG6NhhFrxEdK0lmOqNiz8PE8vrbYFTcq1+rSRAg9evPLwYXgJ68Rpnj5I5ZEknLYrFYLBaLxWI9UmX+H/GcEkL8GwAfB7AHwLsA3AHgSQB+EcBzhBBPzbLsXMMQ5ThXFONcB+CDAP4KwA0AfgrAc4UQT8my7B5tn3mP/TIA/xHAUQAfAnAKwDUAng/gWUKI12VZ9kuWKX4EwIcNz3/M8BzrEao/+RP18Zve9NDMg/XI1Ec+AvzGb8jHP/ETwP/4H/ny+9+f18eNwOBBvjFpRN9Tn2re5ju+A/i3/xZ4z3vyGvcrX5nPmdYG/+TkSXWa118/1zwojLrxE38uH7zgBcDBg8Z9qDNKiekD8qi+D34wX/7kJ4Ef+qHa/tShVvADRV/e2srhBXLQ8hha3IpjxXF1DIdwqAFGAXlU36eLXkM4NAL+ZWWumD4gd1KV0YJ3nNMi+gAFRs3jjFJi+goYRfevdOJEbikDcELsBRZlAXK1BYy6CEmOriSwo4zpW1sDlkwxfRZnVDlu+VJUMIoQqj3nLwLI76GT02mtZ5Q+dmcOGAXkUX2bRZF2q9vFYmGx6wxIcTsRcIo3jDGmj8KoMMRaUcQf79ljhFGnj8tC+P4jBhh1/jwQRVg1OKPGKXVrzY7pA4DuVBaTz45awKgwVGL6piF57wzl9VbAgdY3qtQ46ucNnxwg8zJl/h0hWveMopoZ07cNZ9TQAAcA9Q/yFUjI5o3lNb2HFNhdQ6zo1F/A7l0C0GJSVzwPmVs/rs0Z1eua+uW4EELAhcpGYj2HDKismR3HwUjpc9XeGaVsG/hmGBVq41lglG+AUcGsmL7t9ozSnVGep9yn+hjwfSwKD6cRmrfxPIhUICM2Jd0Z5WrQiMKgXT0fQGRdn8f0qfdS5YyCHezZnFFNMEp3JSnrkmRG9J8hpi9JWvWM0ucgyHtnaoNOhnvS9vyo20XUr38WjDsdJIEJRq0pMX1A7tAaMIxisVgsFovFYj0KtFPOqD9EDoN+Icuy78uy7P/MsuwZAF4H4HoAv9VynN9GDqJel2XZM4txvg85WNpTHOdSj/0pALdkWXYky7KfyrLsV7Ms+xEAjwOwDuD/EELcbJnfh7Mse43h5x9anh+LxWJZdfp0HndX1qCe/nTgzW+WrY3iGHjnOx+audn6Ren6b/+t+lI8PvAB4O/+bufmcP68LPp3u8DgH/9WrjT0iip18KBsM3PihNoup9Y3yqBZ/aJu11xRghY5jx+vLGUnsA8T9Bp7RgHAN2nOqG63qNm2jOkDVGfUPWuyKHegPPi8MKoAfUpM32pDTB9pGval4XUoG74se57RKUBVc0YRgDmPM2rYxhlFntx/RoK2E2E4s2fUPM4oAFggcGyLOKP2HSIOEAJFylrqFsj9QIqVPdoTZXVVGngIABpfzK91vw/susoQ01eQVtUZlUOgMJPjLHjkNaMuFg1G9YiL58JEhVEdU0zf1lY1lwQOptQZtRjV99X3JxpjQXE4xaTg7F9KTJ/nyQ81okkaWJ1RvuNYYdSiZyrxAz6Jznwu/r9qed8XJID8OAF3rsEZ1VsdwHfqo6/4vtEZ5XTNzqh+t36tsgKi6e/fLHFwHppVtrheuvtop51Rrs4b2sT0NTijWsEo6p4yROjpcMSfEdOHIMCiAVBWc3FdQHMvzXJG0fGvGNbPQ7m2JmdU8Z40XYHyWnandThUjm2L6RuMx/k6A3Ty49jqjLL1jAqiyA6jLM6oIIqs7iwqkwMKMPeMmgSB9fk4qN9ng2BdiWYFgPV+n51RLBaLxWKxWKxHhS4ZRgkhjgD4LgDHALxBW/1qAFsAXiiEqIdyq+MsAHhhsf2rtdX/dzH+s4vjbfvYWZb9v1mWfUQ/fpZlXwFQhmDd0jRXFovF2mmlKfBjPwaUdffVVeCtb83roC94gdzur//6Gz+3OAb+6Z/k4yYYdeONwIteJB//yq/IeL9LFXVFPePg3RBf+1r+YGEhJ3cW+b5qmlI4zpOeJJc/85m8OZemWTDqY6RAXIvo0/pFAWiM6QNyZ1SlQyPs3l24yw4elDaz+++vfdueioKSe7d20BmlZPo1xPQRGPWV5cdUy7tnuKKAes+oPffdVy2fjiKkaf6amHpGbcxwRpUyxfQdOCdfmPt1Z9SMnlFtYFQtpq+4mQ5eK98gyVj+WdYY0zeZoEeKreOlJdIzirzhpvl4R44AomdwRhUfOCZn1BSyWNr3WzqjSO+bi9MYCGRxuWNyRpF917GoOpQG8np3bTGBhWK4iOBX50vlAjnIsDmcGmBUUB7XAEsmiW91VHlCGPvXxfDQ7YjavQkA3i23VMtLkHBw+WiEfX4Oh+hHqWdwRg32DozQZpfnITOAE5szatB1kWj/RUgLZ1Vt+0TgODRXqiWmby5nFPnFIXwPpivt6LzBdc0Oqu3E9G2zZ1Qtps8wjh7Tt2hwrbkkpk8HRorrxwCjqPvoihUfiNX1CowyRPENChhl8vCVcw/MDKjRGVU6roSBBflxDMfCiLwkgWNyRsXx/M6oJEHQAkbRXlK0L5UJUk2CwOiYmgQBIgOMEkEKr6POb4NhFIvFYrFYLBbrUaKdiOl7RvHv+7IsU/6nkGXZhhDiduTA6NsAfKBhnKcA6BXjbNAVWZalQoj3AbgVwHcAKKt7O3XsUuX/aGz/S3mMEOLnASwij/f7xyzL7rZsa5QQ4jOWVTfMMw7rodMb3/hQz4D1SJTeJ+ov/xK46qp8+Yd+CHjFK/LlD3wgr98WPdilHsQb8wtfkDX1AweAq69u3v41rwH+5//M9/niF4H3vQ/47u8upnndddueB4VRP9AjrqhnPtNaaC515IhMtjt6FLih/MTdty+HPMeP5yThi18EHvc4Zd+ZzihSyH/ajH5RQA6jskyNL6S6SXNGra4Wy51OPt8TJ/IB7rtPzSAkoqDkflJI02FUFMmWPY6jsBlVBYzaq0TXTQEnRRg6GI8BpRZHYNRXl6Wjqw2M0p1RyydPwhcCUZZhM0lw9GSCMHQx1GL6kizDVlFkFVCdSOW4pUzOqKs2TqMjBMLiOBtZhiGQE+HBQO0Z5broGWDUaNTgjCJz2RoMqsZrK1emQBEfmI3d6v3dGNN36hR6pNg6zjJjTF8JWQ4fhgpUNBilOKMKGBUJ4oyywajJRO0ZJeTrOwnkn1IOiR9UHEo6jKKxd21i+grl10jk+y+pf8IZHVlEITrAtCFuD8jPWSsUT7YZ09ftAkuehzWtYO89/enIul0IzdGRwMOzd+3CWx44pTzvGEwki/sHRri04nmACXj0zM6oYddBiA76kO67yhmlbx87OI6D+Fb8KzmZIqZP2B07AFo7oxCYoZmj8wZbTB+FD8Uvz8aYPteVPcoa5mXqGaXAEdeFd/hwLctUd0Ytu56epKfG9GnASHH9zIjpW7oiAMau8n6i600wqoRGjl//vVpdS8cDxg7QUyFRE4wqIRdiR+mTV+4nLF9c8eMYbmyAUUmigCIqa8+oOIZjcW4tjMfYKn6RheTzYjAeV4+NMKrTUeBV9XwQIA4MrsogQLe7Rb9Oke/PMIrFYrFYLBaL9SjQTsT0lQ0/7rKsL8uHsyqQ2xlnp44NIcQigB9AHpz+PstmPwrgD5BH//0pgLuEEP+PEGLFsj3rEahbb1V/WA8PTSZ5jf5y1Ec/qvaJetWrgGc/Wz4+eBD49m/Pl5PEEtX3IN6YekSfDaKU2rsX+MmflI8/9Skyzf37lZ95RGHU09YJjPqe75m57+HDcpnwoVw0qo9OthCFUXrPqBNhiKNF0avrOHicXoAmzqj7vHwSYQhsbMCqQ90uOlnx63lXhMWDpNhG+0Y1RPVRGHUqsTujKiiDnI1YE/QKGBXEMVZLcOECWMkrqDV3FIFRx5bl69wWRm1giLQIMxNbW9hD9vv8sfx66DF91BU1dF0JP8i4pSp+SJ5cwf/P3pmHyVHV6/+ttdfZ95nsJIQkQiBBIEBERCCgsoogiuhVRPGCgspP7hUEcQEBF1wQVBBE2TdFdgFBMIGEgIQEspB9sk9m773r90dt55w6VV29DInX8z7PPOmq7jp1qrq6Z/L91Pt++9Gtu8XXXpsCNjUBklR1TF+cmN9oV5fzQUoViQpsRsaKFdbDIGcUC6OKRcIZRRRaCWcURQuZmD7KGWXF4+Vld5xkSGdUTCWea3CvW7Xosz3Rg2wADXTsXR0R00e+lxyolIJ1bByHk85zZBGq1BmVg+Yf0+cDo3LQEI2acZWs1GQS0mmnedbnoWIBx7LIc0Y1T+DDqGZNQ1HlxLVF+ZCn3oJRpGxnlAdGFSRswjhmYH5Mn58zqlPXPS4qlXVGceYpseffB0aFdUY5biRNQ4Oqcr+vyLHkUjF9s2ZB48AL1hnVyHtvyJg+5q32OKMQAKNaNWCUBiKU68zwngcbRiHe6HnOHrsoq8Ao39HlB3vqHBjFzDefN4+Av5kV08eJpcxkEPWDUQE9o/xi+hqGh7nrE0QkKi+ODwD6OE7ItK4jq3vPUVrXoUVpWDYYjzvf73/euROff/ttvOEzHyEhISEhISEhIaF/Z9UCRtm3Lw/4PO+UfMZgnJrsWzIbfPwWQAeAm6zIPlI7AHwLwP4A6gC0ATgBwFKYAOsvkiSFOpeGYczl/QB4O8z2QkJCtPr7ge9+16yt9/QAV121p2dUntg+UfPn84/hzDPdx/fc431+LBW2XxQpMv3utddqMw8bRsUxgimbiLRV23YVINJARPAhUyX6Rm0lDAmsM4p0RR1SV+cWr20R5GtXgzuJoL5RsiShK+cWMNV93J4xFIyyrV4cOW4qAH0SAaOYnlGhIvoAB0YBQDc5+RafqD4CRm1uaHcet/m4U0g1NgIGZNMpY6mdOK/Le81iL+uMYmERb1xbNoTLxlwHVhP60UMAi832SbRODBvTR56vUD2jiKLpCHEhpYq0k8mGUfaN/VTPKAJGkcXWVKHAd0ZZjp8pU1C2M6qgEDBKDwej4hGiUNvgFuUpGBXkjMpU44wCN6bPAVmKwiXpWejBPaOAABhVuTOKlSpJwLnnetYbsopjm5s8f7CrHGdU2+QAZxRnn0pM50KeuqhknhdqHoo7T1L5MmL6fJxRkiRhMnOOqSg5TePO0/O++fWMCguj7H1qGmRJwtfGjfN/DQBJUTzxgVRM39y53PlQUE5V0aRxrgd7zqoKOSimT1WhGv4gr6FVM51RfsfAc0ZZ8EWq895rZ5/LouKFXPa+JYDbF8qGXEaenq8Nh6QC5z22xpQ5zqhEOl12zygtn/eN6asjoBOpJDEWL44PAHY0ev+racIovjNK48T0DW0dwTGnZXHysmW4detWfHoF+99RISEhISEhISEhoX9/1QJGlZL9Pwt+V9qxHSfsNjcAOAPAiwAuYZ80DOMtwzCuNQxjmWEYw4Zh7DQM4wmYvaXWAjgCwMfKmJeQkFCV6usz3UQTJwLf+Y5bDL/qKmDp0j07t7AqFoFzznEdXa2twF13cWuG+PjH3Trq88/Tbp2xlGFUBqPmzHEfL/ELJy1TNow6Gs9BzVuFnFmzSucGogxnFAdGBcX0BUb0ART5Gmp1J1Gqb1TLsAsgiuOJ6J6JbuRdWGfUgMY4oxIJp58N1QIqCEbFYo4trIvcqMUcOwhGbW9yC5phnFGxmPkZIKP6yNO+cgfHGZVMemARK/LtsWHUkOIWEBvlAfRE3AJ8r30SbRgV4IyyoV4qZbq6HJEwiiggj7S7gG6UglFKsDPKjnHassXfGcWJ6ZsyBeZJtQvwhYLZDI7XM8pyRhmaO05dhPhzkYQGo6MU0UzGCHDWSMAowwdmEdt6nFEJ93yX6hnlnCNODycHEEsSF2QFOqPImD5GQc4oNQBGRSIBMOqYY9Ar91DrDUVFs6bh0Pp6ar3CcUZ1TfPpGaVpMJQynFExrzPKCHBGeWCUHdMX4HYC4MAowBvVxwIbLoyqsTNKJZxRAPDfPT1IFOj3ipoXp0cVBUfmzPGeL3Y/koRmjnuGckaxMIoELZrmcUaRzp/GNi+MolxnnP8KOjF9HBilkjAqxYdRALiRe3Wjo0ghCuT414VfTJ+fMyoIRsV8HFNaoeDp6wUAWi5HfaeSShKQihfTBwA7OL//TRjl/dyldR1ylAZig/E4Fj07gme3uDcGLBOxfUJCQkJCQkJCQv8HVQsYZVcw/DpN1DOvq+U4Ve9bkqTrAFwM4AUAJxqGwf+fCEeGYQwC+JO1+IGw2wkJCVWuHTuAyy4za/JXX+32u7FlGMCFF5r/7u265hqzn5KtP/zB7RPFqrvbdE0BJsR64IGxnx9g8g4bltXXA+97X7jtpk93U8E2b64enhmGC6NORHkRfQANozzOqLlznTv5sWKF56IKglH/IIr4R/BgFEG+0t2uM6oUjKrb5Ra8Rtt9nFGhYJSBkTgDo7q7HbIZ2hkFOCexm4JRpZ1RuxtcQBEGRkmSt29UO1E8XT9oFhLZmD4SFtVxYBTPGTUoEzAK/egOcEaxMYDxuMso0mmTy6RSHHhkFZXjo+77OEqQrBRZKLecUfm8yYsAIFWrmD5J8kb1WbY/njOKhFr1UR8YZPcvA4DmZjREiPeXgFGaX0wfIY8zilBoZxQvpo+EAZx9B/aMCojpy0L3d0bJsgN8SdnOKG5MnyQBioIHk5+hn7CuZTaqj7fnnukBziiO+8YPRsVVGVmJOVcWjPK8ngejyozpA4ApjOOEclGpKvd4jQxzTGF6RlkwKtZMYuwAACAASURBVLBnlHWN1asqThiij43604IDySKMM0qSJEjMYbPQiwuj7NcoCmS2ZxQJTaZNgxIQ06fFNSjZIGeUP4ySmlo8z9nnsijzYZQzNsfllEylMCIlPc85748PjFKKRcgcGJVMpXxhlJbPQ815B9RzOdopZymazfqOFSambyfn938qEkGW87lL6zqMKD2HoXgcqV0jnp53QkJCQkJCQkJCQv/XVAsY9Y71r19fpmnWv359naoZp6p9S5L0EwDfAPAcgBMMw6gknNvOmPF2rhUSEqqZtm0DvvlNsxZ/zTWU4QDTpwM33ODUdfDSS8Af/7hHphlaL7wAXH65u3zZZcCCBcHbfOIT7uN77x2bebEiXVHz5rnMppRUFZg9212u1q22Y4fd58fAidLj7hMhYRQZ0+dxRsXjwP77m48NA3j1VeppPxg1nM/jdeJCnMc4FzA87MaQaRqU8W7vpFIwSu91f6X0NxJ3R4eM6XNYR6KAggUVYuk0moaGnIg+oEwYZZ3EbqLPD9cZlck4B1iUZIw2uvAgDIwCvDCqgygS9o6aAIyN6RuqIKav33D3UV/sRw8BOsieUYZheJxRkgRP36jRUTNicJj8k8C6uz1BXCsjhFuMckalTWcUWWvOaRwYtWULded/KWeUc9mwUX2WM6pxeNj9gzBZALSCmwNXAJIxH6BDQEe0taExQnxB1BMwCsEwCeA4owiVglFOzyheTF+JbTOI+O7XARYcGBWv13zhWameUQ2cL1IbojzaTEf1FWXzWmZhFMdAi8ZxPj2jVBXg9CXSEjr39RFZRl6mz5XTM4p1FAXBKMkfkgCg4GigM0rjQzMjzZwFHwcVBaOsz3WpmD5bC9L0HSLU6BxnlB0BZ8iy80tQKvqcB+t6bI0EOKNU1ROlRzmjDjgAagCMgqYhUvCHUQiCUS0t3v5OtjNK9Y/pA+Ab0zciJT3OKBsOSXnve2f3k+LBqEQqhQjHAaUUCpANA0reOwk/Z5Sfy0rL5ai+VMN+ziifmL6MjzPKiNDHMxiPI4ER6nsTAIx/hzurhISEhISEhISEhMpQLWDUc9a/x7F9kyRJqoMZYZcCsLDEOAut1x1hbUeOIwM4jtlfxfuWTP0SwNcAPA3gI4ZhjKIyHWb9y95rLyQkVAP19gIXX2wWU6+/3q3FAmZC2113AW+9BVxyCfC1r7nPXXopMDTkGW6v0O7ddJ+oI480+16V0umnuylbL7zgOpbGUi+95D4OG9Fni4zqq7ZvlO2K2g9vY5KxzlyoqwOOOCLU9u3t7k34AwMcJw/Z5IqI6isW/WHUK0NDTr3tfYkEmljQQlKvSZPQ1ukW7oJ6RgGAsc4teG2LERd9uTF9rbQrSgKAri5nXSUwqovcqJXjjNq0yXm4S++G0egWgsP0jAJMcNRPtHtsJ+5M31ngxPTV1ZWM6ePCqFTEjI0CoKKAbuL1pDMqUywiZxUFdUlyCtksjLKnyesblSDcRyPEXfRUz6isjI0b6fcly4NRrDOK7BkVIQqwWRmdnYQBxQdGKcUimshz1pqlxkjEfWAU8V6jvR3NMWIMomeU7hfTRyjQGUUW/Mt1RpWI+DOdUSV6RnG2u/MeDauWe0POJJh938rtGWXva2vDdLyMee78NHOcuXV1JlSyxINRiMe5DqImTeP3jPJxRkVlGTmZ74zyxM7lJWwGY+m19uXpGUVc61k5Qt3d4HFGhYjpK2aY79wSMX2paKNz/XBhFONYAoB6RQV+Zt7bFkuncQyZO8vpUWXDEWPGTOeDJxfpfbHOqLZYcEyfxPAIyhl1wAGBzihoGqKG6vu8zPmvoBNLx4FRNtgzSsT0se6naCYDtVhESkoEOKP83zuZA7cS6TQFitjxeNF+fj2j4uk0F2zpAT2mSPnBqDTn+yqt68hH6fM+mEiYMKqVDuhIFYsYGgL6cjmkf/1r82+eRx8tOR8hISEhISEhISGhvVVVwyjDMNYAeArAJABfYZ6+CqZj6A7DMJxbuyVJ2k+SpP2YcYYB/MF6/ZXMOP9tjf+kYRjvEttUsm8JwC0ALgDwOICTDMPgd6x1tzmChV3W+k8DOBNAFsB75FMQ2tOSJPpHaGy0dasZtzdlCvDTn5p1U1sHHADcfz/wr38BZ53l1rMuv9yts2/ZYsb47Y26804XJLW0+PeJYtXZCRx1lPnYMJiovjG6MCvpF2WLB6Ok55+nfsKKG9F37LFU0TBIklQiqo/sG/XKK87D3bvNyDTAjCkk66VURB/rigJoGDV5Mog2QSWdUal3Y05hvV/Oos++Y5vsj7Vpkzs5Rn4wCoCvM6rFm8hEy47pI51RzVnPOKRbZos2noISYZ1RDQ1MTB9BoQcVTkxfMol+MkYvpDNqcJCGXt1EkZfsGTXkEwFYDoyKE9fLKHG9kBDNdui88Ya7KqcRLqtSMX1y0c1vKwAoyJQrkIJRfX1uJKWuo5UsmrYRBdGsDMoM4Aej2trQQsKoxvKcUYOoD+eMKrNnVCmQlYUOQAoGWRxnlJ7QMHWqhAQDPh1YUyaMsqFGLAZ8HTdgKzqwEIfipdiHAQCKJOE4ghgrTJ09rcR9YUyzqkLixIX5OqMkCQWFhVEKNU9HBQlpxLADrZ7XBvWMyiq0w4R1RrFAhQej8mnm/SwR0zeScL+EWdcWwHdGqSqAh3vQdt54vH3uuZhE3p2gKB7457hr5sx11rHOJjYOMLBnVBhnlOQDd6xjiUuMM4rqGUVvG0unoVr7lttbfcFRUdGAUc517AOjbMA1Kid9AZfESclz+knlw8f02c4npVD0PKfl8/T5sRTPZHzHCgOjBjif95SuI835vkrrOrKMG27Idka10zDq018ooGF+PzpeeBldPT3YtHKlefeVkJCQkJCQkJCQ0L+pauGMAkywsx3AjZIkPSxJ0g8lSXoWZi+mlQD+l3n9CuuH1f9Yr79EkqS/WeM8DOBn1vgscKpk31cA+AJMx9TrAL4lSdKVzM8pzDZ/BLBOkqS7JUm6XpKkX0iStAgmPCsAON8w7Fv1hYSEqtXgIHD44cAvfkHHVc2ZAzz8sBn5RrqEbNXVAT/6kbv8k58Ab7/93sy5HD30kPv4qquAcePCb3vmme7je+6p3Zx46uszXWeAWZAjzUNhNBbOqEr6RdkiYZQnqo+EUYsWOX1wgvpFvUTAhSN5/aJI4jVlCtra3MVSMGrndgnY4BZrV9gQIhYzqSRgNhXavJm7fVOTxSTLgFGhnVFkz6hWTkwfAaM2YTwFJdorjekjzrXRYAKwZo2O6VtHFGjHcQqAYWBUD+HAImP62Ig+W2U5o4iTPZJwAdNKYp/YYtLO1193V+UjTA8qwIzpY2BUNAr/flG2SJpKfgg6O9FCvjetIWEUE9PXEidhlOsy0KXSzqizv9SAS77Cd0ZFq+kZFcYZ5bOtA5Y4MMoGFnHmF1EpGBWJBPSMsna1EPPQha2Yh38ip7vXChnVxx6J/Tq/nlEG57OnxvjOqIgso6DS59nwdUaZx09F9YXoGZVRaRg12acXjzlRvjOqwDqjOE4lwAUaowSM0pm5yYWCi2VYGAWguLoBE9gv7oCYPhzswijZL6bP2k8Tr59XmJ5RdXXApEklY/qSin9Mn8TgtDoC/Cvt/jF9hlpezyh73FGFE9NnnbPYsBf62M9xY/r8ovVsNxUHYPk5o/xcVroPvALAdVKRGkzwE9zTuo5MlH7PnZi+NhpGvfr4OhjfeAd5xUB/XR2+dMkl5ne3iO8TEhISEhISEhL6N1VNYJTlUDoYwO8BHArg6wD2AXAjgHmGYezy35oaZxeAedZ2U61xDgVwG4C51n6q3bddjowBuAzAdzg/LIy6CWZ/qiNgArEvAGi19nmwYRi/D3N8QkJC4XTllXSd9JBDzFSSxYuBk0/2QihSn/qU6+DJ54GvfnXv+j/7rl1mxJ6tU08tb/vTTnOdYC+9RBsTaq2XX3Yfz50L+LRK8NWsWW7deO1aTjReGVq1CkhiCPPxorvyhBPKGiPQGbXffmZhDzBteVaR3Q9GFQwD/yRi147gwagqnFE7dwJY757wt0aIvlEhovpU1YIvRNxarWBUNwmjWjgxfQSgWFtgnFFlxPRRziibHgFAkzlek0bH9K0moM5UTmGbhFE22xoYoPfTTWR79ra0oChJQHOzbwRgWTCKcJSNEPN7m8we3Wi+5ySMKuhMTJ+VHcntGUX1izLn6euMYmBUKwkrgpxR5BjEZwBtbWgmC6y6+8UbkUo7o2YeVo8brpO4jpXQPaN4MKqEMyoIRjnAggfQrPPFOqMcGKJpyKv0dmGdUa4kyvx5Wmsr9o3FIAM4bdsg+UIU40l6/84IVo8zH2cUD/JEZBlFZu6GNWeeMwpgYJRPTB/ljGJgFHset5JfSKrqjR/MSsgUmc+5nzPKhlF1hDMqAJSRJ91+mPHgP3AhmQ0o5HJgFO96IGCUrzNq//0BWfbMwdlWkgBFQb2q8J8HwAZN1hHfo2onxxlVAkY5YzPHbI+bljkxfdY2sSEvWHKcUT4xfYYh+TqtlDzHGeXTMyqeTrvxhIT0XI77egBoGA5uNdzPAdIAMByLIafznVFSO50a/3DkJGCcO6/nDjzQ/ON2b82hFhISEhISEhISEiqhWjmjYBjGRsMwPmcYRpdhGLphGBMNw/iqYRh9nNdKhmF4/7doPtdnbTfRGqfLMIz/MgzDt+Ra5r4/a+8/4OezzDbXGoZxrGEY4w3DiBmGETUMYx9rn2+w+xASEqpcy5YBN97oLt90E7BwIfCRj4RLn5Mk4Oc/d4HVU08BjzwyNnOtRH/5i2loAYDDDqO4QCi1tQEf+pC7fN99tZsbKzKiL2RrJkq6btbKbC1dWvlcVq0CjsHfoMMqCh14YNknjyzKe5xRigK8//3ustU3ioRRtiEJAN4cHnai27p0HZN4zgnGGUXCqKCeUYWCBYnWuXdVLydh1KRJ7uNSfaPaauiM6u4GNA2d5EaNWUAu+sKo5fokQDWhRJ2icPu08MT2jOogAZjluGmQaGdUKRhFJikODJhMh3VGxQcGHNdKTtOwq77ehFE+zijynO3a5aboeWCUYSBOvOmjxPWygnxvLQBJflYKEQZG9fUBuRy/ZxTHGUVCWF8Y1dVFO6PCxvSRam+nIgxJRUI4o2AB3ThnjFIwKjCmr8S2DmTg9I0KdEZZY7Hz1Yj9ZXW6GJ2DZsIozjHyYRQd4Vqnqlh+yCHYevjhOGsnXQiX6sx9sWCiSVUhSxIkjjNKi/s7o4oa8z6pPs4oHowK4YzKqd67Gw6xbgiQikXM/9e/iIly5plRXAhJ7DfIGZVOuFGCLPT0g1H2+TfjHBlx9ue4bmbPdtaxziYH2FjXUFJRAAa2kDF9vs6oAw4wXwI+3LGPozHi74xie0aRziitvckDjuy5F1UNGA3qGUWPa4OeVIAzKjrkdSA5PaM45qRkKmVeAznmPbDgEa/PlJ7L+cb0Jcj4Q0uRgJi+BvK7m6N+H2fUbg6kGozHoStpGC30voyoQTm8Ru0viL4+LBsexvteeQXHv/EG0gXOwQoJCQkJCQkJCQnthaoZjBIS+k+RYdA/QrWTYQBf+YoLa44+Gjj//PJbIB14oLmdrYsvdh0Le1pkRF+5rihbn/iE+/heu1vdGFyY1fSLskVG9S1ZAhgf/CD1E0aGYcIoKqKvTFcUUMIZBdA5hBaM2rrVXUU6o14iHCFHNjRA4l2kjDMqbExff78JSkhn1HLSPUM6o9av9x2npQV0TJ8NQwgYRTKekjBKUYBJk6Dn82i1nUoKgKacL4xaWedmUIbtFwV4e0a1kn2qGnKAbCBuuMV4I5GgYNQ0DoxSVdf8ZhjmjeUsjEJ/P7oJYLG5tdXsGUX2o/JxRvX1BTijhoaQIO5kH7GK9IP5PDZbTgoVEtBrQg/y+ixGGRhlXZQkjBrlOqPKi+kL7Yzyg0ltbZ44MFvRMDDKooVs7B1Quu+TA6M4QCl8TJ937noQjLKdUX4xfQByEbrobDujSsX0UeuZlyqShDZdh6wxbpcGvjPKdt2U2zPKYM+zEuyM2gQib9aGUX6OHQBZzQuj7pk5ExePG4cH7rkXbUQ0JzemLy0jDe/J4l2BNnzIJImYwwDXVjkwyuOMyuUwihhAgAhfGGXtR5IkSGl65s4WigL2HXKcUTaM8jvP1vjN0Qpi+pqaEEmoTgyjLQfklIjpM3xi+lKqt2eUPd/YsBeolHJGpRDzfO4rjenjwSg9n/d1RtWPjnLX2+L1kQKAPk6PycF4HAOtcc//zEejUcT7vPt/9PZdmPfkcrw1Ooqndu/GjT6RvUJCQkJCQkJCQkJ7mwSMEhIS2mt0111uhJ2qmg6nckGUrauvdovr69YB111XkylWpZER06llq1IYdeqpboFs4cJAHlGx0mng1Vfd5UqcUUBt+kZt2QKMjBg4AY+7K8vsFwWUcEYBdN+oV14B4B/T9wIRG8eN6DMMeidMz6gdOyzgxJFjoKmxM2qcPXBXl7OuLGcU4BA9Oqov4wujNja6drJyYBQb06f39blRVgqA+hyieRdG7YzFHPdSnaL47ot8q/r7TYcUC6N6CGDR29pam55RW7ciQcCyEWu8d4hi5tRoDCh6/ywrxoi760dGHBhFFkK3ZLO+zqhQMX2sMypszyhSbW3+zqgS7iQALozijBEtAZSCYvpKgSwHMvB6RoWI6fM4o0rAqEiknJg+iotQkpmYr0gLH0Y128BDpwcqQoKi851EEVmGobPOKPM4NRYWWmBhBWa466wvS48zivgc5TkwalIshh9PnYpT1zJ3C2iaF0b5OKN4sYM2QMkm3C85tmdUKWcUICHDAikO/Hoh+wEcgZeodSyMcvZFXI9y2ntN2Pso5YzS5GAY1RpX+M8DkCT6PDgxfS0t5mUf1DMqyBnFxvRZ31cZJeEbq6enDY9DzH5O4piTEqmUCSRZGBXQZ6qimL4KnVF+MGoXB0YNxePYSP6RYGkkGkWyn+4jldE0/OzKPgy3uL8DnqkmB1lISEhISEhISEjoPZSAUUJCQnuFBgeBb3zDXb7oIrPnUKVqaQG+/313+Yc/HBtoU46eeMKEPIB5bNOmVTZOSwvw4Q+7y2MR1bdkCWC3pNl3X1ARc+WoFjBq1SrgfViG8bDSWhsbzYzDMkU6o9avdx14jkgYtWQJkM9zYVTBMPA0Ufj5INmMyNb27W5mW0MD0NSEaNSNiisU/HtoOSag3igkq2i3OZtFv11AI2FUOc6onTvNCRAFsrJhlN03inQqtWR9YdTWBpfWhO0XBXhhFAYG0EFsLzWmoWXdQtxqogA9NRbjO9VA943q7ze/d9j98JxR5faMGkKd+4QFo+KMkwkAVhBAaVYyjvFE0pktI8Y4o7ZsAQDMWbnSWf3SwAA03QB04qLOytB1Js0yAEbVwhnlB6OiZLG8VEwfzxkVOqavGmdUQL+pIGeUX88oAPko3xlVDozivNScUpJ+Qmnwj+kDvM6oLHRIEsfpBAv+seeqREzfo/golrz/fNO1etFF7jjkHMmYPj2gCSF70DxnVEbmwihJYr0+LiDJJN0PrCemj/yFQFxj5FQ87ihOTN8V+e/jdRxEv8zwcWERnzmF48yz9+GBUWTPKJR2RrXV+TujFAZGJQkYpevw9neyvgv9ekbJ9tgFPuTK6Emv28oGXJIGDNPvvRv759kVEdNHj2fDIz9nlMaJtPOL6QtyRpXqGeWnvro6z7rBRAIbOX9ojUajAPNxWNfZiRbQLZF5n2MhISEhISEhISGhvVECRgkJCe0V+u53nRorurqA73yn+jHPOw84yKoJpdPA179e/ZjVqBYRfbbIqL577qluLJ5qEdEHmLUyu1a7cqVZ/C9Xnoi+44/3r9AGKJkEWq2WIdks0NvLvKCrCw4NGB0Fli3jwqjFQ0PYbRW7OnUdB/D6QpA5awQFC9M3yuE8RRnJ3W7B1gEXZExfgDOqqa0INJpFNKlYNHs9EWSiUDCBDGA6EHlMzSMLRnWRFKuVgFEjIw5lK6oaBhrd+VfjjMLAANqJ7aPNxIWUTGI1UUTk9Ysix7Xl54wiYVRvS0toZ9SOHYDNmzzOqG3bqEKn7Yx6m4BR+8XjmEGYSxzF+TF90zduRJu1w935PDapI56YvkmT3P55AGjSQUZMdXaihfxMNWfdx7WI6VOqc0ZV0zNKL+GMCorpC+wZZTujAmL68jG66Gz3jOLF9NmOo7AwKtnIPGFBZlmSqFg3P2dUDuYyW8SWrHVS2Jg+C5gXoeCFT/4aeOwxYJ99AARH4fGcUY7Y7wpe/F5a8cb0WdcOO0cboOTqCRhVZkwfQFwrxP48kCzn/a+VUqJnFFACRjFBfQ7Ytj4zmsR3BtnH0VHPgEt7/5yxnZi+1lZIEiAV/UCXCqS840oADFX1QCwbcunN3pg+e74FWQOG6PdeteCWVPDCFiemz6cHFc9NpfnApUSNnFGSn+WZEC+mbyQWw3rSfm2vj0aRi9LHvqa7G82g2yLzHIFCQkJCQkJCQkJCe6MEjBISEtrjeust4Gc/c5evv951kFQjRQF+8Qt3+YEHgGeeqX7cSpTNAo8+6i5XC6NOOcWtly1e7NMDqQrVCkbFYsDMme7yG2+UP8aqVaAj+iroF2WrrKi+RYsoGNVpJc49QYCYBc3NpftFETsN0zeKhFStw0RUHw9GbdjAsXiZMnpSzm/5np07zbvBCRhFJA2isdGFhoGyY/pIZ1RzBpmM5QoiXFHp1nFAo1vEK7dnFAWJBgbQprqF20gjcUd6Mkn1iyoHRvF6RvUQxcTeri5AVTFEnGO/nlFky460Gi6mj3RGzUgk+DCKBUgWtZcAHEkUQ98wBjwxfVREH8CHKoDXGUVeCyyM8hujtRWqLEPOe/+0jJEwSlH4F9sYOaNKbRvojKokpo/YX8HHGRWTZa+bxadnlO/HhqVUhOORHNt2RrGxfjlJ97wWMM+XJEmQoswxa8HOKGYKzlikSEdOvhxnFDemj+OMUvnAzAYouTr/nlF+MX3k+ffAKJ5jK+v9fVCqZxQAKDmfL2BVheTnjLJfUsIZ1dngE9PHmb8Do6wvNxYCOa4iTkyfE+GneGGUPW59p39MX0HRgCG+MyqwZ1SOPx5vG92nZ1Q8nUYk7YVUej7vwj1GPBjVEuKOG54zCgCWk65nS6ORCLIx+jyv7unxOqOefdYEwUJCQkJCQkJCQkJ7uQSMEhIS2qMyDOC//xuw/69/1FHAJz9Zu/EPPxw45xx3+aKLAJ/ElTHV88+bLgzAZAkHHRT48pJqagKOO85dvvfe6sYjVSwCLxEtL6qBUUD1UX2blw/gSBB0bMGCiudCRvVxAd4hh7iPFy2yTSgAXGcUCaOOb2ri7yiEM8oPRpGcpzvnFmydvlGJhEu18nnXUshosHPIeXzQqlXWgC6MKjuiD/B1RjnjETBquHE80Og6bKp1RsWz7vZN4wlXT5UwyhPTRxR6N1sEMkxMH/k2ZDUvjOLG9BHFTD9nlB5XXYhiGJQb7gNEIfm13ADjjFLKglEtfu9PRintjGpqcgrfGqeoHleZPzdZKKRpzrhs7B1QXc+o0DF9We+2gc4o6xgSrMOGeE8KcS+M0nVAkiQ0+MT7hXVGhYVRzT4xfXnJfL9YGGHH18kx+lxJPqCHjFxjTaJsTB/ljCozpk+SJPo/LWl+zyjeHG2AMtw51VmnM68p3TMqpDOKA2N9nVEk9Mr6vNGKgiLzN0u8oQH45z/dbUv0jBrX5BPTpygex5nTM8qyEQeCtJQP5FJUgDEI2TCqcRwnpo9yRqnc51i4BRAxfcxnVw+AUZoPXEqk09BT3g0i2ayvM4rs22fLD0bpWfd3Yc7nu3Y1lalqaiQaRTZKn5M13d1oVGhnFAYHgTPO4I4rJCQkJCQkJCQktDep/JwjIaH/cN1yC738xS/umXn8X9E995igBnCdTLVOG7n2WuDhh4GhIWDFCuDnPwcuuaS2+yglMqLvlFNqc4xnngn89a/m4/yvbgFIoFDFhblihdvPqK0NmDo1+PWlNHcucPvt5uO7h3sRI+LxvsgpvrBqe/1pqFbDiJEZByPBibIJq3KcUcYrr1DAqKMD6Mvl8IpVbJIAHOtHcXycUeXCqClyAjYXfIu8C3viRNdCtW4dMG6cZ5wdjS6Mmmv3F+rqctZVA6PonlFWVNxuoIeAUf31E5yYQKDKnlH9/ZAHdOcWmroewhlQV4dVFcCogQF+TF8PUWDstQqyfjF9JIska9m5SBKwpzQ0BIyMeGL6csUi1hDr9ovHMbyfd86RCMwqv13MXLPGeW4+ASBeTQ8AEYKO8ZxRfuemvR2t/Gcg5WXancODUYTlTy8oyICunscVpkAfibgNtgDTFWV9KXJj+kpE7TnOqGz529pxdSzIUiXJdT0GxfSxzigSRsUYq5CiOrGJjaqKXUSR2957rWFUkzVPOUIXwG0YxXNGAYAcZc6Vah5nkDOKhVGevkzEh6QQKQ9GASY4KxpWH6CMjDSnh5P9OlJrClPwM3wTs1rd7z9Vlk1gInvn5gejwvSM4sb0MVF4Ciemjwdx7QnkGedPfMkSalu9BIzqavCBUSGcUbLBB0cGxxmlOM4oxTemr3VSEtjNh4VFXkyffSx57x9NiXTajGosM6bPr2eUxoFRfj2jtFzO41ADTLeUXCigyHwvNA4PY3uJX7RbyLsbLA3F48jE6HOyuqcH+9TTf8AMJhJ09KqQkJCQkJCQkJDQXioBo4SEytT559PLAkZVrqEhuo/ThRcC73tf7ffT1QVccQXwzW+ay1deCZx9thu7NtYqFoFHHnGXq43os3XSSWY9KpsFvr3xfIC8Nqu4MNmIvmrBGemMWnjESixc6S6XglHFInDgFjd6RvnYiVXNhXRGcWHU3LlmQbNQAJYvR9QYRA71qKszi8R/2b7bueH7kLo6fzdJLXpGAdgvxdKrqgAAIABJREFUSjijyELTpElmPiNgwiiOfW1DzI2ym8NxRu0iUn5Cw6jGRqCxEd3kxi0mJNm9G5Qzamd8PNBAwKgynVEjSCAPxQSR6TSMHTJgcUitlehpVOOYvu6BAafQu9naYIiABmRMn6qaHMV2PdrKRRhn1OgoFdM3WihgdSqFvFVYnxCJIKEoXGdUJAKzb5RNiIlra3ZHB5IDAxguFNCbzwATiGskbExfayug62jy6XWiFjkgiRUBoyIFBUPM0zHWGcWOQeSy1jqmL8gZlYEO2KAg4w+VgmL6WCcXuZ3BOKNId1IDQTlI8FWLmD6F44wqJ6YPAJQ43xmlse9PEIwKcEYFwij2oDXXxZWzYRTPGeXj3joq/w8AGv7A8B65IKMoFz1zC+2M4vWy4sT0hXFG6Xn/nlGFEQZGsa46BkaxPaPq1Api+mxnlF/PKN0/pg+cnlG246p9cgLYzr8uigExfex4SqEAPZfjOqNcGOV9L7RCAUqOA6PSaahpw7PeL9YvksshSridbCVSKUSzWYwyv4fCwKheDozawWnmuLq7Gyc2rKDW9bMZmUJCQkJCQkJCQkJ7qURMn5CQ0B7T1VcDvZZLprPThERjpYsuAqZPNx8PDQHf+tbY7YvVokVuhFdra/Wxd7YaGqpqn+SrWkb0AcDs2ZUDrU0bDRxXcPtFRU+t7oBLxvQlEg4RlQwDB8MEPtyIvqDCUo16Rs1oiDnF7Y2ZjBsXR/aWWL/eM0bRMLBG4jijqo3pA4ApU9AVAkZt08dTzqj2MmBUMmlGmZHuqMJ6d6xCk1sc7GttxW7rvMRkGV0BDiyyrrd7Nx9GdfT1OU3otyeTyBWLvs4ogI7qs5WPemP6IrmcM27GMLCMiegDzOuDfS+iUYDKyRt2IaPa1YXDyQZ7BxNvalamrnd3MEaWW06VZae/ECnNKA9GRb3lecS1EjF9JIziOaOqgVEBzigKLrBRX+R2vPNmzZOFZyQIKSaY3jDEZ4CFUbZq7oyyYRTjjCrIwc4oD4zS/GL6/GEUG9OnhIVRfs4och2vZ5RPTJ89R3ZYmQAcSiUwKmxMH/yADuFuKvjH9LHOKPa8lnJGscBUsoEeZ/5OTJ/1xcbO3QE9nJg+0nGFIh9ytU5K+o4ZBKNYsJRMpSDBiuhknFF6QLSfls9D5jimEuk01BQHRuVyXGeUL4xKp7nref2lWGU5323bOTBqW3MzpAZ6Tv32h8+nh6SQkJCQkJCQkJDQ3iIBo4SEhPaIVqwAfvITd/m665z+9WMiXQduvNFdvv12quXCmIqM6DvpJKdeVhN94hO1G8sW64yqVsmkCwLL1ZbHX0cXzMZN/WoL8P73VzWXkjF9ABXVdygWATBhqWEYeJIgOAv8CE4uR0EZTJzoPCw3pq+zVca+RHV6hX3XOjEm2UPI1qpUCinLw9XcN+TCo1rAqMmT0Ulu3JQF5KIHRvXKTM+oMmL6ZNlyHJEwaq0biZROui6e1T09zuOpsZgbrcYR+R2zZYvZcovtGaX19aHDdiEB2JLN+vaMAvgwiopnGx4Gtm2DBFBRfUuGXFg4w4JNkgSPO8pxRrFSVaClBfPJg5pOeJIyHBjFc40RFlGe009n/1TkgRniwo5zYFSShVEs0CKOoaQzqsyeUUEgi4ILzLaUA4hnV7Kus0BnVCK8M8pWaBjF/iIhSBAvpk+JsD2j+M4oG3SoCeY8W3MPiuljzRmBzqhoGTBK44CztGJGtJHyg1HWHNlTVh9z51eznlHcmD6f80DsJ1IIiOljGjDJbE+sEjCKfX3a/hyoKlTwoZEDo4JcXYxrMmvtT+I4o+yYPrk+ica6IBilcZ+TmXNoO01NGOXjDOM5o/J5SHkvdIqn01C8qXv+zqhslgud4pkMd30jcRNBOdrO6Us5FIuh0EBfEwPWh++RO4fM7OsDDjDjBgzvsQoJCQkJCQkJCQntSQkYJSRUps47j/4RKl+GYf4f2f7//fz5wKc+Nfb7Pe44OiLvwgvH/iZSw6BhVK0i+mx97GNmnfQWnIdbcB52n1Hdhbl5swtpYjHgoINqM08nqu/RLhyxuwvndZk/pSQ97kb0LR+/oGqSN348nJ4tvb102xpHHBjV0QEsGxlBr1VkalJVvL+ujrMxgA0b3AZCPT1UIZuEUUTrH0okjGprA2YSRebl9t3VJZxRJOiYvXKNW270gVE8oOKrKVOg5/Nos4GNDKAp54FR64rjKo7pA7x9o/Ir3TvLh2JukXE1cVKDIvrsMW1t2GD+yzqjsHs3FUPYm8mU7YwqkvFsg4PAtm0AGBhFFCdnEO9xaBjV0QHIMuaTB0V8PGKK7AX8Ac4oAGjhkA8PjCrhjEpI3jESenXOqGhoZ5R32+CYPmI5TW9LOaPYYyauZRaeURAr6Q+jGn1gVC1i+sjx7Jg+SQ/pjLKWtQR9nitxRrEwigQ+xQp7RjniOaN8YvrsOXr4ne4Do8heTsRp8/SMkmV6XwUARQkf+AAzrRDOqEjRP6YvJ/EjNJ05sjF9HNhFKmVfz4riifhjY/pYGOWAHt07dso+HkX2xvTZ4yYSaKlnPjMhYvpk5hza36WBMX0cZ5Sez0PxGp0Qz2Qgc/4eiGSz7jEz45TjjGoM4YziieeMKioKBtro76T+ZBIGgAs/O4jRM8/Bq9ks+m+7DXj66Yr2KyQkJCQkJCQkJDRWEjBKSKhM3XIL/SNUvu67D/jb38zHigL84hfV9yUKqx//2C32LVlizmUs9dZbwOrV5uNkEvjwh2s7fl0dcOKJwPm4BefjFvxsZnUXJhnRd9hhAYXQMuXAqBumY7+/Tsct082fUmpb7Eb0bZ9bfSahpgETJrjLHI4DHHKI89CEUQY6OuiIvg83NUHlODgA0JYrxpoye7Z7TpcuBd54w7s5GdPX2grMImFUSGfUawSMOmzlMvcJAjxUE9MHAF0Uzcpgd59BwaiVUg+gm3dlRwyZCxmCxMKowkr3mPqiCuz7vVdbRVOgMhg1ijhydgvNdBrYsgU9xJvQm81iiIBRdSGcUZQjZuNG0y0HIE4UKUlguB8Bm1gYFY3CW+UHHEfTIXV1XrcKgOYE5/osAaNaOR/4iFQejEpy3ueqnVEBUXtA5TF9Wck/po86p+x5I8bx9O8ht2NgFNm3qYHYTqvEGRUAoyZb843LMiZYjz3OKCW4Z5SWpN8j2eo7FOSM8sAoyQfCADBiVcKotIICVPezC/g7o4r8mD4SlpXdM0pRAEmi5hSRZVx6KXDbbfR+2Fg6B3wR+4kZ/s4oQw12t0SU0j2pSDkwSlXBbOp1RoEPjiTO2HbMnJTP+cOoZBJtTXzAZaheZ5R9LCozD9tplZWi/jF9Oe/3opbPc+P7Euk0pDTn+6PMnlHxdBqRnPf1FTujODAKALZ30XcaFBQFI9EoYu19OPby/4dDfv1r7HfHHXj9l09jyr5FHHXrOlz27rsYFTF+QkJCQkJCQkJCe1gCRgkJCb2nGh4GLrnEXf7KV8w0kfdKkyYBX/+6u3zttWObYkK6ok44gV8LrlZnneU+vvPO6o7nMdeIhCOOqHwcVg6MAvDaayE36uvDhF4zS7EICTj++JrMpWTfqBkznMJuF7ZiHDahowPhIvoA+gD32Yd6qrUVOP10d/mmm+hN02m3JZCimDX6mQSocJxRJIxav951YlkiXTfvX/UOAKAPTdjS71a6q4npA4Bu0sLVmkV624A7+Xgc6yW3Mt0klU812Zg+bBpwYENKkTFifZhWE8W6cmCU3a8OkDCiEPtZu5ZyRm0me3UhXEwfBSGIE50gCoG7iTFnBMAoX2eUBZFiisJ16bU2cP7EqyCmL1omjGJhHQDEq3RGVdMzKijiLy8TYzHb6qVi+iwFxfQFwqgx7Bn182nT8F+dnfjTzJnOfpQo/XrbGcWebft86XX8nlFeGOWep5I9o4jvqUAYxV6HdtQg44wCQEf1We8F9bq8BIDvjCJBZdkxffa+iPFimoxrr6XjYIEAZxSxn5YRn/OhKJg8rTxnVCkYNUo6o0r0jGKfd3o42c4ozmcOmYxvTB+SSbQ3+8T0qf7OKNbBZTujMrK3Z5Q9XqzX+8eQls9DyvFj+gyes7KCnlF6NjyMSnDt2a76fPKr13V2eNZt6OjA2l/142Wr7+W25mY8tDaPtZO344Up63DNhg34yauvev5eEBISEhISEhISEnovJWCUkJDQe6rvfc+MggPMlKmrrnrv5/C1r7m13ddfB556auz2NZYRfbY+9jHXWLBmDe1uKkcjI8D997vLJ51U/dxskXF/y5aZtaqSeuopKFavjEU4FBPntpbYIJxK9o1SFKo31aFYhMauPF4cGHDWHR9Ebx533VyevCYAX/6y+/jOO80UN1sEA0Frq+kYJGP63rJhVH29S5CyWScGDgCKhkE5o+auXAkA6EU3dcd+bZ1RWcibiT5Z48djN9wCXqsavl+UrcZGOkKvAQPAbre4us2a9GqiCF8OjCKh7YhGPPHuu+ghQNumTIZ2RoWI6YNPhGOCUwRsUlUqwpDrjOLBKAIizecULNsbOE6LCpxRMSUEjCKiEhu0CpxRJIyqpmdUllNMDnBG5eSAnlGVxvSR2zHXgRxxtxvLmL7ZySR+t99+OJlwDSoReqBCCWeUngwZ00dAB/YyDYzpK6dnlA3UyHUWOKCi+ngxfcT8gpxRZcMozr50H4s321eKF9M3brABeLID+lABd/zgB8TGCuINwfBAr8IZ5YFRtoPJmhsL0pwIvAAYJaXTjhvNGdeGLvE4Olr48MjgwCjbiaVK9GfbhlFZxT+mL8n5/W72jPK+T/FMBlkjCqS8Lquyekal09A4MKpudBQS5/uf6r9YhtZyYo6fO+gg5JjfR9HkMPAlNxP42+k08MlPVrRPISEhISEhISEhoVpIwCghIaH3TO+8Y8bk2frRj+ji8Hul1la6rdI114zNftatM6PYALMmdOKJY7OfaBQ480x3+fbbKxvnoYdMIAWYBfGDD65+brYaG12TUC5nxheWUvHhR5zHj+FETJ1am7mQzigujAI8faO2d/cja9GL9yUS6OEV5AGTLP3jH+7yggWel8yfD8yaZT4eGQH+8Af3ObZfFABMi8WcguH6TAbDdmHMJ6rv3VTK6XHUYhgYv307ABNG/fa37k3RFcOoiRMBSaKdUS0ZRLa7MGqLOh6bhl0Y1c7pL1JKbEzfFLwL7HaLt3Z80WoCQJUDo0ilIsQT69ZRzqhVqZQTCZiQZU9hmQejpCQnVg9AnFOsnhGPQyLWT5hAu2NKOaMA4AOcA+tq4fyJx4NRJZxRoWAU4Yxq0DnOKDV8TB/rNAJK94xy3DE5CWBMD8HOKDKmj+kZVQNnlFy/Z5xRPLExfUWF4zaCG60XqWecUdbcNRYWWoX9eNztx+eMxaygYvri/M+I+ULm2HjOqLS/M0r1OKOop7nzU0LE9FE9ozguLPZ4neFCOKN0HcA1M3DKyTtwDtnnR1WRKWF31hU+jPGFUfZnSFWh+PWMsnfvB9K0YGcU2+PJGVdR0N3mM6ai+sf0MefWielTY544PhsexdZxYvoKBeqasJVIpcxrKcV8DwQ4o/Ssd30inYae8UbhxTIZRDiv77B7L5apdcT3tq21nHXx5KD3Pbr33rFvmCokJCQkJCQkJCTkIwGjhISE3hMZBnDhhU7rFBxxBHDOOXtuPpdc4haZnn8eWLiw9vt4+GH38THHUPXWmuvcc93H994LlEh+4eqOO9zHn/lM7ft4lRXVt3kzpAdcm9bLLSf5mU3KVsmYPoCCUYdhId6pdwtGgRF9zzwD2IXAAw8Eurs9L5Ek2h31q1+5Lh22XxRgFsWnERXqt+2i3qRJ7osJGPUaEQc0N5VySoK96MbatW6/NtKFVRaM0nVg3DgK2KAli9guF0Y9/tZ4FOvcwltPsjIYtRL7OsuX4Ydo63ffh+1NTRhIJLDD+iBHJAnj/CChJb/PYCZGPJFOU6DtbaI4y7qiAP65iyYUbiQeD7TMYECTLANkO7VIBIE9owDg8Pp6sB/XnraQMX3lOqNk2VvkJmBUU6QETAKCY/pKOaOYbfOROOAcvQQlHxC3x26rhnRGBcAodr5qAIwigdB7DqOi9HtWtJxRkiRRjiP7vfLAqBLOKN4lGhTTxwWstnycUdS+ec6ocmEU8bqKekYhHIxSJR8oR1yP9sOcwXw2FAWZErFqFTujFAUsJ7YdR+7c+c4oZ+ws55iLRchMnyvSXdTewoxpzZfnjLIhocZ8D4VxRmmbVQ+o0vJ57Mq1gVU8k+HDKB9nlJ7PI5v1wv14JgMt6wU9JrzyjlOpM2qY8/nhASo5mYPsNXDRd6MICQkJCQkJCQkJvYcSMEpISOg90YMPAvbNvrIM/PKXtYcd5WjCBODss93la6+t/T5IGDVWEX225s0Dpk0zHw8O0vsOo82bTY4CmO/Lpz5V2/kBNIxasqTEi3/5S0hWAehFHInczNk1m0fJmD4AOOww5+E8/BOLiy4lCoRRZERfgBXunHPc4u3y5cCLL5qPqTZMRCoh1TeKB6PWr3cekhF9c4gBe2GCsd/8xlyu2BkFAFOmoIuCURkk+1wYtRHjgYbqnFENDcDtOBf/wv4AABUFLOh/1nl+W1MT1hCwb59YDHKJLxVN4xfNc3HaWUTG9K0myC7bLwrgO6PicXDhQJxTHN6PU1QkWKj5NpeI6WvUNBzAHNjMKSGdUQSM4jmjPK4mwOtsIi7W5piXnnhgVIAzitszKiBqrxChz41aYGBUwLZ5xR9GUdsFxPR5nFHEsQbBqLGM6eO+PMp3RrH7t4GKlqDPlWzFL3p6RuX9YVSgM6qcnlF2TB/HGVUSRgXE9OkhYvpk2f1bhRfTR87JN6YvrDOK3Ye1n1IwKlJFTF9RpceWAKqZIft+22On8rYzihMHCkCK+jtvYiofHkHTPJ/DnHWe/WBUXol6ekbZ8Chf0IEN9HWm53J4OX+kZ07xdNqEUWn6eCJ+zqhsFqms96JPpNOIjHqhUzSb5cIo6veopWYiErgc8WDU7ro6RDM0jSrIMrB9O1KFAh7YsQNrKrl7SUhISEhISEhISKhCCRglJFSm5s6lf4RKa2QEuPhid/mCC4DZtWMLFevSS93HDz8MrFhRu7F37HABgyQBJ59cu7F5kg6ei7+PzMVimD/lRvX98Y+uO+dDHwLGj6/9HOfMAXDzYuDmxbjjiMWYu3gx/4Wjo8DNNzuLP8HF2Hdf/ksrEeuM4iUgGR2deFk6HACwvrsD6wyzmBOXZRzpZ68xDBpGnXCC7xzq64FPf9pd/tWvzH95MX0AMIuo9C6zsxR9YvqWkM6oDRucxzaMevhhYOtWgEwHamrynSpfU6Z4nFHJfhpGTZjtFsDaONFqpdTYCAyjDsfjSazFJABAT58LBbc3NmJ1T4+zXCqizxbv7cvX0TCKdEbliAuknmNT4cGoWAxcOJDgnIcZnCr+FVcAn/0s8N3vmi7SUjF9ADCfieprqQsBo+Jxap48Z1SC7fcE0HCmoYGCPM3xMXZGMWCoGKHfd63AFJODtiV7mbHOqKCYPmL+LDwji/dKAxPTR7iTSBilV+uMUlVufCEpjzOKOHYejGLPlWw5ozwwKsAZFWFeS0XhJcpwRvFi+iwIQsX0legZFRjT5wOjyEVeTB/33DFiz5mzrzAwSlGciFg/hYFR5KHn7fOrKCgwMGrTol7gS18i5s4HR8NpawxeTB8ARPwBGns+qJ5RDLgbsr774jINcuyYvrQU88Aoe7wcNGAdfWFqhQKezx9NrdOzWajFonnu096YPiXPdzqNZL127Xg6jca+Uc96E0Z5x+HF9FUa3be+o8Ozrj+ZhBqjm3RuaW4Gtm/HN9aswcffegsHLl6M3RzgJiQkJCQkJCQkJDQWEjBKSKhMvfYa/SMULMMw+zNttOrUbW3A1Vfv2TnZmjULOOkkd/m662o39l/+4vbmOfxwgFMjqK1eew1dva9hLsyfp5823U5hZBh0n6nPfGZspnjQQQD2HQb2HcbouGEqTo7SHXc4tp13MRmP4GTH9VULtbe7tf3BQRrK2FqzBrjLOAsA8OT73++sP7qx0bfgiDffdE96YyPlruKJjOp78EETEPFi+gBgNgEMHrMhEMcZZRgG7YxaudJ5XL+vCS9yOeDGG10I19AQUPD20+TJTM+oLMbDhVEzjhuP+R9zi1ttvvYOf9lsZSu6cByewja0o72/33l+W1NTRTCK1zeqyMColsFB6Jzm9GGdUb4wiuNMYmP6ADPd8bbbgMsvt1wZJZxRADCfoWwx3nXKnqOuLsqi2sK5EJKlYFR7O/VUGwdGeT4zZTqjgnpGFaP0udGM8M6ookY6o5gi9BjE9KmEM2p2IuG44s4gzmFoGEWep2SypNWYdUaZhX/vnH1hlM6P6YtHzOX58737DHJGSRXE9FHvSco/pk8J6YzyjeljrhN7O64zihzPN6bPBxZxYvp4MKpkTJ9aIkoPQIzzuYKqoqDRgETpob9XNJk/98FUQEwfACkARukyHx7xnFyD1nXSnO+n1icsGDWQLQGj1tIwajTajt48fbdNPGPCGr+YPonTYyqSy2E4W+9Zn0in0dDndRpFs1moHBjFi+kjf8+Vo52cX279ySSyjfT8N3R0INu7Hb/q7QUADBcK+FuFAExISEhISEhISEioXAkYJSQkNKa67jrgrrvc5Rtu4BeD95S+9S338Z13utCsWj30kPt4rCP6eCoWzeMJo6VLzag4wKx5n3ba2MypzdumwatiEfjpT53FG3ERilBq6oySJNodxUb17doFfPSjwH04AwXIeIKAUaEj+o47riThmT3bBJWACYh+9zv/mL7jm5udovdbo6N4c3iY64xan06jzyrENaoqJhN2v8M/7kba2U4soIKIPgCYMoW+e7spiy7ZpZ+X/Hg8dhVqA6MAYDWmYQGeQF2/289ke1MTVtUIRqGRBjkSgG5OQbCuShgVZ+wjEUnCRF50nmfD8mGUx40EeKEK467iOaOSegkYxXywW2Lvbc8oowSMCnRGaSF7RgXE9AU5o7S4hjQBF8iYPlWW8cbBB2PVIYfgf4nPcsCuaLW0uHakqVN9XuTKE9NHOKOovkf2Y+Y81zXxnVG/vFHCH/8IXH89Z5+SRP1Ho1h0z5VUgTPqTAvadWfjDmQo3TNKZp92FNYZxYVRHPDlF9PnB3R4zijKfWXtvBYxffOIz9gM20nLcUax15/OzN3u7zRzdjCMKssZFRAraDujGrI0tLFj+nanY0CWHs+O6ctCB9bR19mGjsM9faTsscyYPgZm53Ke1wMmXBrKem228XQayV3eGxmi2Sy0rPec7Ltpk2dd09AQNI5Tqa0CYLS9sRFppmfjhvZ2fPaKQWrdU88bmDnTjNAWEhISEhISEhISGksJGCUkJDRmevxxGvacf77ZK2dv0rx5wAc+YD7O5YCf/KT6MYeG3P5YwJ6BUYDpdiqR7gPANCLZOv30kq1HxlZPPAG88w4AYAD1uBX/heZmMzqwlmKj+myNjJgg6p13gG3oxDPaMXiWaHZ1fFgYFRDRR+qCC9zHN98MbNvmLpMwKqEoOIlYcff27V5nlGFQbrM5ySQk685nAPjQp7udmj/ZkqIiGDV5MvR83i2OyYDWPOI8LU0Yjx2Es6i9gpg+Nk7vdRyEX/Z/3VmuNKaPB6PkJu/KHsJhZosX05dMemuovs4oZt30eJx2cfiJzUBraPBYaLoiEUwj1vH6P3lgFAO0mnkwKlICajEwqk4NAaPYijcJozjATwtwN7G9hyIG42wIAlkBMCpoOyr+TJIohw0FozRgGO57zgIhXZYxlQGNkkSfXl+mnUiYX/Jnnx2qgszG9JXrjLJhFOvymTxextln82P6JEmigM+rBRPs34/TIcci3g1s+fSM+p+JE7Hm0EPxva0HA0VzHtXE9FE9o0hnVBkwqpKYvnKdUSTC4O0hopaGUb+bPh3tmoamTAZ/+t73rBeqSBbpY/XAUB+QduiRGi68EGiM84/ZiPj3jPKL6ePCKOs7bahjBrXeBkhDhZgHiAU5o3qnHev0ObMVJ2EUxxklF7zf0XNXrsRA1ptvmwiAUQoDo5RCAVM5FvZkKuW4tUh1cVxUpUT+jrS1vqMDA7PpuSy5/2WseNvAf9++C88vfxd46inzj2IhISEhISEhISGhGkvAKCGhMrV4Mf0jxNfKlcAnP+nCkCOPNKPB9kaRwOyWW0xnTDV64gnAriMccAAwZUp144WSdUGOvrAYR0bNC3PFitLXaC4H/OlP7vJYRfTZOv+1ucD55s9Zz3GarhE08Lf4AoZQjx/+kN/npxqR74ntjMrngTPPBBYuNJclCVj7rXMxYhXDpuza5Q88BgaAf/zDXV6wINQ8Pv5xFzpt3Ag89pj7HOskO4uI8rp7+3YYDQ3uiUmlgB07sIQAKHPjcTP7z1J8Sic+9SnvHCp1RgF0cay/2Sr6NTQgm0hgE1FMq9YZZWtH7GDn8bamJqweN85ZrgZGKa3eld2j3r4fvJg+SfK6o+Jx8GFUPR3rtF9QVJlnQEKcRvUA8KMpUzAuEsHnOzsxjTc2L6aPkC7L0LL0MdbxYFSAM4rnHvM4RoJi+piCfkSSIAW4lAzmmCJMj5vAmD6dGCvr73DyECLmek4Qx6wGwCgtFi4PkzykQIPl6aebDf8OOaTkmOy+Da08GGXDFy0glpAnEtD8uvhl7IPVOAP3+Tu+AN+YPgCYEotBV9wxSzujwsX0hXFGUa4lO6YvBIzyjekL0zOKmTRvH9EQMGp8NIpN8+Zh04MP4sA1a5yxjxjoBLZGgCKA66Z7uKvHGWWBHknXcOONwIKjOfF/AKBxnFHWfNiYPnu+ks6BUfX1wKmnYvv+9O9Uu2dUCiVi+rbS3w8zvzgfUZV+PRXTx/SMiuRyUAveYzntxRfRn/P+8kyk04hLSlK5AAAgAElEQVT1eUGcGdNH3x3U2deHJs5ND8lUCrGUF0bxIv1KaSXxO9LWho4ObJlNn5djGx9H5/FLgR+9iQ9tXYcXv/EN4BvfKHt/Qv/eyhWLSBX8QbKQkJCQkJCQUC0kYJSQUJmaO5f+EfJqYAA4+WTXfTF+PHD//SX7q+8xLVhgQiPAdMZUG1OyRyL6rAsyPn8upp7pXphkLyiennzS7VPU0wMcfXTw66vVx6bXASvNn03PMs2///Uv4JlnAAAFyPg5LsTcucDnP1/7ebDOKMMwnXt//au7/mc/A9aeeaCzvODFFyHZ8UasnnkGsP8DP2eOLyxgFYnQx5ciWk2QzijAjAhssIqt76bTeHVoyBPVRzmjHn/cbVw2fjwQieC887xzqAhGdXQAsRjVN6rXnvD48bjs3Xexzbqruk5R0F3Bh58HjSY3uuOs7+7GVmvymiRhPFs8L2NcvdVLO7s5d4XX+ZABFkZxnVHNzYgz54HXL4or9nUMRLJ1SlsbNs6bh9/utx9/HPYcccaJZumCcEO0vJ5R7DmScjINk4DAmL4EA7M8xXd2W8YZFWVgVFBMH/SQMX3stgysIN1cJKzRNGA5ZgIAUogi0+YtDPNEwqgKOC5XWpwZSHPPIwlLHBcbe555riNwzhMjyhVXkPEu9gEgBUM2n5g+3tMjIJwv1pzDOqPIa0Ot0BkVKqaPuSYd8MVxRnli+hQFd8+c6SzeN2uWZ3xPzyiO8wowr804eWyKYvaSOudQ4Mx5wGNdnuutlOsq4QPgDJ0Do6zPUDnOqMH6euDBB5FgouaoaD0GRukkjCpKwJ/N77lD6+pw3EExrHgzKKaPcUblcqjP0/0tD1+2DD07d2IXWj0RgfF0GrFd3mOP5HKQGRjVs3MnYpkMwNT+k6kUohnv758uzp1SiZS3PxUpg/P+rOvsxJoD6D8wtjU1IfuZLc42Z11++d57B5lQKA3ZnyvA/CO3txfFIvCN1aux76JF+PPOneb6L38ZxXlHYMVzSzFp4UJ0vvwyXhm0YhxXrXLu0DPCRC0ICQkJCQkJCYWQgFFCQkI1VaEAfOpTwNtvm8vRKPDww2btem+VJNHuqBtvNKFUJcpmaaCxJyL6zj3XfXzXXa5Liycyou/Tn/YW62otIvEOS5e6rAQA1Svqbu0MrO/swJd/PohdBW/kTbVinVHf/jZw663uussuAy68EHiScMcc/+qrwD338AesIKLP1vnnm9cgKxZGRWQZpxEulLuYqD5j3TrKGTXnhhvcjb9uxtsddJAXolcEo6zGW91EcazXIjJ/+eAH8WOiD8aVkyYhWsGFxYNGU9tV2KdqlCi0To5GofoURcOMG+ngxPRx7g7mOaMA7znkwqiODg9omcHLNuMppDOqpFSVruRzxomxMCpWnjMqyRyjnOdc3OT2sRhVhNZkmQ9HbLGQhOk9xL4+yBklRYhlJuqLdW9QzihmHLIgz8b0XYQb8VN8FWfgPhiN3lgvnkLF9JUplen9VbYzSuX3jCrpjCKfL/q7lHj78lsmL7H78XEYigLU1TmO1EpgVJAzyl7kwiif8ajtGXeRbO8rpDPq421tuGvGDDwwaxZO4Hxhh3FGuS+mLy5FgdlXa2cEuu79XcR+DlhwdMWkSc45uIK4+6XIg1HWvllop7HOqPtcaPvNCRMAAMkoHyAFOaMcsPfTffHhPx2MFw86CJIkYXwX44wqEdNXnxmg1n38738HAOxEq+d7I5FOQxpSIDF/tkSzWcjMup4dO1CAAozS13cylUIk7YVRPGfUNE7PqVL625w5GGyivze3NTVhpMn9Xutta0NBloHRUSwbHsaPNmzA+nSaHUpoTyqfB958EygWcde2bfjQ0qX40ytv4sknDJz76lLU/+Mf+Oabb2J7JoN7Lr4Yu6dPx/+beTVu2LQJq1IpnLxsmfkftF//GvLCl/Htvz6O3mwWg4UCzlq+HPn77sOtX/0qHj35VNz8jxVof/llfHrpUqRGi/jNmjX48LPP4uktJsDE1q3A6tUoGgZe7O/HBnGtCAkJCQkJCQWoRv/FFRISEjJ1xRU0jLn1VhpA7K064wzgf//XBBO7dgG/+x1w0UXlj/Pss4B9Q+Hkya7j6r3UUUeZhpn164G+PvP9OO007+t27wb+/Gd3+b3o59XVZda/t24FRtqG8Z2lAyg0ZdA7MIDeWbPQe+ut6G1pwe76egCL8IUMoLwMfKSlBV/s7saC5uZwPXZKiHRGPf+82R7B1uc+B3z/+0BvJoM3LCqp5XI4eulSk1KS5BIw7ywlYdSJJ5Y9lxNOoCP6AC+MAsyovtus6L17tm/H9UQhcHNvL3ZYLpW6VApT7SLVMceYZM3SeecBS5a4Y7KuntCaMoW6U3tLSws2trXhsx/9qLPuoy0tuJgTExRGTKIdAGCfSTJaNA07GddS2Ig+gA+jYl2cmD5OYZnXMwrwcUbVMc6/zk4PjKo4ps/HGRVKsZjZ2M5nnES+OhgVkWVIeQmGat5FrRQ425Mwh/NGx2UZg1aB2lPgVxRAlh2SLTHvfVwOcFaxgIVY1lQJsiQhY9397XH8BMT0Uc4oiQYuazAVF8ME7cczLbv8FDqmrwwpqoQsNOiwPjs+zigHHoWEUaWcUdT5J/hu4HGxECXAGfWcehykDRtN+Gt95qgrICCmj4QiYWL6KFDEcYqF6Rml5vMOUA8FoxQFiiThrIA7esL0jHJfTAM18pzwzKXs2CyMmhCN4qU5c/DOFVfgDCLzV8nKKFp9o3S7f6D1GWKjHj3OqFsnQYoX8PkvAN8cPx4AkIzR86Bi+rL8OeZgjWdIaBtOQrN2y/4NEbXmx4VRuRxiOZoinf7CCwBsGFUEeWHHMxlkEIXcp6DQ6a6PZrOQGb7Us3MnBtAAjChAnetiSaZS0NPemyF4PaOmb9yI16dN86wPUobjVN7W3Iz2Xf3Y2ON+n/9z5kwM3bwSZ+8/in41i4d27sQ//x3+oP8/qps2b8YDO3bg2xMn4qiGRgyedBKWbN2KmRPfh7O/+l8AgOcA/Oyc83HHfWcDAK7ftQsPLVqENaecgqMnTMBnnnoKwHxnzJvffBsLL70U+69di8UHu3dprU2n8f1HH8WVl15qrsibDU3/ODCA8adcjGv+51RAlvH6kqW4oG0z1v35Ifzoppvwla/chQePiSAiSXj3sMPMv6OWLwf23x+QZRiG4XVKCwkJCQkJCf3HSTijhISEaqZ77wV+8AN3+dJLzb5R/w5SVToe//rrK+vdzEb07Yn/c8kyDZZuvx1AOg0sWgT89rfA3XcD//wn/vqbXmQzZgFu7lyAk/5Tc23NZNB03kbglsXAbYvxvaFV+OGGDbh9YABPz52LtyZPtkCUqwKAP+/ahY+++SYmL1yIK9eurfquSxJGZYk600c+YvYNkyTgKaLwc+Rbb6EulQLeeMNsxkXqX/8CenvNx01NwKGHlj2fCy6glxMJb3sfAPhQY6PTf2lLNosXiTeNjOg7aOVKyIZhkpff/968KCx98pPm+LYqckYBwJQplDNqQ3s7Pnn55eizKprjIhH8fr/9Ki48qKrXXDRpEtDBKbBWC6MSPRxnFGc/fs6oUDF9HR1UPyQJwL5h5806qCp1RgE0VOGMkyyGgFFEbBgOPNDztJpzzxMXRpFVbx6MIs4zt8BPbC8xzqi4Qr+ecnawzqgoAaM0mJFlvO3YOYfsGSVJtBsnWgGMqlVMHwDkyXvQSjmjQsb0lXJG0TF9tXFGqexhdHVR8LfWzihuz6hyYvoIZxQVB8iJ6ePBqFKKaiXgDvVi2hlFnktemmpEKQ26Dq2vx2cyGcSIX6YzH3K/I/562WXWYOaxeZxRRB8qAEBaRfym6fjN9OnODQB1CcYZRcEofkwfVC/s48nePzemL583x3vc/K78wqOPYsL27QAsGMW4smKZjDmnXfT7GM1mITHQbNyOHRhEvQeAJdNpPozixPTNXbnSs04qFhEvEd/HaltTE3a20N/FjxxxBK777Vr0q+b7unBwEKNljitUnp7bvRt/2rYN2WLRvNHpvPOQmzgV91/1FC5YtQp/6+/HgsVvYkb7Vnzw1FNxzI9/jOM/ehQ1Rv7ofmp5jfXd9tycOfjH/vtTz33pA/Pw+xNOwNcvuAAbmL8Hrvzc57hzfPp097O9KxnH1alh/OHYY/H5Sy/Fg8eY133GMHDjpk3m3XEHHoinDzwfB7y0BFMWLcKb9t+q27Yx8QhCQkJCQkJC/ykSzighIaGa6PXXTUeJrQULaDD176DPfQ648kqzh9LGjWbE3Wc+E377QgF45BF3eU9E9AEAikV8/vB3sAGv4BC8gkP//AqM+jcgMXTt0wA+AQ0bMR764ETgcxNNS9WECcDBB9fM1jVaKOCRnTvxh23b8FRfHwofKr2NbADd0QjqFQXLiai8jZkMrlq/HlevX48Fzc34Ync3PtLcHDqizVYyaRo67H5ZgMmQ7rnHLTw+uXu389zxxBxwzz3mhWKLdEUdd1xFWYcLFrhuNoDvigIAVZZxRlsbfmXBr7snTMAHreeWEOfAKVDdfDPAOJPq681IxptvNpenTy97uqYmT0Y3YbG689hjkbdOngLgrhkz0FJlJb2xESAYGyZPBtp1HW+R7wfKg1EN3vZQSHRzekZxxqwLCaPicXhhFOOMmhyNUvAjULV0Ru27r3nhJ5N0XqWlZJH40zArIdHKKbB/+9vmiZw1i0uxtbyCHMwCb0lnFOcNIaFdhFfg13WnwZqcpM9NginMB8b0ETBK18392mW8spxRPjF99kvt+n1YGDUWMX2A7RSxisnEuVB4MIr97FrXalXOqDGI6eNBBgoIFmXYnU7YYWvdM8rPGaX7wSiOM8rTMyrEBRDTKndGkecylDPKb+zvfx944AHTcv3gg2j7eSNwwUH4Nc7HMSteM19z0knmpj4wSo64Y7JzqY9JzqULsDF9dBaxA7ciOqyvoUAYpVoF8ZwcBVLM94f9d9OPpuOym+7GD4bc+NudaAWkndTrZcNAGlEUdsUBuL+notks0ln6u8p1Rnlj+tSMt0jPi+mbvGULEgMZjDS4J6xhZATJVAqjZfxe3Mw4XAHg2Tlz0LJzNwA3XvSVQ47FNfWP48bb6rDvvqGHF/KTYQB//zs279CxcOb78PEdbwAANqeyOOuNNRh45hlM27IZkUevAo76PgAgoxXx4cN+gV9OOxYA8K999qGG/F2AO/93H/lI1VNe4vNH42OHHUYtP7dkOb47bRra2tqwcpyON3NDQA449+238fLTT+OZP/8Z40br8OYdd2NL0zA+19mJtr21ubCQkJCQkJBQTSVglJBQmSLjrQBv/5X/RO3YAZxyCmDXh6dNM0HOWPcfqrViMeBrXzPj+gDg2mvNon1YzrFwoXmjHwC0twPz5o3NPD1Kp02y8PrrwLJlwPLlmDQ6itvJ1/i4vHTksA/eBVa9C6xinvzoR80CUwVQqmgYeKG/H3ds24b7d+zAEKf/DnJA26o2XNj5Drp+9zt079oFaaeKb3U+iVefi0O3CmwrR0fx2y1bcNvWrU48WxHAY319eKyvDxMiEdw5Ywbm8ywvAZoyxYVR06cDjz7qGlBShQLljFpAOkHuugv4zndc2xuZr1dmRJ8tRQG+9CWzVxXgD6MAM6rPhlH3x2L4uaJA+//s3Xd8HNW1wPHfndkqadUtyV3uvduYjqkmECCU0FIgPEISHoFAKCEJSWihhRIgEBJCC82hPHonmGJMszHYWO69yEWyZNWt9/1xd7VFqy7bsjnfz2c/0pYpOztb5p4554TDzE8YeJq8bJnZeU8/Pe08brvNDPb16gUzZ3ZqlU2ZvoRtFEoYNL1+0CAO7uDrkU5uLiS2xCgtheLq5oMVXcmM8nrBWZBtXs+EBt19Usvs0cEyfWmCUROzsvDZNjXhMCe29iKn6q6eUQD33w9/+xucdFLarKQcnTDIHLCaLRowO+i117a4CFfYbhqGtSNdy4xq1jMKkkaWmwWjHHbTADSkZDiljHBb3pTMqITHNstyaW+ZvtQSZE7zEZ06i9bsijJ9AGHlIBaZacpCoYXMKKXM9oo1HdyTmVGtlOlrKxhladVURC31N0lSmb4WMpYSl5euTF97MqNcCdlFSRlYaTKjmgWj2vFDyt2RYFQHM6NS+1E19btKfY3y82HdOlOnuKgI19+Bshz+wvUcmbOcoVPz4LrrzHJS3yOpPaNoHozyZSQHo2Jl+oI4m6Wxx4JRtscJdS0/t9THh13NM6PcTfNWZNSEku6rJsecOZOiAS9UJi/w34EfsSIwHNjadFtTMCo1M6qhAUdj8/lmVjTvn9mrupqcLY1Jwajc2lqyGhrYEC3b21mrS0pwjk4OtpX3cpH93mtcevl0XvL9DrtfP7jppvb/UP6W01qztrGR3m43deEw17z7LoWzZvGHxx7jp7e9DZPNdrxyzUqu9/upefhhfHV1zFiwIGk+91/a8lldixN6ie5JnxX5+CxNdtWXtbX82O/nmZtuMjfs+Bp2wIIvv+SeQw/lvs8/Z1JJCd/dE3XOhRBCCLFbSDBKiA6aOjX5um5+vPitEgyafkuxjI7sbNOHqBvGofeICy+Em282LVUWLzb9lk44oe3pqqrg9vgJs5x00i4OxlVVmSDICy+YzJzE9JGWDB9uGnj5/Wz6ZC2uzWsppHnZlyavvGI2wA9+YAae02RRpFrX2Mij5eU8XF7O6rZK6TkhcPVoLs07g6y13wBwBbdy36OZJIxJMTwjg1uHDOGGQYN4cft2/rF5M+8kZC2t8/s5fMEC/jJkCJf069fusnAXXWSCy8OGmU0Ziw1orTl/6VIqowNUvV0uxh9zjAku1NbCsmUm8DdpknkdPv44PtNOR3ZML6f77jNZeaee2vLjDsrJoZ/bzQa/nwqteWfKFL7z2WfMi/bWAJhSUwPPPtviPHw++OtfO72qxuDB9Nm+vdnNR7vdXBVtOt9ViUkzLpdJCCqq794yfTk5mIG07Gyojjeqz8rLI9u2m3oXQdfL9GU7HHw9dSpf1dUxMy+PduvOYNS4cfD3v7d4d45K2L5+O30wqg2ehOwqR1vBqLYyo9oKRmUmv/ZZTqspGGWT0h8mZUTa9savp5bpSw0qtVqmLzHDJk1mVLpZtGa3lOlL2BZpe0bFHpMSjGoWbGtjEProvDw+rK4mS9nULk0opdeRnlFdyIxy24r66ONS35KJZ+HnJX6HdiAzqt09o6K/FVvKjIrtGxorubdXezKjOtszKiUY1VZmlDMYNP2uHI70NYg9nnhfqOiiVzCMq46cx3PPxR+WmhkVW1+VkBmVGrhN7RmV2fT7QjUrledKk2nV2vsoFoyKONP3jIrxUZN0n8ZKG4xqxAMVyTvm5YG7ILAm6ba+27ezhP5pM6Nctc0zo3buaN7gsWjHDjLLw5CQpRQLRqXqu21b2gyoluzIzmb5pOTblvbvzze/Vyw+cg2j183k/rvu4ogJE+Dss6kPh3FbVrf09dxXhLVmXWMj7vUhnn/Lx4aBH3GLL8ywujoOKx7Bgx4PnHMOOXV1ZPfZyg7i3+01ReYNWZOZycsHHZQ038jedrZfimdmzGh221M5OThuu41/H3MM1rZtXPLgMoaM2saZa9aQe8opzPX7GeL10ru9X6RCCCGE6LHkNCYhRJdceim8/775Xyl44gkYOXLPrlNX5OaaDJWYm25qPeAYDMK998LQoc37RXW7jRtNVsPMmSal5Qc/gGeeSR+IKioieOwJ/Mm+nmN4kzwqWfjsUnjqKfRzz3OwZx692E4WNbx552IT0Pr7301qzgknxAeatIbHHzcv6kUXQXl5s0U1hsPM2rqVmV99Reknn/CHNWuaBaKGe73ckNioKWrazneaAlG1ZFJzxk9JOeZu4rIsvl9UxNsTJrBi+nSuHjCA/OhIWhi4dOVKzlq8mNpQKP0MUvzwh7B9OyxcaDJuYm5bv54nt8bPXr62tBSVkWHS/2Keftr8feedeA2uqVOhlSbzbSkoMO2nFi6MZ0ilYynFGQkDSk/NnMnm/Hw2R6NpmQ0NDL/55vT16LpTaSnFCUFBgJKKCv49ZgxWNw1GJQaOBg40MaOi1IACUNrelBOaB6OaEnNSt1deHn1SBj26mhkFUOr1clJhIZ6ODCZ1Z5m+NuSqdmRGtcGrE4I6Os1PzcSzOtKkkHakZ5TtS15Bn6uVQFbK62lndDIzKmUfPDbaeM3G9HVLlDgI3t7dNDGW27dv+6Zpj1DCa5s4UJ8YUPG0lEkWC0Z1MDPqdwMH8t6ECbzbdzo0JAQpd1Nm1LhRiokTzUkmqW/JkwsL+U5+PvtlZfHTV15pcXmxq8sYTkRFt0/0h86ghBd1SAtBcWdL5QDTZEYBBFXz3lSt8aRkRrXaMyrxpJKBA9ss05fYj6rVIFeKxIekPrxZZlQseNRKZpTXnT4Y9cYbzYNxsfl5EgJYrZbpiz4v7XKn7RkVk83O5hOn+XhqxAM7UhYYUhBMXs+mzKj65GX66usZ917z31qb6/ubtPAERVVVeLYk35ZbW0t2bXIpW4hmTHdQZV5y5urnI0ey+EiTcbVswACOvu025t5+L2N/vIO89+cw6JNP2BJonsH1rbJ5MyxahNaaIxYsYPCnn3LD/X8g9KuLucVn9rXlmZk8WBtP+/71hRdS3ukGnvuOfx9zDGCCbXcO3cRFwSBnbdrEjy++n0MWLGD4h3NYsyMA8+ebMx9DIfS3/axQIYQQYi8kmVFCdIOqKli1ClavNpf1603JukDAXPz++P+p11P/D4XMoOvEifHLhAnNBzt7ggcfNNWeYm680VR229v96lcmayQQgLlz4aOP4JBDkh+jNbz8Mlx5JSxdmnzfySd3KUEmLhIxZfdee81Euj77rP3TlpfjVIolZ8Lbs8xNjz4Kf/kLzJlj9lMAZ24Wh/18FHhGJU//9demXmFsgC4YNC/2ww+bDXTFFXxp2zxUXs4TW7awI00AKM/h4KyiIs4pKWGaz4dSit/HFhx1KXc2/f+E8yf86a72pdQN8Xr58+DB/KJPH0775hs+qzFnLM/ato2FdXU8P3YsI9oxip4af3itooLfrFrVdP2C3r05Pzbwf+aZJjAHJhh1883JJfq+8512rXtrcnPbl1V4VnExt0fr171wwAGcFIsIAxMbGrC7YV3alJWFKz+foRs2sKJfP1QkwhP33ktxa2ldHZS4LWIBw+KUkc1Sj6fN7IyW5gkJwajcXFNmKiY/n761tSxJ6E/V3p5RrQWjOsXhMIPfS5aYxlm7cNAqz9H1YFSGim+ntJlRo0fD7Nlme6cpJZnZkcyolDJ92e74slMHvZtlRiUEo1yu5GBUR3pG/aC4mBEZGRS5XAxMiTglBk7aG4y6/HLYutW81Ice2r5p2iOs4iuj3PFtUZKwXZLOOk8TjGqW+dVGMMpSihl5eWyoS769Q8GolPddW8GoxMyMgf0Us75Mv5gM2+a18ePNCQUbN8bvaCH4tYH+PHf283y/9HNzcgambOrKaBbKWS2URXPZilitwLZ6RgGscI1mgv9zc3JDO04qSA1GtRo0OvJIUy5v0yb45S9xJPysSLctvQ7VlGnYFORqR7ZW4rxSV6MzPaN691KwMn49Vu5w5kwo+8qiNKGKWVMwquX4cdrla3fLmVG//S3k37Kz6XVsoloo01eTuo0UeJMnzmxsTBuMympoYOCyOvo/E2b99819fbdtYyVDTVDLFV9mXk0N9pbkZeXW1mKnJEapSIRxZWuaZdiMX7myWc+h1ryacvJAxLb5cNhAFh+xDG1FWO/3c/v1N3DuyJMZctqkdmeD7q2qQyGe3LKF8babjx8rICOykpecL7KhoIAfvvANHxxsTlC6/6STeGjJLa3Oyy/9ktJ6e9o0mGb+r3VYTH3jPQ5e9QUXPf88Tzy9nRd+MZzvFhbw2MiRNH2ySHaeEEII0aNJMEqIdmhsNGXoVq2C/v3jgSO/H/LyTDCqOy1caC7//nf8tv79kwNUEyeagao99Xv7449NSbuY00+H3/xmz6xLd+vTB845B/75T3P95puTg1Hz58Ovf23GUhMNHGgee8YZnXxdtIaVK+Hdd+G//4X33os3NUpn6lSTrXPyyfCjHyXfF12Bc86BWdFg1OOPm/V77LH4w844o4UB0vHjTbRtzhyTpvPhh/idTuaMGMGb27fz2osvsmjgwGaTKUxZpvN69+akgoJm2R+TowP0GzdC1ZZGjuN1ACIonJdf0uHx+v4eDx9MmsSlK1Zwf7SP0uL6eqbNm8cjI0dySgdK0iytr+fsxYubmt0fnJPDPcOGxcv+HX20ecPv2GEG0efONadlx+yOAFDU5Kwshnq9rGhooMbr5cYf/CB+X2J/q11t0CAevuUW7j71VL4/ezZH7Exz5ngXJAaOYol1qZlRHSnRB83Hdpuup0ap8vPpk9KLpKXMqMTYUKzVTroyfV3yzDPw5JPmw3YX9ufoZyd8IFS42h1ASZTvib/vs1wtrOthh7U4fUd6RqnMDFwu870MkO1pJbvJ4TDbLjqQbWe2khnVgTJ9Simmpel9lfrQ9m7LgQPjn9vdKdxCZtTvBw6kOhTiwJwcxsQa50FyvcDoNu9oZlRMs4BEa8k1ie8zy2q2v3ekTF9bwbKmZbSycomrs3r8SXDlSU3XM2ybG9soYTukVEE0KcURTkhtSVhO4r5xTd+Heel7D8Epp7QrC8m2osEuO7aMVoJRlgXXXNN0ta0yfZleRaw6XXdlRnUmGJXncXCCo4SXQ+VcEctMjsrPSl+mL3EerQajYplR7uY9o1yhENxzDzdeBHpePbyZMrHdQpm+2jTbKLv5STsmGNW8TN8lv3Zw8mQPf3zrVZ457DAunzWLLzkhKRAFYGkN5cnfgbm1tQQakm+btnQpvdY0z5aauGJFh4JR6cwZNxZdGo9+PTVuLFo9zb4AACAASURBVEedcRUX3P8Wr931FRkV5TiOOWbfCRAsXgz//S+1x53OJf4KHt2yBXcgwH/uvYVf/uZ/WTfaNBP+bWnyZOddddXuX9d9UEVvNy/2PogXY4HVcIjHt2zh8K8bKH3iWgKVIbb99G80Hu3iuwUFUtZPCCGE6IG6LRillOoHXAccCxQAm4EXgGu11jtamzZlPvnAH4DvAb2BCuAN4A9a6w0tTNPhZSulRgN/AmYA2cBa4GngZq1180LbZpoDgd8D+wMeYAXwEHCP1jr1XDmxF2loMNlM69aZoNO6dfEsp1WrzAmkrU27O6xfby4vvxy/LTvbZE3FglOTJ5t2ILu6lPiGDWaMJDZOO2ECPPTQvnOcCXDFFSbzS2uT/PL112bA+Xe/M0HCxKoQ2dnm9osvbv9gY5MNG0zgKXZZv77lx9o2zJhhAlAnnWQilDHz5qWd5OijTUJGeTls2QIvvgj/+U/8/h//uPXVWzFpEm8++SRvLF3Ke6EQdS0c1A1yu/lJ796cU1LCgFY2wrxoea5nVoSp+9n/NN0+23cCP7p2aOsr0wK3ZXHf8OFMz87m58uW0RiJUBMOc+o333BF//78edAgHG0M3lcFg5y4cCHV0UGp/m43z40Zkzwg7XKZZk4PPmiuX321KccCZufYb79OrX9nKKU4s6iIG6LN2r4cHm8YMWV3NmwbPJiDn3qKgxctMtdPPLFbZ59YPnHsWPO3uIvBKLfbjLHHPruTMqMS5eTQN+FMA4vkXkaJEjOjvN7oZ2FiMEopU1qzK8aOhT//uWvzaIcBTi88OAimVeJ6shTrso7PY/Qgmw+jpaOGD+p44CypZ1S6L5bEfcDrZfJk+OQT0/8tL6MdWVXREl/O1GBUYs+oDmRGtaYzPaN2lbCVPjNqss/HuxMnNp/grLPg+uth2rSmaHBHM6OaHtd6G6iWH5xmWyfGddNVrExcx3YFy5Qy368tBFsS17UdSUHNZCWUmLN1QjAqYT8ePtycA/L11zDph2Pg2tvpkLBqCox0JGiU+FZK99U9dKCC6Me7s5PBqNRt1qxMX3S+Vis9owBeOngk1Xe+Ts4DDyTdnvo+72hmlCMxGFWTEtj6v/9rCpyr66+DN80JKJsuvAHuA9LsXg14YW1yxuaPfgT/zg42e2xLmVF23U4GjcrisbNu4rGbbgLgIC4F4vOwo+sd3JIF+Jtuz62tZXtDZuIs+c6nn8K25I2aW1NDaZrSy/t/8w2fjBnT/Im14KWUbKuNhYV4x5Wz4MwPyK8O4lCKl2+6mYzDrsbRp5H84gjDOpNyuwdorXlh+3YKHS4++Wc2X1WUk8Oj7HC5mHHiRTx6rzkrz+9ycc7ffkWVz9fGHMWu8j/FO+GyS6PX1sAyGFXt58OCQl5+42WctQOY9usfk1UUblaCWXRcROukktxa63b37BVCCCG6JRillBoCfAwUAS8CS4D9gEuAY5VSB2mtK9oxn4LofIYD/8UEh0YCPwGOV0odoLVelTJNh5etlJoenb8TeBZYDxyBCYIdqZQ6UmvtT5nmJOA5oBGYBVQCJwB3AgcB3297S4k9QWvTFyYx0JT6f0J7mE7xes04TexSWgo+nxl4crnil9aux/4HU/ZtwQJz+fJLU6nN72++3J074cMPzSUmJ8eU9Zkxwxw/T5zYPcGpDRviy3rlFRPYACgshBdegMzM1qff2wwbBqedZpIRwFRoW7MmOfho26a/1B//2I5x5lDIRDfLyuKXuXOhrRr+BQVwxBGmj9Pxx3e4PJfDYXoj/eUv5vqFF0J1tfl/6NDkdi3BSISVDQ0sqqvjvaoq3qysZGWs95NtN9uRPH4/p73/Pue9/jqH1dVhXXdd2pJbSaqr4V//4nt33ouTeMm+vOsu68j4blrnlJQwITOTU775pqln1W3r1zN3506uHjCAmfn5aRtrh7Xm7LIylkVfXK9l8cLYsc0ycACzI8SCUR98EL995sxdHwVOcVZCMCrR5NSMnF0pNSMgMUDaDc47z8RZHQ7zP0BRyo7S0WAUmLhTs2BUYspUbi7YNn0S9oFsh6PFA+3i4vhAclNf7ry8+ANKSjo3ir0HeDzAEwPhiYH4OlkeNtcVfy/keDsRjGqrZ1TiezMjg//8B5591pSJ/cZuJTMqNm3086Gon6spBjF4cBuZUZ0MRo0bB8uXm9hkmrZ5u1VLPaNadN11cO65JlUrui27KzOq3WX60jywtNSUBX7nHbj22jSTJ2ZGtTeL0OHYZcGopOBYJH1mlGXBF1+Y3xnDhnV8GUQURPN6W+0ZlWL//eMnrKSrsOqyEtZ9F2dG2Z6WM6NiclL6UbY2v3ZnRsW2l6d5mT73IYfEz7SaNg2eew42b2bb5J+YYJTVQmZUhRvuGUrx2Vv452EDOf4RGPV5Eb9tMIekM6Nll3eSnTYziurqZj+sVzAUKGu67o0eGDRuyQXijaNctWHm+6clTXvsZ5/x/rZjkm7rU1HRrO8jwH6LljQLRvXfsoX17czu1ZbFoXffjWlwZRO2bf6Y7aP+Z7P56nYLa02YR997j/3GnkL/EybSia/wXcr/xRf4//0sbxacw+wZNvdFNmGFI9w8+yFm/eonhFwmC/6pI49Mmk4CUT1PWY6bwlANHDXD3LDyI+zlEW559yv2O3g6s9etYP8hR3Hkkb1R8K0JplQGgwQiEUoiEea/+jbBwlEsLs1g6EY/q7d8zSvLK8jvNYXeLGVKQz1X52fj2ab4rg4wfNFcHjxkf+b2KuToOY3sV/UOX/YfwtvjRtN/lcW5mz9hsQ1fTTiAcI3ipzsqmRtYT2bmMLIG5XNiyObNnavJayji5OPHMRg/n9kW9dVhZgztg2WZb7Kg1s1/hwkhhNhndNfIyH2YYNDFWut7Yjcqpe4ALgVuBH7ejvn8GROIulNr3XQurlLqYuCv0eUc25VlK6Vs4GEgAzhJa/1S9HYL+A9wanS6mxOmyQb+iSmCMUNr/UX09mswQa3TlFJnaq2T60aIXUJr049pxw6orEz/d+vW5GBTV7OXLMuMsQ4enBx0il0vLu7erKDCQkg80TAYTA5QxS4VaUK81dUmeyqWQZWTY0rMHXaYGSSdOLHtwRStTWuSWPDpww/N9kzlcJgBwMTshX3JVVfFg1FlZcn3nXAC3HprUw/zuPp6E2BKDDqVlZnRyPY0dfb5zIt1xBHmMm5cl0tynXNOPBi1dSvgDEP/Bib9uo4/rqmnrL6exXV1LG9oINhGI+AhHg8zc3M59osvOPz3vycrccc46yy45Ra46SYTnEl8UyxbBnffDY88AnV1JI5NLe87g0mXdE9jlIk+H/OmTOFHZWW8WlkJwEfV1Ry/cCF9XS5+0rs355WUMChh9ON3q1bxevSxAA+PHMnklgYVZswwb/gtW5Jv340l+mJGZ2YyLjOThXXxZiwey2LU7jzjOHV0vZuDUfn58NRTybd1tUwfmM/FWFJb2jJ90aBv4tmzLfWLArOrv/ee+aw86qjojSUl5nT4WbNME6C9RGLMpbO7UlZbZfbakJQZlW76CRNMrViHA8aMoX9fuDR6QvSqyjYCWQmvaWFfN488Au+/b/r/PZpQonBA6mh4K2X6WnP33eZ79/DDEwKfe0gkITPK8rSzP0lKwDk1uLMnglFgevj89rctTN7RzChIPpmglWBUZ06acLYUjErZx5zOTgaiwGRGxZbRgaBRRoapDrxxY/plJwX2OhDkai0YZSmFTbz9UnvK9DX57nfjL/zkyYAZQHYrhT/6+8XVyZ5ReJqX6WuW+XfKKQA0fhp7Ms3n10D0O+n5fnw3rx8nRIN8V+5XxNaVNWx85hnuvOMOIJoZVZeQkRkMmvXPymr2AbyVItIFo3bW5JEYjLrVvhJ8APEeiNOWLuVF/cOk+eXW1vLduXO56MJfoRO2T84i4Iz49eLKSs5+911uOfvspOmtcJhIO0/CmTt2LCV/rAR3PhEU5x98MLN/cC6HvvAypx39Mb1qtvCrmTPJGjoCLI3Wus2M9k4Lh6G8nJrsvqyljivnf0HJ6o2U3lTN7RdMYeeUelzHH8G5Lz/EPyLHAxCxLa688vxdsz5itwpbFpcfPQkIwIgBwDI8b5cxesMmLvu4kaUHZ1G33cmZx5xE9pAAw10uVFfPlttFApEINgobDWVlVPQfwAOfLqOwagBDnZ+w7N1FzB43nk98sN+iBnYWbGDeoFK25+Xi8gfJr91JeWEBsBHWRGeanwvTc4EqIDENGb4AmHBy000vHeXkJeLXvxkLV4w9MD5NAVxUmg/ETqRs5A6AHNNf8crlC5Oej2vtYqYsW8bcsWPwNgQ4asEOxlcvp2LAYNbZOZyWMYy8wCcUj5vMGl8RR/bqRUawnMyCApT0XBNCiL1Kl4NRSqnBwDGYr7C/pdz9R+AC4EdKqV9rrVPaFyfNJxP4EVAXnS7RvZgA0Uyl1OBYdlQnl30YMAr4IBaIAtBaR5RSV2KCUT9XSt2iddOo7GlAL+CxWCAqOk2jUur3wLvALzCZXCJKazP23thosnoaG9v3f12dCSi1Fmxqz5h+R9g29OtnTv4dMMBcSkvjAaf+/Ts3ANFdnE5ToWnsWJPlAmb7btyYnEH18cfm7NZE1dUmk+mVV8x1n88Ep2KZU5Mnm3l9+WU88PTRR+kDXYkyM+H++1tt+7F3CgZN9LKxkSmFDfzkgAa+nNtADtUUsp1J/bZz1tHbGZy9HW7YbtLuEi91LX7MpefxmMjjEUeYxuJTprT71OtQJEJjJEJD9O/OcJiKYJDt0Uvs/wo7SM7fglTrEOQFoLgRbHgGTIHSVmRaFkfk5TEzP5+ZeXkMjQ2OjBxpBmXuucc0ooqVM1uwwARmDj3UlBSrrYW//hVef73ZvHVeHo0//ClDr/9dt0Zz85xOXho3jhvXruVPa9YQG/rbGAhww9q13LB2LUfm5nJ+7940RiLcklAa8eoBAzijhSb0gPmw+P734d5747cpZYJve8BZRUUsXB3PMJuQmbnrBnDS2cWZUelk2jaZlkVddFC3s5lRMWnL9EWDUX0TDm5z2nhf5ueb6plJHnvMNJ/bi0rCJK5qZ4NRiQHD/E6kkrSZGXX99eZLevJk6Ns36a5Ws5sgeVTa7eaHP4x/r/4y0I/NgQAlLhfHpGahJtaD60Bzu759k1r07FERlRCMak9mVBqJwQmb9p9J3ulgVCd+fHW4ZxSYH0f19ebkj5Qdv1szo2InOhx+eNdLdyZQYdXU77AjwSgwT7elIFhi8LGz5f/SPdxpWYSjn+Gx+Xoy4+/7Fj97xo0zn6mffGJK5UZ5LAt/dD7OaDCntcyoYV4vy6Nnqs38/HMAlNcDYQvm58LkKg7LyWnx+3RorKqwan4CT+9ST9PA7jEJyUi2Utw5dCg88ID5vUjzMn1ZDQ1mJ/vtb00D01NOgeefZ8N518BDyfuyJ3ow1GtwLkndRbPCMLsX/MAEo06cMwc7EmEj/ZKm18CArVspuqYXNX9aR73Xy5CNG9m2JPl7fXpZGee/+mqzYNRxcz7jlUMPoL3Ke8U/U/0uFwc8cxewkr9RDBTzzmtvUffmClb83EmGM8g1r37Bum0nUn12Hoc5FzGlMkz1sOMoHqWxKzdQmJ2PzspFOULUVVSQ4etFMKxYX7URu3wrwZp+fBx28U3oc4Z+8Q31r2fz1AkTCPZfSigSYsYrS3nm+weyo1cmlPaBB/oApq9WwOXiH6ce3+7ntrsM2rSJ1X36pL3P4/fT2M7fGgXV1VSkNtD8Fmt02cwf3J8fxnb9Urijcg5UwuQlyynYEWZtv1zGfwXZU3Lpu3oz+w+cRm3meqzqIsYeOxJds43S3gNwuMLYlo1lt/O3uNYE/GEsp8WmxcvwB3uzyVrP5oUBhk7qw7zZs3HsLOGLvM3UbADdN5OGypVUuT3MmTiUgNOJt9FPyLYIbttm6v70+gbwwanx9+fa3plAYdP1gNtJubuT6e+7SMDlZO5Yk5XZ4HXx8gHFvJwQEHuNTcAAqN9uLgnnBfpqGui/dRuZwRAVvhxKNwUYX+0nnAN5GQPwWgEO6F/M5roKhowaT6C+jnFj+lJbuY2CfiUQVrhdlhkU6YZjUjOMaOZTX1OL5fWyfWsDeZlh1q/bSZ3TwltvsX7zauzcYjYtL6c4V7Nku5+gBb7aGlbpOgLOXFyVO6nzNLDJlUmvnRF2euqodnjx7QyBq5Ydniwc9YqCUC0ri3x462xKKypZ3s9HVq2bnPpKNvb2kVfpJK+xmkCOC2djBsX+BhpzbLSVS1G9n3B2mKzsEgobQqgSB5m+3mRUV1PY14vbXUi4oYai/tk47Ew8zggenweH7cBhKVA9P7NQRyIoy0Jr0DqCUhZaR0ApFKrpNqXiZSel/KQQu053ZEYdEf37ltaJhdBBa12jlJqDCRjtjwnatOQAwBudT03KfCJKqbcwwaXDgVipvs4sOzbNG6TQWq9SSi3DZGcNBla2NQ3wAeaX64FKKXdqeb+OWF6+naNv/GdnJ08S//prfntr0zT9r9P8r1u5L+H/SPT/NhIsmrT48e6LXgaaq3nRC4Du4HeCpcyxne0wY8kOO3o9+tey4+sRxLzwKwG9RsXPFGrvE+qgbplrMdjHwiHHmmpwfn/8Eo40X0Yl8HwdPP8aWK+b+5ue3kQYNhESxyVM6YLmJQVfaoSXEnZZ3ZEv605uz1aXEdvx2nuJRMwZkuFw/H+tk7fXsTAomo8ZAeZFL5BvRp8TevW0yes1A17RSyQ7m3BuLmHLIqy1uSxaRFhrQrHr0f8bUgJPDZEIoY5sw9Hte1h/t5vRGRlMzMpiZn4+B+bkpB8MBjNadNVVcMEFJk3sr3+NpyF+8AEcfHD66caMgYsvRv3wh3h3URaPpRTXlJZyRlERD27ezCPl5WwLxnstvFtVxbsJ/YAAjs/P5/r21NE666zkYNTUqdBaAGsXOqOoiN8mBKNazOjaVfZAMApgZn4+z2/fzqiMjO4LRiUOzERL7E31+RidkcHi+nrO7uxrvBcFosCcjBErXdfZvvan9+rFw+Xl7AyFOC9dU582ZCcEo7LSnXlfUGBSmdJIzGjqn27bJ96Wcn+xy8W/mqW7Rp1/Pnz6qTkT4/t7Z2XmoB1/vnZG5/bLxOBOu0vgYfYpc4Bvrre7Z1Qnoj92Z4JRl19uau7+7GfJ/d66vjpJ28nu18+kunf2zdUCFUkTjOqGwWZnN2RGpdtmLqWIFdxzhkLgcHDU0YriYnMy1FlntTLz8883lwRe227q+eieORMuughPQtut1GDU/40dy9VLljD9zjs5ZOFCsCwcnuiK/nYclz9WzbWHtLz9CgpM1u7ZDt3sN/Yd93upuw1GjDDlnptJ+N1jglHxDZSVk2NS1QYMMDc8+yxUVVG9Kc90KU58zn4/eDx8ssBD6TwnlbF+UouyYWEO6h+lnN/nXm74178AKCc5iB6xLF7iBKo/G8yCn32H5w85hO999BE/qHgOAnXgMs9s/8WLGbppE66aCAFffF9ev2oUJCS1//O227h3+ll8dWg86FVcWcmWdpaX/mjSOJhk/q/BxUWnHwZUA9U8QBZkgbP2fYILzPbKrfmGzJoAm0ry0JZFv/L3CdpOtvQy398lOz6kvKDA7IyHTIRDzJzBBHOWXTigXevVVRkNDdQn/E4pqqxkayvbZFpZGZ+PGpX2vitmzeLCWBowQESDpXAGgzx1/fWcfMMNTXf94tI5vPjb4Wzq1QtHKEQo4Y149rvvck80y689HKEQ/7j9ds676qqm287512we+8mh6H28lNr8kfEj4mWxn7i9BwHbAS/k1kCZCWizYQ0A7kAAb2OAkMOmb3kFWwtzyNlZh9/lIuxQuPxhqnIyydtZw47sLOrd7oQsw+hZpf2B7TthbOx929ucTg00vVGiGjx71+/MXaHG52WxL/6eXtXXlC+K8wDVkOWAysXmpnnRMzJXL296VGFVFVYYAk4HXn+ACAqvP4AnECRk2zjCIayIJmxZ+F1OtFLUR7e/3+1AaajJ8BCxbXJratou35kFhNZD7PAzL7Yf5EYvAJ3phZAYtC5p4f9EsfXUmFONNLDJJLU11EGDOYGCFRtbXWpGQyP1XpOWXFRRRdDhwBGOkFnnB6WxtCbDH8AZMNtRaVBaE7EUSoOlNR5/iCpfBo0uBygI2xYh28YVCGFHQuz0eclqaCDgcFKR68MT8FPv8VDn9Tb7rNuVVCSCIxzG6/cTsh1kNdRjRcAOa9zBABmNATQKjz+IVhYqojG/1Cw8/gBaWYQdFhmNAQIOB85QmIiyAYUjFMHvtmhwuUFrPMEwYaUIW4qA04EzFARl9kMrDFkNjSit0bam3uPGJkLYsrEiYcKWZc6b0RGCDieuYIBGlxtvwE+Dy40n4CfksLEjkeh6mG2oIppGt5PMBj/1Xjeuhgh+txNPY4iA28bbECTgcuAOhAg6bNzBEM6wJmQpvIEQQdtCWwpHKETEsrA02BFwhkNElAVoNKppbC+2dWJC0emdoTBWJELIaeMOhIAISkcIKwdKR8CCMDaWDhOxLQJOs89FLEXEAkfI/E6LWApHWBO0bZyhCHZY43faWFoTsS2scARHOMSkUA63XXNG6sstdoHueKeOiP5tqfHJckxAaDitB6PaMx+i8+nKstszzfDoJRaManEarXVIKbUaGIMJYJWlPiaRUmpeC3eNrMl0885Bna3PIYTYK6UERHaLCPQKe5heksnojAxGZ5q/IzMy8HXmB1xeninNd/HFJmPhn/80UdFESpnyOpdcYrLAdtNZRsMzMrh1yBBuGDSIVyoqeHDzZt6orGw2eDQyI4MnRo9O21Oqmf33NwNF66IlcI47rtvXu70Ge71M9/n4tMacwzFldwej+vUzI42x13s3BaMeHzWK96qqmJ6d3alMsLTBqMQeTwXmbFGHZbFg6lQ2+P1JpR33ZSUl8NBDph/Pb37TuXnkOp3MnTy502cUfr+oiFvXryeoNWd2MAhY6vVy19ChvLdjB9emCy4nBsA70uywuBheeqntx/Vgy0aeyMTPP2ITvSk6flrbE6SRVHKug6/t5MmmB9yoUa2XTWu1xls7lCbUZxuYWKutNZdfDr/6VdrISVczo0ZnZJBt2+wMhzkwO7tjJ7G0kwrFPwdVbgFMn25OlOiipGBULMjVjm2a+HGZ7qMzI7o9ALyBAPh85OaaktDV1R0/v+N7hYX8fdMmpvl89H74YVCKo46Cp582yW6pWfxjMjN5aeRIeOIJc0NmJplZ0efqt9nfziejjQp0Z54JD32Vx9vRvkuHfvUVZGQw9MAi3m3tiHfUKFO+2eVieWAY1MZ3qmyvNx6IAvNbKS8Pb6y10//1gZM3AXDlrFmQn4/PB29OHsd5S5cyKiODXmOL+Nt7iuzXSvlHdTwi12diMRDvEdXb4eOJKXdy2Uwvw98u4eonn2Rn35Es0JOh/HMYYE4uml5Wxte9j+EaayTXRA+FR86q4avFhwCmzNaA8nLOfeMNbl97DRwa7+v1jz/fwUm33GDGNoEhGzcycuEmXj22c58/QWd8W1X5fFQl/OTZUJK805QXdE/Wx7iVK9lQWMSOHLOwUWvWUDZgoDnTEXj8xhs5/9IraMwwH2r7fbac+eOHEPJYTFm6lH//+c+MfvTRpvmdcNVaxk54kmdmzGDQ5s18VjSe5RNM9seQjRs55c6FzLt/OBHb5vgPP+P1g/cjosx6TJq3Omndrq3oy4Kyp7nwxReZsHJl0n0vLP4xCy4Yz+yJExm0eTP7/f3vTff5Hs0j/8hqKnNyOPbTT3lj+nQA/vjIIzxx0ExWDDMnkRzq93DZ9ZdTWl7OmNWrk4JRp/uKOPeyy/hq6FCeOeww5owbB8CYRevIsmr5dHTyWXBHzpvH3NGj44G5iCavtob/ee013po2ja+jAXpnY4RTPp7N/x18MIGULwpnMEiwh5bMS+R3ufBH133pYBOc3ZHd/Pd5bca343fl3mR7wgFCV4/Qv4195GKBKICtBfFtua1jLa87pCYz/rt+dwWiwPRHDFpW02dS4nMXe6+Mj1a2/SDRLbrjVJbYaWPVLdwfuz23hfu7Mp+ePI3YV/1lePJFiD1EYXqrFDgcPH7nncy66y5evPtu3rj3Xs4rKeGK/v25ZfBgHhwxghfGjuXEtyfCOdPoe/4hrJi+Py+PG8ctQ4ZwTkkJ07KzOxeIStS7N9x3n2k4dvbZZhDF5zMDfMuWwUsvcUG/flywbBkXLF3KBUuXdst2aA+XZXFKr168Nn48a/ffn+tKSxkYzYoodjp5cezYNsuwNbEsuOgi87/bbZ7rHnTDoEFkWBYjMzL4fjeWfWoX2zZBRjDlkwbsnjONvbbNcQUFFHRyUOLYaLajbcPRR0dvPP54k0lgWWaUMcppWd+aQFTMj39sKgyObmdGZUs6W9pioMfDhgMOYNMBBzAhJUulPS7p148Xxo1LP+3558dHp0eMaH7/PuzQl67g3p8t5Otnl9N3SOcOmnMdDqZEt+vRiQHcdnj2WdO/8KWX2jgfYcCAeEPG2Ju1A07t1Yur+vfn4r59ObcDJRVbijTF+sDZdudKE/scDj6fMoUnRo3i1m7OiIoZXGleC+fmDAZ+tQCef75bTvoYk5nZVK505tq1Zp4//nGb0516ajwRPF0Cxs/79EEBp2/YQIHfD5eZVsFud+cSje8bNowFU6cyZ9Kkps+d884zZaeXL2+ht2lmZrxG589+xo9+ZIKkAwYkl9drzQPDhzPA7aa/Ujy8dKn54GyrOdwdd5jg53PPcdsjRbAmE+dKM2h5Tgv76+DB0f3wkVLGru7N1Z98wrlvvGEy+YCp2dl8PW0as8aM4S+3KmbNMomcxIIHhx/OfR+N5zplSmA5leL2H53GrC+GcOONoF5+Gf71Lzzvv8XoMRa81AelYerq1RyyZQvj37iN3x/fLrCGzgAAGvxJREFUh0dGjuQPAwbw00nHwhf5WG+WMHX9Rl645hqsseN569X9OCnXBIEOqQ1x2eKn4f4hDNxWy+VPP81Hv7yCgvePozT6869PRSVPnX43WZ+b915ObS0/ePNtJs5Zhx0r3+j3M2zdhqZt4QwGyUxoBqwiScVRmsmqb6BoezwId/qrH5Cz0QTM+m7bxmNX3sbgf5rHAVx891yyZptyZqPXrOGRy+4k99fDGbRtO+5AgJMWFDL4o0Fk+QNc+dRTTHhnE7l/HYvSGldEM2j76Rzx+Bhm3XEXH/3yl7y/7jiGV5htMjCcyav1vyJj3bHM+eUveejWOzmzcYIpeaqh6M5ifr/8Hh59/A3uePZZnjzmMP4xcgSnb9rMzbc8wZ833sDQJcW4gVsHDeIPpw3j+ffe46j585lTfRj5m8y+d2RuLvPX9KNoxAhOnz2byg2jGdNgPiOOqxxA2RF/4o0XPuTFe+7j9txpvD9uAvfPmc/IWY3U3rwfGdomz+HgwUPGc9LJJzNh5Uq2RYrwzjNDIpOysvjODWdy6Oo1XPLcc4y/vZGMiINs2+bS4adxV42LS595jmt//xrnrxzLrzZs4vzHlrD/PwtxhSPk1Yd4Xh3Itlv+wm0PPMDhd8XLZb8wdTxPvvk2tccdx7/Ouw8VfXmfLBrGU0/O4pQPPuDCO97GV29TXFPLA398iwmrzPTj3tjK1PU7+J9XX+Wxi+7EFTQnSg2YE+KwRWVc8fTTnP2iyZfxNASY+vkWRqxbxwGLviEz+vpb4Qi9o2U09wWuQABHygmCgzcmZ7eMWbU66T01fN16Bm3a1HQ9o74xaRpHMER+dXxYzBEKJz0eTIZfogMXLUq6XtJWPwAhhNgD7NQTqsUuo3RHyjylm4FS/wB+CvxUa/1gmvv/DFwNXK21vrmV+fwWuBG4UWv9+zT3XwA8ADygtf55Z5cdLfd3NHC01vqdNNM8CZwFnKW1fjp62zJM1bJhWusVaab5GFNm8ACt9SctPcfWKKXm9e47ePIvLv1LC/e3NGHHl2W1Mo1S5mIpwDJ/E29TFihLmdsw15seY5nxHdsCZ7T0XWvLarbgDlJt7bvdlHmRNBelOPOkE5Puf/rFrp8p3e05Immee9qyjdq09FGqWVWazi+6Qw/u3DNvcSqlzE7Y0sW2k687HPHag7FLtEzC7sjbUZhyQna0mXfT/wnXHdGLx7LwWhZe227636lUfLA3dVumeX8Eg6av2OjR3dqqomUVFWawJ+EsajV7dtJD9IwZu2FF0otoTVl9PX1dLnI7GtSIROD9901DmF1wlntHBSIRHEph7Ym61g0Npizj/vt3S1mo3UFrM1BXXGx6AzaprTWn5af0IRL7mMpKkwkndeA7pTYUYu7OnRyam9tyGdcuL6TW9CA84ICm7+U9JfZ50bu36S3aEzUGNPd9UM0Zk7Pom9+9ZwZXBYMsqqvjQJ8Pa9u2dvdMq601266lk8OrgkHz3RsItJEqt4tVVjb1Cdyxw6xvR87NCUd/b7UrszqNDRsgv0BTbQXo3UpZ10jEJGSXlmI2bGVlUxZvmwvo27fp825JXR25DgclLSwrFILNm8FTHKDA4cCKRJptEK3N78miIhjWpw7mzDHZeDk5hLVmZUMDQ7xeVq1QbN0KBx2oYfZs84VbWkpYaz6sqmJsZiaVa1ysWqsZOr2OAV98xvbMYezM6U+vPrUsnv8Fw4sGsa5uIBWOCpz+5Qyp0CwOTqCyYCsl4bUUr1F8kzsN1XstQyvXEqwYwPYBQ8krWEXR4jIaig4jpzSX7f7leEMhinqNYsMWTUOfKsavWcuCrUPpNdhHv147qKmqonjQIMJas7iujuFbtrBwQwnZvTMpHRpBRyK4o9tCB4Pw9UK+Do6i/3Av9RmNuCwr3jOxvBwWLqRx+mGEM20+qq5mus9n9vlYs97iYujbl01+PxGt8fk9VFenP6+nstJklh56KFjOSLz8p99P6IsFLHRNYdB4+LRuJ4fk5Jjeiw0NZqLp09EOB+WB1vexnTtN69vcomjWYvSzN7jgGz5cO4DB0zNY4qziwJwcsh0OKC+n7stlbBtxMEUDNRbgiX1eR8tvNltGKITHskxPx3CY+m9Ws9oaQmhgHSE0k7OyUDU1VL06hy+8hzDoCAfaETE9axsbqf7vPL52TWXqoU7cTvO7NxIOs2rVNiy7xFSPrqhA5+Wz2t9IeU2AsZ5ssiPV7Px8KVUjprAkayeFAS+Tir2or79iUZlN+KBhrLVqmajy6O+rY8sL77Mk52DCk+poXKPZf0wfti6Zx6aVXvInF7Bg8SqG54/BVbyVLR+soXD8OMrWfomzdhC+gXVULN9BdklvdtRswNmYA3lBGrcHyC7Kp6pqK/lWIcHceiLboGh0b5av2UC/rBGEc9eRsypM8f79WPBpGf0GH0iVcw19Kz30m+zj6w/KyB17AFvCGxnrKCDLsZmPP95K34MPIOiqZlJeDutXLKJssZNRR4+iUG2joLAXb3/wJXU7S5l5dA6ZWzdQXlTES3PXM65wBAfkrwfL4gNPNt98pTltmIvCpXOoHjeF//ot+tb4mKLKqFpZSf1R09lZqxjmDTL/rY/xFk9j9AE+HJbNp1+VsWK5hxOOGkhuaDvrfD6em72Nw/v2YWLjfOqGDGHWJiiszOH4jAWEtMWc/sPYsczNEQWrqSjbgH3kQazdaDM2exvzPlvO4OkHUbelkr79bP47p4xhI/ajsHI1rv4+Xp+/hiH9JtOndiGuwnxeW76FYUXjyNw+n8ySEt7bWM3IXsNo3LyQ3qV9mbdsE8P7D2LDiiX06lfA0rU7GNy3kKr1m9A5HrZXR/B5bCLhMJFIBO0PEEETDJtSccp2ElDg8DhQwSAeK4LVEAQsHP4wIZebGrdNBhFctsLdGKTKpchyFKAbKsgvyGLTzjBFBTmEa2rwZ4TJtkporC0nvySHzVuD9OmTjb9qJ9s8YfpaRQQ3L4XS3pRv9DAicxt1bg9r6lyMzXayqWozgYL+FFYraiMr8RYNJ7CuEXfhdvyqgFA1FOTUsm4H5FlufI56ljWGGZhZgB3YziqXh+JILvbONWzLyyGz3oejbg2OknwC1RkEQ9tw5GXTWGWjI1W4sr00bvPjdDYS8GbRsDOCTQMNlg2NESIOi/qwnyytqQ8oQpFGMi0bR0ATtsI43U7AgQtFndMmqEzdNm05cFmauogH3VCLOxDEVtGWjGFtyjw7FXVuN24N2ukkGAkTCQUJhsETjBC2QgQsL9khPxEHNAYc5FNPnTcL3Rgh4glgBd1gaWzCBP1ObJcft3ITCYTxuyI4Ag7CHgXaxq39VCmFFwcWIepDZn2ckSAhy0NEB3BGIgSUhQoGCGZl4qqtx8qB+ogLh8PCdnkINIbIcCsawk4chHDYFoGgwvaH8EYstEOjLQi4bKz6RgiF0BZoy41SEZyBEC4VBm0RtCAjEkE7LawIaIcDy7Zp1IAdRmsXkYYwDQ6biDNi+pLoMMppQyRCY8BCRzQ6AhEL7HCEkG2T5QoSCCqcdpiiiEWdCuPWDpzBIMp2EAmHwVLoYBClNDqsiThsVDBMxOXACgQJu5xY/iD1lgN3JEyjbaOIgLIJuT04wmGsUJhQJEzY4cCKhEFZKB1pKs6nMOPIsf9VRGNpCFqKoGXhDGkCtoW2HSjLwhlqwLJtgv4ItoqgsbF0BAcOAkQIKo2yHThCQbSlsLUiZIEDhSZMWEWrEWtMnxanQrtdjBxQwqknT2nxe3JvM2XKFObPnz9fa93jnlR3BKNuAy4HLtda357m/nuB/wUu1Frf38p8/he4F7hXa/3LNPdfDtwG3Kq1vqqzy1ZKPQOcBpymtX4uzTSvAMcDx2mtX4/e9jkwFZiqtW5WZk8ptQhTpm+01rrVMn2tPP95kydPnjxvXktV/ERP0Y4xfyF2v71kx+xJwSghhBBCCCGEEEIIIfYlPTkY1R2nM8bqLLV0anisCVJLPZq6Mp89Po1SyoFpORgCVrUwTyGEEEIIIYQQQgghhBBCiG+l7qjj8F707zFKKUtr3VS4WSnlAw4CGoC2ytd9En3cQUopn9a6JmE+FhCr3v1ewjSdWfZ/gd8BxwI3Ja6AUmowJuC0luTA0n+BH0SneSplvQ8FMoAPtNb+Np6j2Ac88MCeXgMh0thLdswHekBJOyGEEEIIIYQQQgghxO7V5WCU1npltA/TMZiSePck3H0tkInp81QXu1EpNTI67ZKE+dQqpf4NXAD8Cfh1wnwuAkqBN7XWqxKm6fCygfeBMuBQpdSJWuuXoutkAbdEH/N3nVy/8NnofWcqpe7RWn8RncYD3BB9TIslCMW+5YIL9vQaCJHGXrJjXtCnz55eBSGEEEIIIYQQQgghxG7W5Z5RAEqpIcDHQBHwIibYMx04HFPu7kCtdUXC4zWA1lqlzKcgOp/hmGykz4BRwEnA1uh8VnZl2dFppkfn78QEmtYBR2L6Qs0BjkzNclJKfS/62EbgaaASOBEYEb39dN2FjSk9o4QQQgghhBBCCCGEEEII0Vn7es8oogGiqcAjmEDQr4EhwN3AAanBoFbmUwEcEJ1uaHQ+04GHgSmpgajOLltr/SkwDRO8Oga4FMgBrgOOTlduT2v9AnAY8AFwKvBLIAhcBpzZlUCUEEIIIYQQQgghhBBCCCHEvqo7ekYBoLVeD/yknY9VrdxXCVwSvXT7shOmWQx8v4PTzAGO68g0QgghhBBCCCGEEEIIIYQQ32bdkhklhBBCCCGEEEIIIYQQQgghRDoSjBJCCCGEEEIIIYQQQgghhBC7TLeV6RPi20KlFJmUbmGiR9hLdkw1e3bSdT1jxh5ZDyGEEEIIIYQQQgghxO4jmVFCCCGEEEIIIYQQQgghhBBil5FglBBCCCGEEEIIIYQQQgghhNhlpExfz1FaVlbGlClT9vR6iA6Sl0z0SD11x6ypSbo6xefbQysihBBCCCGEEEIIIcS+paysDKB0D69GWkr30L4i3zZKKT9gA1/t6XURQrTKAoqBLUBkD6+L6LlkP9nz5DXomG/r9trXnvfe+nx68nr3tHUbGf27ZI+uhRCiLT3ts0P0TLKf9AzyOrTft3Vb7WvPe299Pj19vXvS+k0Awlpr9x5ej2YkGNVDKKXmAWite2g6gxACQCnVB9gI9NVab9rT6yN6JtlP9jx5DTrm27q99rXnvbc+n5683j1t3eSYQYi9Q0/77BA9k+wnPYO8Du33bd1W+9rz3lufT09f7560fj35mEF6RgkhhBBCCCGEEEIIIYQQQohdRoJRQgghhBBCCCGEEEIIIYQQYpeRYJQQQnRMDXBt9K8QLZH9ZM+T16Bjvq3ba1973nvr8+nJ692T100I0XPJZ4doD9lPegZ5Hdrv27qt9rXnvbc+n56+3j19/XoE6RnVQ/TkWo5CCCGEEEKIPU+OGYQQQgghhBCt6cnHDJIZJYQQQgghhBBCCCGEEEIIIXYZyYwSQgghhBBCCCGEEEIIIYQQu4xkRgkhhBBCCCGEEEIIIYQQQohdRoJRQgghhBBCCCGEEEIIIYQQYpeRYJQQQgghhBBCCCGEEEIIIYTYZSQYJYQQQgghhBBCCCGEEEIIIXYZCUYJIYQQQgghhBBCCCGEEEKIXUaCUUIIIYQQQgghhBBCCCGEEGKXkWCUEEIIIYQQQgghhBBCCCGE2GUkGLWPUEr9r1Lqa6XUzuhlrlLq+D29XkIIIYQQQoi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\n", 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3MG/VZj38VuqR2u+cvE8JU4PdjXPuGefcB85l6+LSM7O9JJ0saZ6kP6aN/omkzZIuMLN4w6m/lzSijtfUMO2RknpKesfMdprZTvkg+VfDd6rvAWiyFqzZXPN5cBNpriOTE0b00ROXH6ezx+xRM2xD5U5NeOg9nX7jC3plbr0fcgGARkNAGgDSDOrRXn/63BjdeuEh6t+lbc3wZ2et1Kl/eF7PzVpZwtQBaO7i7UYfuVcPHTiwawlTgxbuo+H9CedcdXyEc26jpBcltZd0RGz4KufczDpeUbXC+yXtL2l07PWapDvDZ2pNA2iyFqyJd2jYdAPSktSlfYWuP+dATbz4UA2JBc9nLtuoz9zyii7522t6f9nGEqYQAGojIA0ACU4c2UdPXnGcLv7IkJphqzZt04W3TdV1j87Q9p3VyTMDQILlGyprPu/Zq0OWKYFGF1XPn5Uw/oPwPrw+C3fOrXPOvRN/yde6XhO+51KL+/VML9XRNjYANNTSdanz9YCu7UqYktyN3ae3Hv/WsfreKfuoXUV5zfCnZizXKX94TlfcPV2L1m7JsgQAKA4C0gCQRYc2rfSTT+ynf3zhsFodg9z87Fyd/9cpWrOZyl0A8rMi1vRPn05ts0wJNLou4X19wvhoONX4AbQ4y2J/IPfp0nzO121aleurY4dq0neO07jR/WuGOyfdO22xPnr9s7r6oXe1ahNNEQIoHQLSAJCDY4b10mOXH6PjhveqGTb1wzUa98cXNWflphKmDEBzE3U6JEm9O9OELpq0qCffOmsy58o5N9Y59/U8ph+T6SVpZqHSBACZxAPS/ZpRQDrSr0s7/f4zB+nhy47W8fuk7mG2V1Xr9hfn6ehfTtLP/vderSe3AKBYCEgDQI56dmyj28cfqu+dso8s3KIvWLNF5/z5Zb2zOKlyGQDUtmJjrMYVAWmUVnTy6pIwvnPadADQYixfnzpf9+3c/ALSkf36d9HtFx+muy49QgcPSj3wUrmjWn994UMd88tndNX9b2vhGpryAFA8BKQBIA9lZaavjh2qP58/pqZdtjWbt+u8W17RGwvWljh1AJqDlbEmO3rTZAdK6/3wntRG9LDwntTGNADsljZW7tDm7VWSpDatytSlXUWJU9Rwh+/VQ//9ylG65YIxGtmvc83w7VXVuuOVBTr++sn6zn/e1AfL6fwQQOMjIA0A9fCx/frqn188vObidOO2nRp/+6uauWxDiVMGoKmLPxrbuxM1pFFSz4T3k82s1n2BmXWS9BFJWyW9UuyEAUApxc/Vfbu0lUWPRzZzZqaT9+urhy87Wn+96BCNHpiqMb2z2ume1xfppN89p/G3T9WLs1cph75nAaBeCEgDQD0dPKib7vrSEereobUkaf3WHbrgr1O1eN3WEqcMQFO1bWeV1m7ZIUkqM6lHRwLSKB3n3BxJT0gaIulraaOvltRB0t+dc5uLnDQAKKll62MdEDfj5jqSmJlOGNFH9331KN3xhcN12J7da42f/P5Kfe7WKfr4DS/ov68v0vad1SVKKZC7Wcs3asKD7+p797ypW5+fq7cWreNPlSasVakTAADN2b59O+vvnz9M593yijZu26mVG7fpq3e8rru+dKTahiY9ACASb66jZ8c2Ki/bPWpcoekws3GSxoWvfcP7kWY2MXxe5Zz7TmyWr0p6SdINZnaCpBmSDpd0vHxTHVc2eqIBoIlZuj5VwaQ5tx9dFzPT0cN66uhhPfXqvDW65bm5emrGckUxvBlLN+jb/3lTv3p8pi46aog+e9ggdW3furSJBtJUVztd9+gM3fbiPFVV1w5A79GtnU7bv59OO6Cf9h/QZbd52mF3QA1pAGigUQO66JYLD1GrEFh6c9F6Xf3QuyVOFYCmaMXG3bvGFZqE0ZIuCq+PhWF7xYadHZ841JI+RNJE+UD0tyXtLekGSUc651YXJdUA0ITEm+zo16VlnK8PHdJdf7nwEE369lhdcMRgta1IhYuWb9imXz32vg6/9ml975436dAdTcq/pi7QX57/cJdgtCQtWrtVNz83V2fc9KKO+dUzuu7RGXp3yX63M3IAACAASURBVHpqTjcBBKQBoACO3LuHrjxtRM33f09dqCffW17CFAFoilZsiHdoSHMdKDzn3ATnnGV5Dckwz0Ln3MXOuX7OudbOucHOuW8659aU4CcAQMktiwWkW9ofyHv27KCfjRull39wgr77sX3UK3a9sm1nte5+bZFOv/EFjfvji7p32iJV7qgqYWoB6cHpS2o+H7Znd/3o9JH65EED1Klt7UYhFq3dqpufnavTbnhBJ//uOd006QMtXLOl2MlFQJMdAFAg448aomkL1umhN/0J8ccPvKMj9+6hjm041ALwVmyMdWjYwm5wAQBoLuJtSPdtITWk03Xr0FpfO36oLjlmTz04fYkmvjRP7y5JdeA+feE6TV+4Ttc8PEOfPnSgPnf4IO3RrX0JU4yWaM3m7Xptvv//3Ez60+cOVs/QR8u2nVV64YNVevjtpXryveXaWLmzZr4PVmzS9U/M0vVPzNKYwd00bnR/nXZA/5r+odD4iJIAQIGYmX56xn56afYqrd68XUvXV+r6x9/XhDP2K3XSADQR1JAGAKDpW96Ca0ina9OqXOccMlBnj9lD0xas0z9enqdH3l6m7VW+o8M1m7fr/ybP0c3PztFH9+2t848YrGOG9aKfDBTF0zOWK2qpY8ygbjXBaMmX3RNG9NEJI/rUBKcffHOJnnh3ubbGava/Pn+tXp+/Vlc/9J6OHd5LZ47ur5NG9lH71oRMGxO5CwAF1K1Da/34EyP1zTunS5L+/vI8XXTUEO3Zs0NpEwagSYjf4PbuTEAaAICmKN5kR0utIZ3OzDRmcDeNGdxNV52+TXe9ulD/mrJAi9f5DiCrnfTUjBV6asYKDejaTuceMlDnHrqH+nVpV+KUY3f21IxUM5knjuyTOF08OL152049+d5y3T99sZ7/YFVN29M7q50mzVyhSTNXqH3rcp08so/OPGiAjhnaU63KafG40AhIA0CBnXFgf9316kK9NGe1qp1006TZ+s25B5Y6WQCagFqdGnbiBhcAgKZmR1W1Vm3y52sznmjKpGfHNvra8UP1pWP30qSZK/SPV+br+Q9W1YxfvG6rfvfULP3h6Vkau09vfebQgfrovr0J6qGgKndU6blZqXJ3UpaAdFyHNq007qABGnfQAK3atE0Pv7VUD0xfrGkL1tVMs2V7le6fvkT3T1+iHh1a6/QD+umM0QN08KCuMqP2fyEQkAaAAjMzXXHScL0052VJ0v3TF+sbHx2qIdSSBlq8eECaGtIAADQ9KzZukwtNAPTs2EYVBFETtSov08n79dXJ+/XVnJWb9K8pC3TvtEVau2WHJF9rOqpx2rtTG51zyB76zKGDNLA7bU2j4V6Zu7qm6Y29enbQ3r065r2Mnh3b6KKjhuiio4ZoweotemD6Yt0/fbHmrNxcM83qzdv1t5fn628vz9eg7u115uj+OnP0AA3tnf/6kMKRFQAawSFDuusjQ3tIkqqqnW56ZnaJUwSgKVhBm5QAADRpy9bHmuvgXJ2zvXt11I9OH6lXfniCbjjvIB21d49a41ds3KY/PjNHx/zqGZ1/6xT9760l2r6zukSpxe7g/WUbaz4fNbRHlilzM6hHe33jhGF66orj9L9vHK0vHrOn+qRVIFmwZotunDRbJ/72WZ12w/O6+dk5Nc3WID/UkAaARvLNE4brxdm+lvSD05fo/526r3p0pEYk0FLtqKrW6s3bJflHgHvQizcAAE0OHRo2TJtW5TrjwP4648D+mrdqs+56baH+89qimmZQJOmF2av0wuxV6t6htc4c3V/njBmokf07lzDVaI4+XJWqxVyf2tFJzEyjBnTRqAFd9INTR2jK3NW6f/piPfr2Mm3ctrNmuneXbNC7Szboukdn6pDB3XTG6P76+P79anWsiGQEpAGgkRy2Z3eNHthV0xeu0/aqav132iJdeuzepU4WgBJZvWl7zeceHdrQjiIAAE1Q7aeZCCw1xJCeHfT9U/bVFScN19MzVujOVxfo2Vkra5pEWbN5u25/cZ5uf3Ge9uvfWeeM2UNnjh6gbvxpjxzMjQWk92yk5jHLy0xHDe2po4b21E/PHKXJ76/Q/W8s0aSZK7S9KlXD/7X5a/Xa/LWa8OC7OnRId500so9OHtlXg3rQPE0SAtIA0Ig+e9ggTV/oO0f499SF+uIxe9EJAtBCVYY27iSpfevyEqYEAAAkiZ5mkkRNxwKpKC/TKaP66pRRfbV43Vbd/epC3f3aQi2NNY/ia5u+p58/MkMnjuijcw7ZQ8cO68Uf+EgUryG9V8/Gb8+5bUW5ThnVT6eM6qcNlTv0+DvL9OCbS/TSnNWqqvb/slQ7acqHazTlwzW65uEZ2rdvJ508so9OGtlXowZ0JhYQQ0AaABrR6Qf208/+9542btupD1dt1itz1+jIvRvevhWA5mdndaoWRUU5F6MAADRFq2JPNPXsREC60AZ0badvnTRcl50wTC/OXqV7Xl+kx95dVtOe9I4qp0ffWaZH31mm3p3a6JMHD9A5Y/bQ0N6dSpxyNCUbK3doZegsvKLcNKBbu6Kuv3PbCp1zyECdc8hArdq0TY++vVQPvrlEr81fW/MEgCTNXLZRM5dt1A2TZqtfl7Y6dVQ/nXXwAO3Xn+A0AWkAaETtW7fSuIMG6B+vzJck/XvqAgLSQAu1fWfq6rSC2j4AADRJ8baOe9J0RKMpLzMdO7yXjh3eS+u37tBDby7Rf15fpDfD06WS7wjx5mfn6uZn52r0wK4655A99IkD+6tz24oSphxNwbxVW2o+D+7RQeVlpQvu9uzYRhccOUQXHDlEKzZW6v+zd+fxcdXn3fe/l1ZrsSTvi2QWg43ZYltQcDAEDIlxKAHHQNPcTwjQpmkLd0lT0jS5wx2WLE3ztCElhd59+oQQmjRLgwlLgLKEfQmJBWaxjcHY2JJX2ZatxVrnuv+YkXRGsSTbkuacM/N5v156nZk5Z878DPbROddc5/t7cu1OPb5mh55/tzFt4s5t+9p11wsbddcLG3XCtPFaUVut5QurczarnoI0AIyxT55xVF9B+tE3t2tPa6cmcnIL5Jxgh3QBHdIAAETS7kBBmgnJM6OypFCfWnS0PrXoaL2zo1m/WFWvla829HXAStJrW5r02pYm3frgGi07ZbouP61GZx03OdRCJMLzXmNL3+Oxyo8+ElPHj9MnzzhKnzzjKLV2dOvZ9bv0+JodenLdTu070NW33ds7mvX3j6zTPzy6TouPn6zLamu09ORpKi3KnTJt7vxJASAkJ82s0PxZVVrdO7nhqnr92Ydmhz0sABnW1UOHNAAAURfMkJ5UThNJps2ZNl5fvuhE/e2FJ+iZ9bv0i1X1emLtjr7zqI7uhO5/bavuf22rplUUa/nCal1WW6O504j0yCXp+dHRKUgHlRUX6KOnztBHT52h7p6EXnpvt+6ra9Ajb27XgdTcMgmXnnunUc+906iyonx99NRkpMeiYycpL8u/bIldQdrMLpd0rqQFkuZLGi/px+7+qSPYV42kWyUtkzRJ0jZJv5R0i7vvHbVBA8h5/+OMWX23n/3klc36zDnH5nxmFJBrugIzcRfmUZAGACCKdgczpMvokA5LQX6eLjhxmi44cZr2tHbq/tca9ItV9Xpr6/6+bXbs74/0OLW6Uitqq/Wx+TOZjDIHBAvSUeqQHkxBfp7OmTNF58yZoq8t79ajb27XvXX1eum93X2Z062dPfrFqnr9YlW9jppYqitOq9Hlp9doRmVm87EzJXYFaUk3KlmIbpFUL2nekezEzI6T9KKkqZLul7RO0hmSPidpmZktdvfdozJiADnv4g/M1NceWquWjm6919iq32zco0WzyZIGckl3oEOayA4AAKKnvatHLR3dkpITpVWUxLFkkn0mlhXpmsXH6prFx2rN1v36xap6PbC6IW0Cyjca9umNhn36xq/W6rwTpmhFbY3OnzdV4wrzQxw5xkrcCtJBZcUFuuy0Gl12Wo0amg7ol682aGVdvTbs6v8zbd7Tpn96fL1ue2K9zpkzRZ/4g1m64MSpKi7Inr/PcTy6fl7JQvS7SnZKP3WE+7lTyWL09e7+vd4Xzew7qc/4hqS/GNlQASCprLhAly6YqR//ZrMk6Z+feEdn/tlEuqSBHNIVyJAmsgMAgOgJTmg4qayYc/UIOmlmhb468yR9+aJ5eu6dXbq3rkGPr9nRN3lcd8L1xNqdemLtTlWMK9DF82fqstpq1R41gf+fWcLdtTFQvD12SrwK0kHVVSW6bsnxuva84/R6/T7dW1ev+1/b2pc3nXDpmfW79Mz6XZpQWqjlC6v1iT+YpXnTK0Ie+cjFriDt7n0F6CM9mJjZbElLJW2SdMeA1TdJ+qykK83sBndvFQCMgqvOOkY/eWWzEi699N5uPbB6qy5dUB32sABkSFd3sCDNBREAAFETjOsgPzraCvPzdP68aTp/3jTtO9Clh9/YppV19frtpv701f3t3frP32zWf/5ms46eVKoVC2v08YXVOmpSaYgjx0g1tnSqOXUnQ3lxgaZkQUSLmWn+rCrNn1Wl/3XRiXpszQ79/Ldb9Py7jX3b7G3r0g9e2KQfvLBJH6ip1B+dPksfmz9TlSWFIY78yMWuID1Kzk8tH3P3RHCFuzeb2QtKFqwXSXoy04MDkJ3mThuvq886Vne9sFGS9PVfrdW0inE681g6pYFc0J1gUkMAAKJsd2ugQzoLily5orKkUJ884yh98oyj9P7uVt33aoNW1jVo8562vm3e392m255IRiCcccxErait1kUfmKGKcfEs5uWy93f3940eM7k0666lxxXm65L5M3XJ/JnasqetL1e6oelA3zav1+/T6/X79LWH1uiiU2foitNrYjcRYq4WpE9ILdcPsv4dJQvSczVMQdrMVg2y6oiyrQFkt89/ZI4een2rdjZ3aFdzh/74/3tZk8uLdeKM8Tp/3lR94g9mqbQoVw/NQHYLTmpYQEEaAIDIaWwOTmhIh3QcHT2pTH/94bn63AVztOr9vbq3rkEPvb5Vze3dfdu8smmPXtm0Rzc98JY+ctI0XVZbo3PmTOb8LCaChdmaquzudp81sVSf/0jy7/MLGxr189/V67/f3K7O1HVFR3dC973aoPtebdBHT5muf/3UaSGP+NDlatWjMrXcN8j63terMjAWADlk/LhCffPjp+ovfrSqr1uysaVDz73ToefeadT3fv2uvnrxSVq+kCgPINt0BSY1LIxR9wIAALmiMdAhPXk8HdJxZmY6/ZiJOv2YibrpYyfpibU7tLKuQc+s36We1HVYR3dCD72+TQ+9vk2Ty4t16YKZWlFbrZNmVGRd1202qd/bX5CunlAS4kgyJy/PdM6cKTpnzhQ1tXXq/te26me/3aI12/b3bXPOnCkhjvDw5WpBeji9Rx4fcitJ7n7Qrx9SndO1ozkoANnhwydN00PXn63/eOl9PbA6/dv6Pa2d+pufv6bpleO0aPakEEcJYLR19zCpIQAAUZaWIU2HdNYYV5iviz8wUxd/YKZ2NXfogdVbtbKuXm9t7S/mNbZ06PvPb9T3n9+oedPHa0VttS5dUK1pFeNCHDkOJtghXV2VGwXpoKrSIl111jG66qxj9GbDPv38d1v02Fs7dPH8GWEP7bDkakG6twO6cpD1FQO2A4BRNW96hb7x8VN166WnaPOeNj27fpf+7ZkN2rqvXQmXrv/Jq3r4c+doMtl1QNZIj+yg6wYAgKjZ3UKGdLabMr5Yf3r2sfrTs4/Vuu37dV9dMu5gZ3P///t125v1zYfX6VuPrNPZc6bostpqLT1pukqK8kMcOXo15GCH9GBOqa7UKdWVuuljJys/Zndg5mpB+u3Ucu4g6+ekloNlTAPAqMjPMx07uUzHTi7ThSdP10W3P6c9rZ3a2dyhm+5/S3f8P9xoAWSLtMgOOqQBAIicxmCHdDkd0tlu3vQKffmiCn1x2Ty98G6jVtbV69G3tqu9K9lEkHDp2fW79Oz6XSorytdFp87QitoanXnsxFhNHpdtcr1D+mDiVoyWcrcg/VRqudTM8ty9r2XJzMZLWizpgKSXwxgcgNw0vXKcbvvEAl111yuSpMfWbFdLR7fKi3P1UA1kl660yI74nTQCAJDtGgMd0pPL6JDOFfl5pg/NnaIPzZ2i5vYuPfrmdq2sa9BL7+3u26a1s0f/tape/7WqXtVVJVq+cKY+vrBGx08tD3Hkucfd0zqka3K8QzrOsro9x8wKzWyemR0XfN3dN0h6TNIxkq4b8LZbJJVJusfdWzMyUABIOXfuFJ00I5ka1NXjev6dxpBHBGC09E5kKolZ3AEAiKDdrf0d0pPH0yGdi8aPK9QVp8/STz67SM//3RL97YUnaPbksrRtGpoO6I6nNujD33lGl97xgu55aZP2BP7uYOw0tXXpQFePJKmsKF+VJYUhjwhHKnZtd2a2XNLy1NPpqeUHzezu1ONGd/9C6nG1pLWS3ley+Bx0raQXJd1uZhektjtT0hIlozq+MhbjB4DhLJk3pW+23Kff3qllp0wf5h0A4qCLSQ0BAIisRMLTiooTmdQw59VMKNV1S47Xtecdp9X1+7Syrl4PrN6qprauvm1Wb2nS6i1N+tpDa7TkhKlaUVutJfOmqriAvOmxkBbXMaFEZtx1GFexK0hLWiDpqgGvzU79SMni8xc0DHffYGanS7pV0jJJF0naJul2Sbe4+55RGzEAHIbz503VHU9tkCQ99fZOuTu/aIEskFaQjmHOGwAA2azpQJd6UnczjR9XQEERfcxMC2ZVacGsKt34hyfpqbd36r66Bj25bkffHCFdPa7H1uzQY2t2qLKkUB+bn8ybXjirimu5UVS/l/zobBG7grS73yzp5kPcdpOkQf/lu/sWSdeMxrgAYLQsmDVBVaWFamrr0o79HVqzbb9OnlkZ9rAAjFB3D5EdAABE1e5gfnQ5+dE4uKKCPF148nRdePJ07W3t1ENvbNPKunq9urmpb5t9B7r0o5c360cvb9axk8u0YmG1li+s1qyJpSGOPDsM7JBGfHE1BAARk59n+tCcKX3Pn357V4ijATBaugIFaSY1BAAgWhpb+uM6JhHXgUMwoaxIVy46Wvddu1i/vuFc/dX5x/9e1+7Gxlb90+Prdc63n9If/dtL+tlvN2t/e9cge8RwGtI6pCnwxxkFaQCIoCXz+gvSLwdmdwYQX2RIAwAQXU1t/QXpCRSkcZhmTynXDUtP0HNfXKKffnaRPnH6LJUXp4cSvLJxj/7u3jf0B19/Qn/1k1f11Ns71R04P8TwGpra+h7PrBoX4kgwUrGL7ACAXBCM6Ni8p22ILQHERXeCgjQAAFG1NzBR3YTSwhBHgjjLyzMtmj1Ji2ZP0s2XnKzH1+7Qyrp6Pbt+l1IR5eroTujB1Vv14OqtmlxerEsXzNSK2mqdNKOCvOlhBCM7aojsiDUK0gAQQcFfrlubDqgn4cpnEjQg1jq7gxnS/HsGACBK9gY6pKtK6ZDGyJUU5euS+TN1yfyZ2tncrgde26p76xq0dtv+vm0aWzr0/ec36vvPb9S86eO1orZaly6o1rQKun8PhsiO7EFBGgAiqLSoQJPLi9TY0qmuHtf2/e3MIgzEXHqHNAVpAACipCmtIE2HNEbX1PHj9JlzZusz58zW2m37dd+rDbrv1Qbtau6fTHPd9mZ98+F1+tYj63T2nCm6rLZaS0+arpKi/BBHHh1tnd19dzIU5pumjmfy0TijIA0AEVU9obRvcpUte9ooSAMx1502qSGRHQAARElTWmQHHdIYOyfOqNCJMyr0xQtP0AsbdmtlXb3++63tau9KNi8kXHp2/S49u36Xyory9dFTZ2hFbbUWHTtJeTl812ywO3pGZUlO/7fIBhSkASCiZk0o0eotTZKSBelFsyeFPCIAI9EZmLSmII+CNAAAUUKGNDKtID9P586donPnTlFze5cefXO7VtY16KXApPatnT36xap6/WJVvaqrSrR84Ux9fGGNjp9aHuLIw1HfFIzroFkr7ihIA0BEzZrYn4m1JfBtMIB4Cs6iTmQHAADR0kSGNEI0flyhrjh9lq44fZbq97bp/te26t66er23q7Vvm4amA7rjqQ2646kNml9TqRW1NfrY/JmaWJYbf1/T8qOZ0DD2KEgDQETNmtBfkK7f0xbiSACMhi4iOwAAiKzgpIZEdiBMNRNKdd2S43Xtecdpdf0+rayr14Ort6Z18a+u36fV9fv0tYfWaMm8qbqstlpL5k1VcUH25k030CGdVShIA0BEzZrY/0t2y14K0kDcdQUjO+iQBgAgUpqI7EDEmJkWzKrSgllVuvEPT9LTb+/UyroGPbluR1+jQ3fC9fiaHXp8zQ5VlhTqY/NnaEVtjRbOqpJZdp1v0iGdXShIA0BEBTukt+whsgOIu+5Ef4d0ER3SAABEhrur6UB/QbqSgjQipqggT0tPnq6lJ0/X3tZOPfTGNq2sq9erm5v6ttl3oEs/enmzfvTyZh07uUwfX1itjy+sTouCjLNgh3QNHdKxR0EaACJqZlWJzCR3aUdzuzq6e7L6Fiwg26V3SFOQBgAgKpo7utWT+uK4tCifc25E2oSyIl256GhduehovberRb98tUH31jWkFWw3NrbqO4+v13ceX68zjp2oy2qr9dFTZ6hiXHy/bKFDOrtQkAaAiCoqyNOMinHauq9d7slfwLOn5N5sykC2CGZIF+Rl1y2UAADEWVNrMK6D/GjEx+wp5fqbpSforz88V7/dtEcr6xr0qze2qaWju2+bVzbu0Ssb9+ir97+lpSdP14qF1TpnzuRYNUh0die0o7ldkmQmTa8cF/KIMFIUpAEgwmomlmrrvuQv3i0UpIFY6w50SBcVxOcCAACAbBec0LCKuA7EUF6e6czZk3Tm7Em65dKT9diaHbqvrl7PvtPY1/3f0Z3Qg6u36sHVWzW5vFiXLpipFbXVOmlGReTzpnfsTzZpSdKU8mLuYsgCFKQBIMJmTSjVKxv3SJK27GFiQyDO0iI76JAGACAyggVpOqQRd+MK83XJ/Jm6ZP5M7Wxu1wOvbdXKugat2ba/b5vGlg59//mN+v7zGzVv+nitqK3WpQuqNa0imp3H9cR1ZB0K0gAQYbMm9v+y3bKXgjQQZ8HIjsIY3SIJAEC2a2rrj+ygQxrZZOr4cfrMObP1mXNma+22/brv1Qbd92qDdjV39G2zbnuzvvnwOn3rkXU6e84UXVZbraUnTVdJUXS6kIP52NVMaJgVKEgDQIRND3xD3djcOcSWAKIu2CFNQRoAgOhoIrIDOeDEGRU6cUaFvnjhCXphw27dV1evR9/arvau5DlqwqVn1+/Ss+t3qby4QBedOl0ramt0xjETlRfy3X1MaJh9KEgDQIRVBW4ZDJ4oA4if7kRgUsN8IjsAAIiKvW1MaojcUZCfp3PnTtG5c6eopaNbj7yxTSvrGvTSe7v7tmnp6NbPf1evn/+uXtVVJVpRW62PL6wObU6jhqb+u4Vr6JDOChSkASDCJgQ6NPZSkAZijQ5pAACiKb1DmoI0ckd5cYGuOH2Wrjh9lur3tumXrzZoZV2D3mts7dumoemAvvfrd/W9X7+r2qOqtKK2Rhd/YEZG/62kRXbQIZ0VKEgDQIRNKAt2SHcNsSWAqEsvSNMhDQBAVKR3SBPZgdxUM6FU//P8ObpuyfF6bUuTVtY16IHVW7XvQP+/j7rNTarb3KRbH1yjC06cqhW1NTp37hQVFYxts0XapIZVpWP6WcgMCtIAEGFVdEgDWaM7MKlhQR4d0gAAREXwPJvIDuQ6M9PCoyZo4VETdOPFJ+qpdbu0sq5ev163sy+CrrMnoUfe3K5H3tyuiWVFumT+TK2ordap1ZUyG93Gi+b2Lm3ek4zsyDNp1kQ6pLMBBWkAiLCqkv4T4n0HupRIeOgTSgA4fO6eliFNhzQAANERvBORSQ2BfsUF+Vp2ynQtO2W69rR26sHVW7Wyrl6r6/f1bbOntVN3v7hJd7+4SXOmlmtFbY2WL5ypGZWjUzh+o2GfPHUaPXfaeJUWUcrMBvxfBIAIKyrIU3lxgVo6upVwaX97F7l2QAx1pXVH26h3jgAAgCPXdIAOaWA4E8uKdNVZx+iqs47RuzubtbKuQfe92qBt+9r7tnlnZ4v+4dF1+vZ/r9Pi4yZrRW21Ljx5usqKj7z8uHpLf/F7wayqEf0ZEB0UpAEg4qpKC9XS0S0pmW9HQRqIn+4EExoCABBVTa10SAOH4/ip4/XFZfP0haUn6OX3duveugY98uY2tXX2SJLcpeffbdTz7zaqtOhNLTtlui6vrdGi2ZMO+47f1Vua+h7PpyCdNShIA0DETSgt6pvEYW9bp45VWcgjAnC4uroDHdLEdSDHmFm+pJslfUrSDEnbJP1Y0s3u3h3i0ABAXT0JNaeaP/JMqhhHQRo4VHl5prOOn6yzjp+sry0/WY++uV0r6xr0wobGvpiNts4eraxr0Mq6Bs2sHKflC6u1orZGx08tP6TPWF0fKEjXUJDOFhSkASDigl0aTUxsCMRSFx3SyG1/J+k6SVdJekPSByT9UFKHpK+FOC4ASMuPriwpZL4W4AiVFhVoRW2NVtTWaNu+A/rlq1t1b1293t3Z0rfN1n3tuvPpDbrz6Q2aX1OpFbU1+tj8mZpYdvC7gHfsb++LBBlXmKe50w6tiI3ooyANABEXzLHbG7idEEB8dPcwoSFy2lmSHnT3B1PPN5nZA5LODHFMACApOXF4L6LxgNExo7JEf3necfqLc2frzYb9ureuXg+s3qo9rf0NVqvr92l1/T597aE1WjJvqi6rrdGSeVNUXJDfv00gruPU6koV0NiRNShIA0DETQh0SO+lQxqIpa6e/g7pgjxOpDG2zOxySedKWiBpvqTxkn7s7p8a4j01km6VtEzSJCVjNX4p6RZ33zvCIT0v6Vozm+fu68zsJEnnS/r7Ee4XAEZsoE25ZwAAIABJREFUf3t/QbpiHCUSYDSZmU6tqdSpNZX6yh+eqKff3qWVdfV6cu1OdabOj7sTrsfX7NDja3aoqrRQH/vATK2ordaCWVVa9X7/KQhxHdmFoy0ARFywUyN4SyGA+AgWpOmQRgbcqGQhukVSvaR5Q21sZsdJelHSVEn3S1on6QxJn5O0zMwWu/vuEYznH5Qsiq8xsx4lr0G+4e53jmCfADAqgh3SFSXkRwNjpTA/Tx85aZo+ctI0NbV16qHXt2llXb3qNvd3QTe1dek/Xn5f//Hy+6quKlFD04G+dUxomF1o0QGAiKNDGoi/rrTIDk6/MOY+L2mupApJf3kI29+pZDH6endf7u5fcvfzJd0m6QRJ3whubGZfNzMf5ue8wFs+IenTkv6HpNrU42vN7E9H+gcFgJHaT0EayLiq0iJ9atHRWnntYj31hfN0/fnHq7qqJG2bYDF6Qmmhzj5+cqaHiTFEhzQARNyEMjqkgbhLi+ygII0x5u5P9T42G7oj38xmS1oqaZOkOwasvknSZyVdaWY3uHtr6vXvSvrRMMPYHHj8/0r6R3f/aer5G2Z2tKQvS/r+MPsBgDEVLEhXUpAGMu7YyWX6m6Un6K8/PFe/3bRH99bV6+E3tqulo1uSdOHJ0/TVj52cdl2M+KMgDQARlzapIR3SQCx1J/o7pIuI7EC0nJ9aPubuieAKd282sxeULFgvkvRk6vVGSY2H8RmlknoGvNYj7tYEEAH727v7HleMoyANhCUvz3Tm7Ek6c/Yk3XLJKXr+3UZNLCvUaUdPDHtoGAMUpAEg4tIL0nRIA3FEhzQi7ITUcv0g699RsiA9V6mC9BF4UNKXzGyjpLckLZT0N5LuGe6NZrZqkFVD5mIDwKHaR4c0EDklRfn6yEnTwh4GxhAFaQCIuKpAhnQTHdJALKUVpPPokEakVKaW+wZZ3/v6SGYS+itJX1N/VvU2Sf8u6dYR7BMARkV6hjQlEgDIBI62ABBxwawsIjuAeApOalhUQIc0YqX3GxQfcqshuHuzpL9O/Rzue0876KCSndO1RzomAOhFhzQAZB5XRAAQcWVF+SpMZc62dyXU3jUwhhNA1HXTIY3o6u2ArhxkfcWA7QAgq+xvD3RIkyENABlBQRoAIs7MVMXEhkCsBTukC8mQRrS8nVrOHWT9nNRysIxpAIg1OqQBIPO4IgKAGJgQyJHe28rEhkDcBDOkKUgjYp5KLZeaWdpfTjMbL2mxpAOSXs70wAAgE/Yf6O57XEFBGgAygisiAIiBYIc0ExsC8dOdCER25BPZgehw9w2SHpN0jKTrBqy+RVKZpHvcvTXDQwOAjKBDGgAyj0kNASAG0jqk2+iQBuKGyA5kkpktl7Q89XR6avlBM7s79bjR3b8QeMu1kl6UdLuZXSBpraQzJS1RMqrjK2M+aAAIQSLhag5kSI8fR4kEADKBoy0AxMCEQIf0HjqkgdhJj+ygQxpjboGkqwa8Njv1I0nvS+orSLv7BjM7XdKtkpZJukjSNkm3S7rF3feM+YgBIAQtnd1KpL4zTk4kzpfGAJAJFKQBIAaCeXYt7d1DbAkgiroDHdIFeVzsYmy5+82Sbj7M92yRdM1YjAcAomp/IK6D/GgAyByuiAAgBsqL+78/bOkgsgOIGyY1BAAgesiPBoBwcEUEADGQVpCmQxqInfQMaSI7AACIgmBBumIcBWkAyBQK0gAQA+WBCVaaOyhIA3HTTYc0AACRs/9A/3k1kR0AkDlcEQFADIwPdEi3UpAGYicY2VFAhzQAAJGQniHNFFsAkCkUpAEgBoId0i0UpIHY6UoEIzs4/QIAIAr2t5MhDQBh4IoIAGKgjAxpINa6uoORHXRIAwAQBWRIA0A4KEgDQAwEIzvIkAbipzvQIV2Qx+kXAABREIzsoEMaADKHKyIAiIG0yA46pIHYCWZIFxZw+gUAQBSkdUhTkAaAjOGKCABioLyYDGkgztIK0nlEdgAAEAX7A40edEgDQOZQkAaAGCgr6i9It3X2qCdw+z+A6OvuCUR2MKkhAACRkJ4hXTDElgCA0cQVEQDEQF6epXVJt3bSJQ3ESVfgSyQmNQQAIBrSMqRL6ZAGgEyhIA0AMZEW20GONBArXd2ByA46pAEAiIT0DmkK0gCQKVwRAUBMlBXn9z0mRxqIl+5Ef0G6gAxpAAAiYX87kxoCQBgoSANATJQHujaa6ZAGYqUzkCFdWMDpFwAAYevqSai9K/mFcX6eqawof5h3AABGC1dEABAT44ORHXRIA7HS3ROI7Mjj9AsAgLAFGzzKiwtkxh1MAJApXBEBQEykTWpIQRqIle4eJjUEACBKmgNxHePHFQyxJQBgtFGQBoCYKB/HpIZAXHUGOqQLmNQQAIDQBTukxzOhIQBkFFdEABATwQ7pZjqkgVgJTmpIhzQAAOHbT4c0AISGgjQAxESwIE2HNBAvXd3ByA5OvwAACFuwQ7qCgjQAZBRXRAAQE2mRHR1dQ2wJIGq66JAGACBS9h8IdkgT2QEAmURBGgBiIq1DmsgOIFaCkxoW5HH6BQBA2NIzpOmQBoBM4ooIAGJifFqHdE+IIwFwuLoCkxoWFnD6BQBA2ChIA0B4uCICgJhIz5AmsgOIk65Ah3RhHpEdAACErbmdyA4ACAsFaQCICSI7gPjqTsuQ5vQLAICw0SENAOHhiggAYqIsUJAOnkADiL6u7v6CdAGTGgIAELrmDjqkASAsFKQBICbSM6QpSANx0pUIRHbQIQ0AQOjokAaA8HBFBAAxEYzsaKUgDcRKIlCQzjM6pAEACNv+QEG6goI0AGQUBWkAiInyAR3S7j7E1gCiJBH495rPpIYAAISOSQ0BIDyxLEibWY2Z3WVmW82sw8w2mdl3zWzCYe7nbDO7P/X+djPbbGYPm9mysRo7AByp4oJ8FaVu9e/qcXUEMmkBRFugQVrUowEACB+RHQAQntgVpM3sOEmrJF0j6RVJt0l6T9LnJL1kZpMOcT9/Kek5SReklrdJekbSuZIeMbOvjP7oAWBkBnZJA4i+YFyHJBmRHQAAhI4OaQAIT+wK0pLulDRV0vXuvtzdv+Tu5ytZUD5B0jeG24GZFUr6e0ntkk5z9yvd/cvufqWk0yV1SPqKmRWP2Z8CAI5AMEe6pZ2CNBAHxHUAABAtXT0JtXcl7zbMM6msKD/kEQFAbolVQdrMZktaKmmTpDsGrL5JUqukK82sbJhdTZRUKWm9u78dXOHuayWtl1QiqXwUhg0Ao6asmA5pIG6I6wAAIFqCcR3lxQXcvQQAGRargrSk81PLx9w9LTzV3ZslvSCpVNKiYfazU9IuSXPNbE5whZnNlTRH0mvuvntURg0Ao2Q8BWkgdoId0lzwAgAQPuI6ACBccUvuPyG1XD/I+neU7KCeK+nJwXbi7m5m10n6kaRVZnafpK2SqiV9XNJbkv74UAZkZqsGWTXvUN4PAIejrLj/dkIiO4B4SIvsoCANAEDomNAQAMIVtyNvZWq5b5D1va9XDbcjd/8vM9sq6SeSPh1YtUPSD5ScKBEAIqW0qP+w3dbVE+JIABwqIjsAAIiW/YEO6Qo6pAEg4+IW2TGc3ss8H3IrSWb2KUlPSHpO0olKRn2cqGRn9b9I+umhfKC7n3awH0nrjuQPAABDKQ1MuHKgkw5pIA56AhXpPDqkAQAIHR3SABCuuBWkezugKwdZXzFgu4NK5UTfpWQ0x5Xuvs7dD7j7OklXSlol6QozO2/kQwaA0RMsSLd20CENxIEHIjvyaJEGACB0FKQBIFxxK0i/nVrOHWR97wSFg2VM91oqqVDSMweZHDEh6dnU09OOZJAAMFZKA5MaHiCyA4gFIjsAAIgWJjUEgHDFrSD9VGq51MzSxm5m4yUtlnRA0svD7Kc4tZwyyPre1zuPZJAAMFZKC/s7pNuI7ABigcgOAACiJdghXVFChzQAZFqsCtLuvkHSY5KOkXTdgNW3SCqTdI+7t/a+aGbzzGzegG2fSy0vN7MPBFeY2QJJlyuZQ/3r0Rs9AIxcsEOayA4gHojsAAAgWuiQBoBwxfGrwGslvSjpdjO7QNJaSWdKWqJkVMdXBmy/NrXsuwJ091fM7AeSrpH0WzO7T9L7Sha6l0sqkvRdd39rDP8cAHDY0ic1pCANxAGRHQAARAsZ0gAQrtgded19g5mdLulWScskXSRpm6TbJd3i7nsOcVd/qmRW9NWSLpQ0XtJ+Sc9L+nd3/+koDx0ARixtUkMiO4BY6HEiOwAAiJL0gjQd0gCQabErSEuSu29Rsrv5ULY96JWfJ++fvTv1AwCxUFoUmNSQDmkgFhJkSAMAECn70yI7YlkWAYBYi1WGNADkOjqkgfjxYGQHZ14AAIQubVJDCtIAkHFcFgFAjJAhDcQPkR0AAERLS0d/Qbq8mMgOAMg0CtIAECPByI42CtJALCQCBel8CtIAAISuJdAhXU6HNABkHAVpAIiRYIc0BWkgHjxQkKYeDQBA+FrTOqQpSANAplGQBoAYSS9IkyENxEFPov8xkR0AAIQrkXC1dFKQBoAwUZAGgBgJRna00iENxEJaZEceBWkAAMLU1tXTN+FwSWE+v5sBIAQUpAEgRsYV5vXd8t/ZnVBPwod+A4DQJdIiO7joBQAgTORHA0D4KEgDQIyYmUoLie0A4iSRFtkR3jgAAIDUEsiPHk9cBwCEgoI0AMRMaeDEmYkNgegjsgMAgOgIFqTLKEgDQCgoSANAzKRPbEhBGog6IjsAAIiOtMgOCtIAEAoK0gAQMyWByI7WDiI7gKgLFqRpkEa2MbMPmdkDZtZgZm5mVx9kmy+b2W/NbL+Z7TKzB83slBCGCwBpHdJkSANAOChIA0DMBG8tPNBFhzQQdcG5R/PpkEb2KZf0pqTPSTowyDbnSbpT0lmSzpfULekJM5uYiQECQBAZ0gAQPo6+ABAzwcgOOqSB6Eskgh3SFKSRXdz9YUkPS5KZ3T3INhcGn5vZlZL2SVos6cExHiIApGlp7+p7TIY0AISDDmkAiJlgQfoAGdJA5PWkZUiHOBBkBTO73My+Z2bPpSIw3Mx+NMx7aszsLjPbamYdZrbJzL5rZhMyNe4Bxit5HbI3pM8HkMOI7ACA8HH0BYCYKS3qP3QzqSEQfR6M7CBEGiN3o6T5klok1UuaN9TGZnacpBclTZV0v6R1ks5QMmJjmZktdvfdYzri3/fPkl6T9FKGPxcA1NLRf/7MpIYAEA46pAEgZoId0m2dRHYAUZc+qSEFaYzY5yXNlVQh6S8PYfs7lSxGX+/uy939S+5+vqTbJJ0g6RvBjc3s66mu66F+zjvSwZvZdySdLekyd+dbVQAZ19LRH9lBQRoAwsHRFwBiJr0gzbU8EHU9CSI7MHrc/anexzbMXygzmy1pqaRNku4YsPomSZ+VdKWZ3eDuranXvytpyAgQSZsPY8jB8dwm6Y8lLXH3945kHwAwUi3tgcgOCtIAEAqOvgAQMyWByI5WCtJA5BHZgRCdn1o+5u6J4Ap3bzazF5QsWC+S9GTq9UZJjaM9EDP7ZyWL0ee5+7rDeN+qQVYNGVUCAINJi+wgQxoAQkFkBwDETFnapIZEdgBRR2QHQnRCarl+kPXvpJZzj/QDzKzczBaY2QIlry2OSj0/KrDNHZKukfRJSXvNbHrqp/xIPxcAjlQwsmM8HdIAEAqOvgAQM0R2APESjOygQRoZVpla7htkfe/rVSP4jNMlPRV4fkvq54eSrk69dm1q+eSA994i6eahdu7upx3s9VTndO3hDRUApJaO/oaOMgrSABAKjr4AEDOlgcgOCtJA9AXq0XRII2p6/0L6kFsNwd2fDuxnsG34iw8gMlqJ7ACA0BHZAQAxk94hTWQHEHVOZAfC09sBXTnI+ooB2wFA1msOTGpIZAcAhIOCNADETGkxHdJAnPQEC9KceSGz3k4tB8uInpNaDpYxDQBZJ5ghTWQHAISDyyIAiBkypIF4IbIDIerNdl5qZmnn/WY2XtJiSQckvZzpgQFAGLp7EmrvSkiSzNLPqwEAmUNBGgBipqSw/8S5tYPIDiDqiOxAWNx9g6THJB0j6boBq2+RVCbpHndvzfDQACAUafnRxQUyfi8DQCi4PwUAYiZ4a+GBLjqkgajrSQQL0iEOBFnBzJZLWp56Oj21/KCZ3Z163OjuXwi85VpJL0q63cwukLRW0pmSligZ1fGVMR80AEREcyCuo5y4DgAIDUdgAIgZIjuAeEmL7KAijZFbIOmqAa/NTv1I0vuS+grS7r7BzE6XdKukZZIukrRN0u2SbnH3PWM+YgCIiJbA3YUUpAEgPByBASBm0grSRHYAkZcgsgOjyN1vlnTzYb5ni6RrxmI8ABAnwbi78nGUQwAgLGRIA0DMlBb1nzy3dfWk5dMCiJ4EkR0AAERCczsd0gAQBRSkASBm8vNMRQXJw7e7+mYKBxBNwciOfCrSAACEhsgOAIgGCtIAEENlaTnSxHYAURaM7DAiOwAACE0LHdIAEAkUpAEghtJiO5jYEIi09AzpEAcCAECOayFDGgAigYI0AMRQ2sSGFKSBSAtmSOfTIQ0AQGiI7ACAaKAgDQAxVEpkBxAbwQxpIjsAAAgPkR0AEA0UpAEghojsAOIjPbKDgjQAAGFp7SSyAwCigII0AMQQkR1AfAQL0vmceQEAEJpmOqQBIBK4LAKAGCohsgOIjWBkBx3SAACEhwxpAIgGCtIAEENlRHYAsdETqEiTIQ0AQHhaKUgDQCRQkAaAGCohsgOIDSeyAwCASEiL7CBDGgBCw2URAMRQWXGgIN1BZAcQZUR2AAAQDUR2AEA0UJAGgBgqDUZ2dNEhDUQZkR0AAEQDBWkAiAYK0gAQQ6VFdEgDcZEW2UFBGgCAULh7eoY0kR0AEBoK0gAQQ6VkSAOxkR7ZEd44AADIZR3dCXX1JH8pF+Xnqbggf5h3AADGCgVpAIihkmBkBwVpINJ6Ah3SeVSkAQAIRTCuIzgfCwAg8yhIA0AMlaV1SBPZAURZIliQJrIjK5nZwrDHAAAYGnEdABAdFKQBIIZKiOwAYsOJ7MgFq8zsN2b2J2ZWGvZgAAC/r7k9OKFhYYgjAQBQkAaAGCojsgOIjZ4EHdI54GFJtZL+XdJWM/uemZ0a8pgAAAHByI5yIjsAIFQUpAEghkqJ7ABiI0GGdNZz94slHSPpa5L2S7pO0mtm9oKZfdrMxoU5PgDAgMiOYiI7ACBMFKQBIIaI7ADig8iO3ODuDe5+s5KF6UslPSLpDEk/kNRgZreZ2YnhjRAAcltah/Q4IjsAIEwUpAEghojsAOKDyI7c4u4Jd38w0DV9q6ROSddLetPMnjazy8McIwDkovQMaSI7ACBMFKQBIIaCHdIHKEgDkUZkR047WdIHJE2SZJJ2SzpH0s/MbJWZHRPe0AAgt7QQ2QEAkUFBGgBiqLggT/mpwlZnT0JdPYmQRwRgMAkiO3KKmU01sy+Z2QYlYzuWS3pa0gpJ0yUdL+nfJC2QdGdY4wSAXJOeIU1kBwCEia8FASCGzEylhflqTp1Yt3X2qLKE7xiBKEoQ2ZETzOwCSX+uZH50oaS9kr4r6V/d/d3AphslXWtmxZL+KOMDBYAclRbZMY5SCACEiaMwAMRUaXGwIN2tyhI6PYAoCkZ25FOQzkpm9o6k2UrGcvxOyc7nn7p7+xBve0dSWQaGBwDQwMgOMqQBIEwUpAEgpkqLCiR1SGJiQyDKgpEd1KOzVrWkuyXd6e6rDvE9P5b00piNCACQhsgOAIgOCtIAEFMlhf2dHW0dFKSBqEqb1JCKdLaa6e5Nh/MGd98iacsYjQcAMEBahzSRHQAQKgJHASCmygK3GrZ1dg+xJYAwpUV2MKthtvqOmV0y1AZmdrGZ3ZWpAQEA0qVlSBPZAQChoiANADFVUtTf2dHWRYc0EFVEduSEqyUtGGab+ZKuGvuhAAAOpoXIDgCIDArSABBTZUVEdgBxkEgQ2QFJUrEkDtYAEJJWIjsAIDIoSANATJUUEdkBxAGRHTnDB1thZsWSPiRpe+aGAwAIakmL7KAgDQBh4igMADFVFozs6KTpDoiq9EkNQxwIRpWZvTfgpc+b2TUH2TRf0hQlO6T/z5gPDADwe9xdLYEGjuCdhgCAzKMgDQAxVZrWIU1BGoiqnkT/YyOyI5vkqb8r2iVZ6megLklvSHpS0tczMzQAQFBbZ496vx8uKcxXQT43iwNAmChIA0BMBSM7DhDZAUSWByM7KEhnDXc/pvexmSUk3ebut4Y3IgDAYFrIjwaASOFIDAAxFYzsaKVDGoistMgOGrKy1RJJm8IeBADg4JrJjwaASOFIDAAxVUJkBxALPYGp7ojsyE7u/kzYYwAADK61g4I0AEQJR2IAiKmy4mBBmsgOIKqI7Mg+Zvbp1MP73L058HxY7n7PGA0LADCIFgrSABApHIkBIKZKCvsP4XRIA9GVFtlBQTpb3K3kRIYvS2oOPB+KpbahIA0AGZYW2UGGNACEjiMxAMRUaREd0kAc9CSCBekQB4LR9CdKFpe3pZ5fE+JYAADDoEMaAKKFIzEAxFR6ZAcd0kBUBerRyqMinRXc/e4Bz38Y0lAAAIeADGkAiBbmegeAmApGdhygIA1ElhPZAQBAqNI6pInsAIDQxbIgbWY1ZnaXmW01sw4z22Rm3zWzCUewr1PN7B4z25La104ze+ZwJqcBgDAEO6RbiewAIovIDgAAwhUsSJcFYu8AAOGI3VeDZnacpBclTZV0v6R1ks6Q9DlJy8xssbvvPsR9XS3p/5fUJukhSZskVUk6RdJFYtIZABFWEjiZpkMaiC4iO7KPmb13hG91dz9uVAcDABhWMLKjjMgOAAhdHI/EdypZjL7e3b/X+6KZfUfS5yV9Q9JfDLcTM1ukZDH6TUnL3H37gPWFozloABhtZUX9h/DWDgrSQFQR2ZGV8pSc1PBw8RcAAELQQkEaACIlVkdiM5staamSncx3DFh9k6TPSrrSzG5w99ZhdvdtSfmSPjWwGC1J7t418hEDwNgpKQx0SHf1KJFwui+BCOpxIjuyjbsfE/YYAACHri3QvMGkhgAQvrhlSJ+fWj7m7ongCndvlvSCpFJJi4baiZnVSDpH0u8kvWVmS8zsC2Z2g5ldYGZx++8CIAfl5dnvFaUBRE8icMZChzQAAJkXnG+llAxpAAjdmHw1aGZTJf2rpAskdUqqdff6Udj1Canl+kHWv6NkB/VcSU8OsZ8/CGz/a0nnDVj/hpmtcPd3hxuQma0aZNW84d4LACNVWpTfV4hu6+zhFkQgghJEdgAAEKpghjQd0gAQvrE6Et8paaKkyyU9IKlIkszsXyRtcfd/OML9VqaW+wZZ3/t61TD7mZpa/pGkRkkrlCxgT1Ey+uNKSb8ys1PdvfMIxwoAY660OF+7UwFFbZ3dkopDHQ+A35dWkOYerKxgZp9OPbzP3ZsDz4fl7kyaDQAZFpxvpbSIgjQAhG2sjsQXSDrX3V83s+A95Pcrmd18pAXp4fS2HQ03yUx+YPkZd38o9Xy/mV0l6URJp0u6TNJPhtqRu5920IEkO6drD2XQAHCkSgv7D+NtnUR2AFGUCJyV5NMhnS3uVvJ882VJzYHnQ7HUNhSkASDDWuiQBoBIGasjcY+k9oO8vkHS7BHst7cDunKQ9RUDthvM3tSyQ9LDwRXu7mZ2v5IF6TM0TEEaAMJUWtyfgdcWyMYDEB3BDmmjIJ0t/kTJ4vK21PNrQhwLAGAYwfPksmIypAEgbGNVkP6VpE9LunHA6xVKFquP1Nup5dxB1s9JLQfLmB64n+aBkyOm9BasSw5jbACQccFJWeiQBqIpkQhmSIc4EIwad797wPMfhjQUAMAhCEZ2MOcKAIRvrJIM/5ekz5jZ15W6PdHMSiV9VVLdCPb7VGq51MzSxm5m4yUtlnRAydsnh/K6ktnRk81s2kHWn5JabjryoQLA2Atm4AVPtAFER1pkBxVpZBkz+5CZPWBmDWbmZnb1INvNMLMfmtkuM2s3szVmdm6GhwsgB3V2J9TZk+xDy88zFRcwoQMAhG1MjsTu3iDpg0rGXpQqWYRuUrJg/MUR7HeDpMckHSPpugGrb5FUJuked2/tfdHM5pnZvAH76Zb0b6mn3w4Wt83sVElXS+qW9IsjHSsAZEJZEZEdQNSlTWpIZEdWM7NyM7vSzL5jZt9PLa80s/KwxzaGyiW9KelzSjaG/B4zq5L0gpKNKn+o5HwtfyVpZ4bGCCCHpcV1FOUTnwUAETBm96q4+0ZJy8xslqQFkrokvezuTSPc9bWSXpR0u5ldIGmtpDMlLVEyquMrA7Zfm1oO/K3zTSUnX/y0pFPN7GlJU5ScyHCcpBvc/d0RjhUAxlRJEZMaAlEXjOzgGjh7mdkVkv6PpCqln3e6pO+a2Z+7e9Y1O7j7w0rNyWJmdw+y2RclbXP3Twde2zjGQwMASekTGhLXAQDRMKIOaTP75nDbuPsWd3/Q3R8dhWJ0b5f06UrOZn6mpBskHSfpdkkfdPfdh7ifNiUL0rco2cV9naRLlCx2X+Tu3xnpWAFgrNEhDUQfkR3Zz8w+ouRE2OMl3aPkJIcfTS3/I/X6T8zsw6PwWZeb2ffM7Dkz25+KyfjRMO+pMbO7zGyrmXWY2SYz+66ZTRjpeA7Rckm/MbOfmdlOM3vNzP6n0aYIIAOCTRsUpAEgGkZ6NP6SmU1w978cldEcInffokOczdzdBz3RTRWlb079AEDsMKkhEH1EduSEr0rqkHSOuw+cL+WHZvYvkp5NbffECD/rRknzJbVIqpc0b6iNzew4JRsupkq6X9I6SWcoGbGxzMwWH2pDxwjMVvIux9skfUvJuye/l1r3L2P82QByXFqHdODcGQAQnpFmSN8j6c/N7D/N7KDFbTNbbGYvjvBzAAAHUVpMZAcQdcGCNPXorLVQ0s8OUoyWJLn77yT9XFLtKHzW5yVBF/MdAAAgAElEQVTNlVQh6VCaQu5Ushh9vbsvd/cvufv5ShaHT5D0jeDGZvb1VNf1UD/nHeaY8yTVufuX3f1Vd/+Bknc3DpwTBgBGXSuRHQAQOSM6Grv71Wa2W8kT40ozu8zd2yXJzOYq2QFx6ciHCQA4mFIiO4DIS4vsoCKdrTokbRtmm62p7UbE3Z/qfTxc4oWZzZa0VNImSXcMWH2TpM9KutLMbghMCv5dSUNGgEjafBhDlpL/bdYMeG2tkl3aADCmWjuI7ACAqBnx0djdb0gVpb8u6TEz+4ySJ5efkVQo6XeSvjzSzwEA/L7S4KSGHXRIA1FEZEdOeE7S2cNss1jJ2I5MOj+1fMzdE8EV7t5sZi8oWbBeJOnJ1OuNkhpHeRwvKNmNHTRX0vvDvdHMVg2yasioEgDo1UpkBwBEzkgjOyRJ7v5NSX+l5In4Wkl/IWmDpCvc/Qx3f3I0PgcAkI4MaSD6ehIUpHPA30k61cy+ZWZlwRVmVmZm35Z0iqQvZXhcvUXg9YOsfye1nHukH2Bm5Wa2wMwWKHltcVTq+VGBzW6TtMjMvmJmx5vZFZKu1+93bQPAqAveRUiHNABEw4iPxqnZsa+UdEPvS0relndOBiZIAYCcFixItxLZAURSoEFaeaPSCoCwmdldB3n5dUl/K+mzZlYnaYekaUrmRlcq2R39RUl/mqlxpj5XkvYNsr739aoRfMbpkp4KPL8l9fNDSVdLkrv/1syWS/qmpP+tZOTH/1Yy33pI7n7awV5PdU6PRiY3gCzXQmQHAETOiI7GqRPLr0s6UclMvG9J2iXpHyU9aWZL3X3niEcJADioMiY1BCKPyI6sdPUQ66rUH5URdK6kDymzBenh9P6F9CG3GoK7Px3Yz1Db/UrSr470cwDgSKVHdlCQBoAoGOnReKWkhKR7JN3o7g2SZGbbJd0t6QUz+4i7bxrh5wAADqKkkMgOIOqI7MhKx4Y9gEPU2wFdOcj6igHbAUDWaU2L7CBDGgCiYKQF6ccl/a27vx580d1/Ymb7JP2XpOfN7EJ3f2uEnwUAGCC9Q5rIDiCKiOzIPu4+7GR8EfF2ajlYRvSc1HKwjGkAiL20DmkiOwAgEkZ0WeTuFw4sRgfWPSzpQknlkp4ZyecAAA6OSQ2B6COyAyHqzXZeamZp5/1mNl7SYkkHJL2c6YEBQKa0dpIhDQBRM6ZHY3d/3szOlfToWH4OAOSqtIJ0Bx3SQBT1UJDOOmZ2VOphg7v3BJ4Py903j9GwDvZZG8zsMUlLJV0n6XuB1bdIKpP0b+7emqkxAUCmBTuky4nsAIBIGPOvB919tZmdPdafAwC5qDQwMUtbV4/cXUbBC4gMd0+P7OCfZ7bYpOREgCcqGXfR+3w4rtGZVHx56un01PKDZnZ36nGju38h8JZrJb0o6XYzu0DSWklnSlqSGvtXRjIeAIi6YEG6lEkNASASMnI0dvcNmfgcAMg1+Xmm4oI8dXQn5C61dyVUUkTnBxAVwWK0mfjCKHvco2Rxed+A55mwQNJVA16bnfqRpPcl9RWkU13Sp0u6VdIySRdJ2ibpdkm3uPueMR8xAISotaM/sqOcyA4AiASOxgAQc6VF+eroTkhKTmxIQRqIDuI6spO7Xz3U8zH+7Jsl3XyY79ki6ZqxGA8ARF1rZ7BDmvNkAIgC5noHgJhLi+1gYkMgUoITGuZTkAYAIOPokAaA6OFoDAAxF+z0CHaAAAjfwMgO5BYzmyfpo5LaJP3U3fcN8xYAwCgLZkiXUZAGgEigQxoAYq60mA5pIKp6EkR25AIz+6qZbTOziYHXPizpVUn/KOlOSXVmNimsMQJALupJuA509Z8flxQS2QEAUUBBGgBirizQId3WQUEaiJK0yI48CtJZ7KOS1g2YIPDvlZzo8CZJ/yrpWEmfC2FsAJCz2gJ3D5YV5SuP38UAEAkUpAEg5oKRHW1EdgCRkiCyI1ccI2lt7xMzq5Z0mqQ73f3r7v4/Jf1a0vJwhgcAuSmYH11KXAcARAYFaQCIOSY1BKIrQWRHrpggKdgdvVjJ7uiHAq+tknRUJgcFALmuJZAfzYSGABAdFKQBIObSO6QpSANRQmRHztglqTrwfImkLkm/CbxWJM69ASCj0iI7ismPBoCo4CtCAIi59A5pIjuAKAlGdlCPzmqvSbrEzE6R1C7pE5Ked/cDgW2OkbQthLEBQM4KdkgHz5kBAOGiSwMAYo4OaSC6gh3SRmRHNvu2pEpJqyW9nXr8T70rzWycpPMk/S6MwQFArgpO+E1kBwBEB0dkAIi50sDth610SAORkhbZQUE6a7n7c2Z2saQ/UzI7+sfu/khgk7MkbZJ0XwjDA4Cc1ZoW2UH5AwCigiMyAMRcaWF/QfoAHdJApBDZkTvc/VFJjw6y7teSFmZ2RACAYGRHWREZ0gAQFUR2AEDMlQa6PVo7KEgDUZJIENkBAEBYgpEddEgDQHRwRAaAmCtjUkMgstIiO2iRzhpm9qHUw1fcvT3wfFju/uwYDQsAMAAd0gAQTRSkASDmmNQQiC4iO7LW00pmRZ8oaX3g+aGgIgIAGdJGhjQARBJHZACIufSCNB3SQJT0BCrSeUR2ZJNblSxANw54DgCIkBYiOwAgkjgiA0DMlaZFdtAhDUSJByI78miRzhrufrOZXSKpqfd5uCMCABxMazCyo5gbVAAgKpjUEABirrSYyA4gqojsyGq/lPS+md1qZkeHPRgAwO9Li+wooh8PAKKCgjQAxByRHUB0EdmR1Z6UNFPSjZI2mNkjZvZxM6MFDwAiIm1SQyI7ACAyKEgDQMylRXZ00CENREnCKUhnK3f/iKTZkr4paZukCyX9QtIWM/uGmc0Oc3wAAKmVDGkAiCQK0gAQc2kd0l09aZm1AMIV/OeYx1lX1nH39939RklHS7pU0kOSJkv6sqT1ZvaYmV1uZlRBACAErYG7B8vJkAaAyODSCABirjA/T0X5ycN5T8LV0Z0IeUQAevXQIZ0T3D3h7g+6+6WSjlIyxuN9SR+W9DNJDWb2D2Y2J8xxAkCuCU5qWEqGNABEBgVpAMgCTGwIRBORHbnH3bf/X/buPErOu77z/edb1fuubknWZkmWrMW25FVYNjZgm8HxMJmLk5AJQ3AI4UKIyUBYzpkQuMFmgMw9dy7GJnYWZsAQmJBAwAyTw8RjcLgEY8DyogXJlrWrtbZ637uqfvePp7r6qZZ6k6qerd6vQ5+qfrb6lfVQ/dSnvvX9Oec+65xbL+lNkr4pqUXSRyXtDXVwAFBhhmnZAQCRRCANAAnQUM3EhkAUuaJAOsSBICw/kvQPkl6SZPkfAEAAnHNFLTsaa2jZAQBRwUeEAJAADb6KDyqkgejI+jroUCFdOcxsk6T/U9LvyOspbZIOSfpvYY4LACrJyERWufznwrVVKVWlqccDgKggkAaABCia2JBAGoiMopYdlEgnmpnVSfp38oLo2+SF0BOSvi3pi865J0McHgBUnCFfu44m2nUAQKTwqgwACVAUSI/RsgOIihwtOxLPzK6X9B5Jb5fXK9okHZD0XyV92Tl3JsThAUDFKprQsJZ2HQAQJQTSAJAA/lnDqZAGoiNHy47EMrPflxdE3yAvhB6XN4HhXzvnfhjm2AAAmtY/mugDAKKEV2UASAB/hfQQkxoCkeGvkE5TIp00f5G/fUXSFyV9xTnXFeJ4AAA+tOwAgOjiVRkAEsAfSI9QIQ1Ehj+QNiqkk+Zv5VVD/yjsgQAAzlfcsoPoAwCihFdlAEgAf8uOIQJpIDLoIZ1czrnfDnsMAICZ+b812EQPaQCIlFTYAwAAXLrGWiY1BKLI30M6TYU0AACBKaqQpoc0AEQKgTQAJEDRpIYTVEgDUUHLDgAAwjFID2kAiCwCaQBIAH8PaSqkgeigZQcAAOHwXxM30rIDACKFQBoAEqAokKaHNBAZuak8WmkSaQAAAjM4TssOAIgqAmkASICilh0E0kBkFFdIE0gDABCUYVp2AEBkEUgDQAIUV0jTsgOIimzO30M6xIEAAFBhhopadhBIA0CUEEgDQAL4K6SHqJAGIsPRsgMAgFAM+gPpGnpIA0CUEEgDQAL4K6RHCKSByPBXSNOyAwCA4Pjb2FEhDQDRQiANAAngnzl8iJYdQGT4e0iTRwMAEJyiCulaKqQBIEoIpAEgAer9kxqOUSENREVRyw4SaQAAAuOfV4UKaQCIFgJpAEiARiY1BCIp62jZAQBAGIZ8RRqNNQTSABAlBNIAkAD+SQ2H6SENRIa/ZUeKqy4AAAJT3LKDQBoAooS3RgCQADVVKVWlvOrLTM5pPJMLeUQAJMk3pyEV0gAABKi4ZQc9pAEgSgikASAhGmjbAUROLkfLDgAAgjaWyWoi6/0NrkqZatJEHwAQJbwqA0BC0LYDiJ6ilh3k0QAABMI/yXdjbZWMD4UBIFIIpAEgIRpqqZAGoqaoZQeJNAAAgfD3j26ifzQARA6BNAAkRHHLDiqkgSigZQcAAMEb8hVn+K+RAQDRQCANAAnhb9kxNEYgDUQBLTsAAAie/1q4gQppAIgcAmkASAgmNQSih5YdAAAEz38t3FRLhTQARA2BNAAkRCOTGgKRU1whTSANAEAQ/NfC9dVUSANA1BBIA0BCUCENRE9xD+kQBwIAQAXxXws3UiENAJFDIA0ACcGkhkD0+Ft2pKmQBgAgEEU9pGuokAaAqCGQBoCE8E/YQiANREPW17LDCKSRQGb2MTP7hZn1m9lZM/uemW25wHb3m9khMxs1sx1m9rowxgugMoyM+wNpKqQBIGoIpAEgIRqqadkBRI2jhzSS7w5Jj0l6raS7JGUkPWVm7ZMbmNlvSXpY0mcl3SDpGUnfN7PVgY8WQEUY8rfsIJAGgMghkAaAhPBXSPu/pgggPP5JDdNcdSGBnHO/4pz7snNut3Nul6T7JC2RdJtvsw9Letw590Xn3F7n3H+QdFLSH4QwZAAVwP9tQf81MgAgGnhrBAAJ4f864ggtO4BIyOam7tOyA6VgZm81sy+Y2Y/zbTKcmX1tjn1WmdmXzOyEmY2Z2WEz+7yZLSrDEJvlvcfoyT92jaSbJD05bbsn5VVVA0DJ+b8tSMsOAIgePioEgITwX2wP0rIDiARadqAMPiHpOkmDko5L2jzbxma2Xl6LjKWSvitpn6SbJX1Q0j1mdptz7lwJx/ewpBcl/TT/+2JJaUmnp213WtK/KuHjAkDBMJMaAkCkxbJCuhxVHmb2ejPL5qtMPl3K8QJAEBp9F9vDYwTSQBTQsgNl8CFJGyW1aH4tLx6TF0Z/wDl3r3Puj51zd0l6SNImSZ/xb2xmn85fD8/2c8eFHsjMPifpdkm/4Zyb/lUdN33zCywDgJKghzQARFvsPiosR5WHmTVL+oqkYUlNpR0xAASjkR7SQOT4W3ZQIY1ScM49PXl/rjYwZrZO0t2SDkt6dNrqT0p6r6T7zOwjzrmh/PLPS5q1BYikoxd4rIckvU3Snc65g75VXZKykpZN22Wpzq+aBoCS8PeQrieQBoDIiWOtzoKqPObpYUmtkv6sdMMEgGA1+QLpQSqkgUjwV0jTQxohuCt/+6RzLudf4ZwbkPQTSQ2SbvEt73LO7ZvjZ9h/LDN7WNLbJd3lnNs37XHGJe2Q9KZpY3uTvCITACg5fyDdyKSGABA5sXplvsgqj7mO+RZJ75I3I3is/nsAgF9j7VT1xxA9pIFI8PeQTpNHI3ib8revzLB+v7xr642SfnAxD2Bmj8q7jr5XUo+ZTVZCDzrnBvP3Pyfpb8zs5/JC8PdJWiHpL+dx/B0zrJq1dzaAyjY0xqSGABBlcauQXnCVx2zMbKmkL0p6wjk311cTASDSmopadhBIA1GQ9U9qmCKRRuBa87d9M6yfXN52CY9xv6RmeYH2Sd/PRyc3cM79naQ/kjch44vy+ky/2Tl35BIeFwBmVFQhzaSGABA5cXtlLnWVx1/LC+Xfd7EDomoDQFQ00rIDiJycb8o2WnYggiZPyoueXNA5N68T2zn3mLzWews9/k0XWp6/Br9xoccDUBn8gTQV0gAQPXELpEtW5WFmvyfpLZJ+yznHhCoAYq+hJi0zyTlpdCKnTDanqnTcvggDJEtxyw4CaQRu8tq4dYb1LdO2A4BEGPa1r2ughzQARE7SXpnnVeVhZmvlzSD+Tefc31/KA1K1ASAqzExNNVUayFdHD41n1VpPIA2EKesrkaZjB0Lwcv524wzrN+RvZ/r2IQDETi7niiqk66upkAaAqIlbUlGqKo8vSRqR1/MOABKDth1AtPhbdqSokEbwns7f3m1mRdf9ZtYs6TZ518TPBj0wACiX0cxUGF1XnVKaT4QBIHLiFkiXqsrjRklLJZ01Mzf5I+nL+fUfzy974tKGCwDBaqydqgBhYkMgfDkmNUSInHMHJD0paa2k909b/aCkRklfdc4NBTw0ACiboTEmNASAqIvbq3NRlYdzLje5YoFVHl+V1HCB5RskvV7e7N87JL1wySMGgAA1USENREqOlh0oMTO7V9K9+V+X5W9vNbPH8/e7nHMf9e1yv6RnJD1iZm+UtFfSdkl3yivi+HjZBw0AASruH027DgCIolgF0s65A2b2pKS75VV5fMG3erLK46/8VR5mtjm/7z7fcT5woeOb2e/KC6T/0Tn3iZI/AQAoM3/LDiqkgfDRsgNlcL2kd05bti7/I0lHJBUC6fz18zZJn5J0j6Q3Szop6RFJDzrnuss+YgAIkL9CuqE6VpEHAFSMOL46L7TKY2/+lneBABKPQBqIFlp2oNSccw9IemCB+xyT9K5yjAcAomZkggppAIi6uPWQnuyFt03S4/KC6I9IWi+vyuNW59y58EYHAOEqbtmRnWVLAEEoCqTJowEAKDt6SANA9MXy1XkhVR7OuXm//XPOPS4v6AaAWGqiQhqIlFxu6j4tOwAAKD9/D+n6GiqkASCKYlchDQCYWSOTGgKRUlwhTSANAEC5DY/7K6QJpAEgigikASBBmnx98gikgfDRsgMAgGAN+QLphtpYfikcABKPQBoAEoRJDYFoyU3l0VRIAwAQgGHfNTAV0gAQTQTSAJAgtOwAosVfIZ2mRBoAgLLzt+yoZ1JDAIgkAmkASBAmNQSiJesrkaZAGgCA8vNPakiFNABEE4E0ACRIccuO7CxbAgiCo2UHAACBooc0AEQfgTQAJAiTGgLRQssOAACC5e8h3VBNhTQARBGBNAAkSFNtdeE+gTQQPlp2AAAQLH8P6cZaAmkAiCICaQBIEP9FNz2kgfDRsgMAgGD5A+kGJjUEgEgikAaABPFPakiFNBA+WnYAABCsId+khg1MaggAkUQgDQAJUjypYUbOX54JIHBZ3/8HyaMBACi/ESqkASDyCKQBIEGq0ynVVHkv7TknjU7kQh4RUNl8LaRltOwAAKDs/BXS9JAGgGgikAaAhKFtBxAd/m8ppAmkAQAou+GxqQrpelp2AEAkEUgDQMIwsSEQHdmcv2UHgTQAAOVWVCFNyw4AiCQCaQBImKba6sJ9KqSBcBW37AhvHAAAVIJszhW1rKuvpkIaAKKIQBoAEqbJVyFNIA2EyzkqpAEACMrIhH9Cw7RSzCgMAJFEIA0ACdPo6yFNyw4gXBlfiXR1mjfFAACU07Dv2reB/tEAEFkE0gCQMI1MaghERlEPaaq0AAAoq+Fxf4U0/aMBIKoIpAEgYZpq/BXS2Vm2BFBumdxUH8sqAmkAAMrKP6EhFdIAEF0E0gCQMLTsAKIjm52qkE4TSAMAUFbFFdIE0gAQVQTSAJAwTGoIRIe/h3RVissuAADKyR9I+4s0AADRwjsjAEiYpjp6SANR4e8hTYU0AADlxaSGABAPBNIAkDDNddWF+wOjEyGOBEDW+SukCaQBACinISY1BIBYIJAGgIRp9lVID4xSIQ2EqaiHdJpAGgCAchpmUkMAiAUCaQBImOIKaQJpIEzFPaQJpAEAKCd6SANAPBBIA0DCFFdI07IDCBM9pAEACI6/h3R9NRXSABBVBNIAkDAttOwAIiOTyxXuV6W47AIAoJyGiiqkCaQBIKp4ZwQACeNv2dFPIA2EJpdz8hVIiwJpAADKa5hJDQEgFgikASBhaNkBREPWFfePNiORBgCgnJjUEADigUAaABKmvjpd6FU7lslpPJObYw8A5UD/aAAAgjU0RoU0AMQBgTQAJIyZUSUNREAmV1whDQAAymtkYqpCmh7SABBdBNIAkEDNTGwIhC6bpUIaAIAgUSENAPFAIA0ACdRcOzWxIYE0EI5MbqpdTlWaSy4AAMqNHtIAEA+8OwKABKJlBxA+ekgDABAsf4V0IxXSABBZBNIAkEDNdVMV0v1USAOhoIc0AADBGpnwteyghzQARBaBNAAkUAsV0kDoqJAGACBYQ2O07ACAOCCQBoAEYlJDIHxUSAMAEJxszmks483fYCbVVRFIA0BUEUgDQAL5W3YQSAPhyPomNaRCGgCA8iqa0LA6rRR/ewEgsgikASCBmNQQCF9xhTSXXAAAlNPw+FT/6HomNASASOPdEQAkEBXSQPgyWXpIAwAQFH//6EYmNASASCOQBoAEKqqQHqNCGgiDf1LDqjSBNAAA5eSvkG6gQhoAIo1AGgASiEkNgfD5W3ZQIQ0AQHkVB9JUSANAlBFIA0AC+Vt29BNIA6EoqpAmkAYAoKyG/JMaEkgDQKQRSANAArUwqSEQukwuV7hPhTQAAOU1PDZVId1Iyw4AiDQCaQBIICY1BMJXXCHNJRcAAOU07K+QZlJDAIg03h0BQAI1UyENhI4e0gAABIce0gAQHwTSAJBADTXpQgA2OpHTRDY3xx4ASi2bpYc0AABB8feQpmUHAEQbgTQAJJCZqanWXyVN2w4gaFRIAwAQnJGiCmkCaQCIMgJpAEgo2nYA4SrqIZ0mkAYAoJyGxmjZAQBxQSANAAnFxIZAuDK5qVY5aSY1BACgrJjUEADig3dHAJBQ/grpfiqkgcAVVUjTsgMJZWYfM7NfmFm/mZ01s++Z2ZZZtv8TM3Nm9udBjhNA8vknNaSHNABEG4E0ACRUSx09pIEw0UMaFeIOSY9Jeq2kuyRlJD1lZu3TNzSzWyS9R9LOIAcIoDL4K6TradkBAJHGx4YAkFC07ADCRYU0KoFz7lf8v5vZfZL6JN0m6Xu+5a2Svi7p3ZL+NMgxAqgM/h7SVEgDQLRRIQ0ACdVaPxVI943QsgMIWpYKaZSBmb3VzL5gZj/Ot8lwZva1OfZZZWZfMrMTZjZmZofN7PNmtqgMQ2yW9x6jZ9ryv5b0LefcD8vwmABAD2kAiBE+NgSAhCoKpIfHQxwJUJkIpFEmn5B0naRBScclbZ5tYzNbL+kZSUslfVfSPkk3S/qgpHvM7Dbn3LkSju9hSS9K+qlvDO+RdKWk+0r4OABQxN9DuoGWHQAQaVRIA0BCtTVQIQ2EiR7SKJMPSdooqUXSH8xj+8fkhdEfcM7d65z7Y+fcXZIekrRJ0mf8G5vZp/NV17P93HGhBzKzz0m6XdJvOOey+WWbJH1W0m875/h0FEDZMKkhAMQHr9IAkFD+CuleAmkgcNlcrnCfHtIoFefc05P3zWY/r8xsnaS7JR2W9Oi01Z+U9F5J95nZR5xzQ/nln5c0awsQSUcv8FgPSXqbpDudcwd9q26VtFjSbt9405Jeb2bvk9TonBub4/EAYE5DTGoIALFBIA0ACeWvkO4dJpAGglZcIc2X0hCKu/K3Tzrncv4VzrkBM/uJvMD6Fkk/yC/vktS1kAcxs4flhdF3OOf2TVv9hKTnpi37sqT98iqnqZoGUBIjtOwAgNggkAaAhGqtryncp0IaCF42OxVIUyGNkGzK374yw/r98gLpjcoH0gtlZo/K6w19r6QeM1uWXzXonBt0zvVK6p22z5Ckbufc7nkcf8cMq2btnQ2gsmRzTmOZqc/d6qoIpAEgyijXAYCEKuohzaSGQODoIY0IaM3f9s2wfnJ52yU8xv2SmuUF2id9Px+9hGMCwIKMTExVR9dXp5Xi7y4ARBoV0gCQUP4e0kxqCAQvm6NCGpE3eWK6WbeahXNuwSe3c+6OBWx704WW5yunb1zoYwNIJn+7DvpHA0D0USENAAk1PZDO5S46bwBwEYoqpNME0gjFZAV06wzrW6ZtBwCxVBRIVxNIA0DUEUgDQEJVp1NqqvW+CJNz0sBYZo49AJRSNjfVy5IKaYTk5fztxhnWb8jfztRjGgBiYXhi6jqXCQ0BIPoIpAEgwYqqpIdp2wEEqbiHNJdcCMXT+du7zazoJDSzZkm3SRqR9GzQAwOAUhr2VUgTSANA9PHuCAASrGhiQ/pIA4GihzTC5pw7IOlJSWslvX/a6gclNUr6qnNuKOChAUBJjfoC6TpadgBA5DGpIQAkmL9CundkPMSRAJWnuEKaQBqlYWb3Sro3/+uy/O2tZvZ4/n6Xc+6jvl3ul/SMpEfM7I2S9kraLulOea06Pl72QQNAmVEhDQDxQiANAAnmr5DupWUHEKhslgpplMX1kt45bdm6/I8kHZFUCKSdcwfMbJukT0m6R9KbJZ2U9IikB51z3WUfMQCU2fCEP5Am5gCAqOOVGgASrLW+pnC/l5YdQKCokEY5OOcekPTAAvc5Juld5RgPAEQBLTsAIF7oIQ0ACVbUQ3qYlh1AkLK5XOF+VZpAGgCAchkezxTu07IDAKKPQBoAEszfQ5pJDYFgFVdIc8kFAEC5FLfsIJAGgKiL5bsjM1tlZl8ysxNmNmZmh83s82a2aJ77N5rZb5vZfzezfWY2ZGYDZvacmX3EzGrmPgoARF9bPT2kgbBkc/SQBgAgCCO+lh31BNIAEHmx6yFtZuvlzRS+VNJ3Je2TdLOkD0q6x8xuc86dm+Mwr5P0NUndkp6W9ISkdkn/VtJ/kfTrZvZG59xoeZ4FAASjaFJDKqSBQNFDGgCAYBQF0vSQBoDIi10gLekxeWH0B5xzXyFpQukAACAASURBVJhcaGafk/QhSZ+R9L45jnFK0jskfdM5V2iqambNkv5Z0mslvV/S/1vSkQNAwPyTGvZRIQ0EigppAACCQcsOAIiXWLXsMLN1ku6WdFjSo9NWf1LSkKT7zKxxtuM45150zn3dH0bnlw9oKoS+oxRjBoAw+XtI944wqSEQJCqkAQAIRnHLjjjW3QFAZYlVIC3prvztk865nH9FPkz+iaQGSbdcwmNMlhBmZt0KAGLA37KDSQ2BYGVzU5cqVUxqCABA2QyPT719p0IaAKIvbh8dbsrfvjLD+v3yKqg3SvrBRT7G7+Vv/9d8NjazHTOs2nyRjw8AJVPUQ5qWHUCgMlkqpAEACMLIxNSHwPSQBoDoi1u5Tmv+tm+G9ZPL2y7m4Gb2h5LukfSipC9dzDEAIErqq9OqSXsv9WOZnEZ9/fUAlFdRD+k0gTQAAOUy4quQrqdCGgAiL24V0nOZfLfnZt3qQjua/bqkz8ub8PA3nHPzKiV0zt00w/F2SLpxoeMAgFIyM7XUV6trcEySVyW9rJWLdCAI9JAGACAYw+NMaggAcRK3CunJCujWGda3TNtuXszsXknfkHRG0h3OuYMXNzwAiJ6ith1MbAgEpqhCmkAaAICyGfF9C5CWHQAQfXELpF/O326cYf2G/O1MPabPY2a/Kembkk5LeoNz7uU5dgGAWGmrnwqke4boIw0EhQppAACCMeKrkKZlBwBEX9wC6afzt3ebWdHYzaxZ0m2SRiQ9O5+DmdnbJf2tpBPywuj9JRwrAERCR1NN4X73EBXSQFCyuakJlqpScbvkAgAgPopbdiStMykAJE+s3h055w5IelLSWknvn7b6QUmNkr7qnBuaXGhmm81s8/Rjmdk7Jf2NpKOSXk+bDgBJ1d5YW7h/bmgsxJEAlYUKaQAAgjFCD2kAiJU4fnR4v6RnJD1iZm+UtFfSdkl3ymvV8fFp2+/N3xbeCZrZnZK+JC+Qf1rSu8zOe6PY65z7fMlHDwABW+yrkO4apEIaCAo9pAEAKL9MNqfxrPetJDOptipWdXcAUJFiF0g75w6Y2TZJn5J0j6Q3Szop6RFJDzrnuudxmDWaqg7/vRm2OSKJQBpA7HU0+lt2UCENBCWTpUIaAIBymz6h4QWKzQAAERO7QFqSnHPHJL1rntue99fIOfe4pMdLOyoAiKaOJl/LDiqkgcAUVUineXMMAEA50K4DAOKH77IAQML5JzUkkAaCk3VUSAMAUG5FFdIE0gAQCwTSAJBwHb5JDbto2QEEpriHNJdcAACUw/B4ccsOAED08e4IABKOCmkgHJn8BEsSFdIAAJRLUSBdE8uupABQcQikASDhFjXUaHJul76RCU34QjIA5VNcIU0gDQBAORT1kKZCGgBigUAaABIunTK1N0xVSfcMUSUNBCGTo4c0AADl5u8hzaSGABAPBNIAUAH8bTu6aNsBBCJLIA0AQNkNj2cK9+sIpAEgFgikAaACtDf6+kgzsSFQds654gppI5AGAKAcaNkBAPFDIA0AFaCjqbZwn4kNgfLzZdFKmZSiQhoAgLKgZQcAxA+BNABUgMVFFdIE0kC5ZXJTk4dWpbjcAgCgXIZ9FdK07ACAeOAdEgBUgOIKaVp2AOVG/2gAAIJR3LKjKsSRAADmi0AaACqAf1JDWnYA5efvH11FIA0AQNn4K6Rp2QEA8UAgDQAVoINJDYFAZbO+Cuk0gTQAAOXi7yFdTyANALFAIA0AFcDfsqOLCmmg7KiQBgAgGCPjmcL9+moCaQCIAwJpAKgAVEgDwaKHNAAAwaBlBwDED4E0AFQAf4V0NxXSQNllcrnC/aoUl1sAAJQLLTsAIH54hwQAFaClrkrV+T62Q+PZotnIAZQeFdIAAARjpKhCuirEkQAA5otAGgAqgJlpsa9K+uwAbTuAcqKHNAAAwfC37KCHNADEA4E0AFSIZa11hfsn+0ZCHAmQfFRIAwAQDFp2AED8EEgDQIVY1jIVSJ/qHw1xJEDyZbIE0gAABGGESQ0BIHYIpAGgQvgrpE/1EUgD5eSvkK5KE0gDAFAuw+OZwn1adgBAPBBIA0CFWF7UsoNAGiinTC5XuJ9OcbkFAEC50LIDAOKHd0gAUCGWtdYX7lMhDZRXlkkNAQAou4lsThP5Nlkpk2qriDgAIA54tQaACuHvIX2SHtJAWWWY1BAAgLLzV0c31FTJjL+5ABAHBNIAUCH8LTtOUyENlBUV0gAAlJ9/QsM6+kcDQGwQSANAhVjaUlu4f2ZgVJlsbpatAVwKKqQBACi/4XF/hTSBNADEBYE0AFSI2qq0FjfVSJJyTjo7OBbyiIDkyvomNaRCGoi3HUe69crpAT7IBSJohEAaAGKpKuwBAACCs6y1Tl2D45K8iQ2X+yY6BFA6may/QprP/4E4+/h3dmvfqQHVVad01fIWbVnRqi0rW3TNilZtvKxZNUyiBoRmZCJTuF9PIA0AsUEgDQAVZFlLnXZ39kvyAmkA5UEPaSAZRiey2n9mMH8/pxeO9uqFo72F9TXplDYtay4E1FtWtmrzsmZ62QIB8bfsqOf/dwAQGwTSAFBBlvkmNjxJIA2UTVEP6TSBNBBX/SMTunPTEu3u7Nep/vP/bo5nc9rV2addnX2Sjkny+sZvWNqUD6hbtHVlq65a3qLGWt56AaVGD2kAiCeuigCggvhbdFzojTWA0qBCGkiGpS11+q/vfI0k6ezAmPac6NOeE/3a3dmn3Sf6dKx75Lx9sjmnfacGtO/UgP7heW+ZmbRucaO2rGzVlhWtuiZfUd1aXx3k0wESZ3TCVyFdQ7wBAHHBKzYAVJBlLVMV0rTsAMqnqEKaQBpIhCXNtbpj01LdsWlpYVnv8LgvoO7Xns4+HewaOm9f56QDZ4d04OyQvvviicLy1e0N2rrSC6i3rGjVNSta1NFUG8jzAZKgqEKalh0AEBsE0gBQQZa3EkgDQchRIQ1UhLaGGt125WLdduXiwrKB0QntPTlQqKLe3dmnV88MyveyUHC0e1hHu4f1j7tOFpataK3TNflK6smWH0t9HygDmFLUQ5qWHQAQGwTSAFBBLvMF0if6zv+aMYDSKK6QToU4EgBBa66r1s1XtOvmK9oLy0bGs9p7yqug3t3Zr90n+vTK6QFNZM9PqU/0jepE36j+9y9PF5Ytaa7VlhUt2rKytdCbemVbvcz4wAuVrbhlB4E0AMQFgTQAVJAV/h7SfaPKZHOqShOWAaWWzeUK96mQBlBfk9aNqxfpxtWLCsvGMlntPz1YqKTe1dmvvSf7NZ7Jnbf/2YExPf3yWT398tnCsraG6kI/6q35iurV7Q1K8ZqDCjI8nincp2UHAMQHgTQAVJD6mrQua6nV6f4xZXJOnb0jWtPRGPawgMShhzSAudRWpb1JDle2FpZNZHM6cHbQq6Lu7CtMouhvSzCpd3hC//Jql/7l1a7CsubaKl2dr6Teku9LvW5JE69DSCxadgBAPBFIA0CFWdPRqNP9Y5KkQ11DBNJAGWTpIQ3gIlSnU9q8rEWbl7XorTetkuS9nhw+N+RVUvtafgyMZs7bf2Aso58d6tbPDnUXltVXp72QekVLoTf1hsuaVM03pJAAIwTSABBLBNIAUGGu6GjUz/NvVA93DUmbQh4QkEBFFdJpAmkkl5l9TNKvy/trMibpWUkfc87t9m2TlvSApHdIWi7ppKSvS3rAOXd+qooi6ZRp/ZImrV/SpLdcv1KS5JzTse6RwqSJu094FdXdQ+Pn7T8ykdWOIz3acaSnsKymKqXNy5oL/ai3rmzVxsuaVUfLA8TMiK+HdAOBNADEBoE0AFSYtYunKqIPnxsOcSRAclEhjQpyh6THJP1Ckkn6lKSnzOxq59xkme5/lPR+Se+UtEvStZK+Ii/A/k9BDzgJzEyrOxq0uqNBb966XJIXUp/sGy0E1HvyvaknvxXlN57JaefxPu083ldYVpUybbisuTB54paVLbpqeYsaanjLiOgqatlRzbkKAHHBKzYAVJi1HQ2F+4fPDYU4EiC5Mll/D2m+Fo/kcs79iv93M7tPUp+k2yR9L7/4tZK+55yb/P2wmf0PSdsDG2gFMDOtaKvXirZ63X3NssLyMwOj2jMZUOfbfRzvGTlv/0zOae9Jb2LFb+44LklKmbRuSZM3aeLKVl27qlVXL29RYy1vIxENtOwAgHjiSgIAKkxRhXQXgTRQDtlcrnCfCmmUkpm9VdIbJF0v6TpJzZK+7px7xyz7rJJXuXyPpA55LTOekPSgc65npv0uUrOklCT/cf9F0v1mttk5t8/MrpZ0l6Q/K/Fj4wKWNtdp6aY63blpaWFZz9C49pzoL7T82HOiX4cucE2Qc9KrZwb16plBfeeFTkmSmbR+SZOuzYfUW1e16poVVFIjHMPjU11/aNkBAPHBVQMAVJg1vgrp4z0jmsjmmNgIKLGiHtIE0iitT8gLogclHZe0ebaNzWy9pGckLZX0XUn7JN0s6YOS7jGz25xz50o4voclvSjpp75l/7e8oPqXZpaV9x7kM865x0r4uFiARY01un3DYt2+YXFh2cDohH55or/Qj3p3Z58OnB2U7+VMkuR8IfW38yF1Kh9Sb80H1FtXtupqQmoEYGRi6gPgenqgA0BscIUAABWmoaZKl7XU6nT/mDI5p86ekaKqaQCXjh7SKKMPyQuiX5VXKf30HNs/Ji+M/oBz7guTC83sc/ljfUbS+3zLPy3p43Mc807n3D9PX5g/5u2SbnfOZX2rfkvS70h6u6Q98qq7HzazQ865/zbHYyEgzXXV2r6uQ9vXdRSWDY9ntPdkv3Yd79Ouzn7t6uzVq2fOD6lzTtp/ZlD7p4XUVy5t8qqoC+0+WmmrgJIaoUIaAGKJQBoAKtDajsbCJEeHzg0RSAMlRoU0ysU5VwigzWY/t8xsnaS7JR2W9Oi01Z+U9F5J95nZR5xzk/0aPi/pa3MM4+gFHushSW+TF1YfnLb6/5H0X5xz38j/vsvM1kj6mCQC6QhrqKnSTWvaddOa9sKyyZB65/E+7cpXUs8UUr9yelCvnB7Ut58vDqm3rmzT1pUt2kpIjUs0TA9pAIglAmkAqEBXLG7Uzw51S8r3kd4U8oCAhMkSSCMa7srfPumcy/lXOOcGzOwn8gLrWyT9IL+8S1LXQh7EzB6WF0bf4Zzbd4FNGiRlpy3Lyus1Pdexd8ywatZWJSifmULqX57o167Ovnw19YXbffhD6n943luWMmnD0ubCpIlbVnoTJxIuYj5GJqZeWhqqiTcAIC54xQaACrSmY6oi+si54RBHAiRThkkNEQ2THze+MsP6/fIC6Y3KB9ILZWaPSrpP0r2SesxsWX7VoHNuMH//e5L+2MwOyWvZcYOkD0v66sU8JqKnoaZK29a2a9vaqZB6aCyjX+bbfezu7NPOfEjtLhBSv3x6QC+fHtA/PH9ckvdB3pVLmgr9qAmpMZMRKqQBIJYIpAGgAl2xeGpiw0NdQ7NsCeBiFFdIM2koQtOav+2bYf3k8rZLeIz787fTA+0HJT2Qv/8fJP0nTfWzPinpi5I+NdfBnXM3XWh5vnL6xoUPF0FprK3Sa9a26zUXCKl35kPqXTOE1NmcK4TU39oxFVJvyPek9ldS1zGRXcUaz+QKLbLSKVN1mg+AASAuCKQBoAKtW9JUuP/yqYEQRwIkUybLpIaIhcmT08261Sycc3Oe4M65AUl/lP9BBbtQSD045m/30atdnX062DV0wZB636kB7Tt1fki9dWVroZr6KkLqiuGvjm6oTs/ZVx8AEB0E0gBQgdYtblRddUqjEzmd6h/V2YExLWmuDXtYQGLQQxoRMVkB3TrD+pZp2wGBa6qt0s1XtOvmK4pD6j2dU5Mm7uzs06E5QupvXiCkvnZVq65d1abNy5tVW0VInTT+/tG06wCAeCGQBoAKVJVO6arlLXrhaK8kac+JPt2xaWnIowKSI+MLpKv4CjHC83L+duMM6zfkb2fqMQ2Eoqm2StvXdWj7uo7CMn9IPflz8Oz5bccuFFLXpFPavLy5EFBft6pNVy5t4gPDmBsezxTuNxBIA0CsEEgDQIXasqLVF0j3E0gDJUSFNCLi6fzt3WaWcs4VZts0s2ZJt0kakfRsGIMDFuJCIfXA6IT2nOj3qqjzfakPXmBujPFsTjuPe9tIRyVJ9dVpbVnZomtXtenaVa26blWb1nQ00PYhRoZ9LTto0wIA8UIgDQAVasvKlsL93Z18WxsopYExqrYQPufcATN7UtLdkt4v6Qu+1Q9KapT0V845ZrdFLDXXVeuWdR26xRdS949OaE9nv3Z19hZC6KPdw+ftOzKR1S8O9+gXh3sKy1rrq/NV1K2FoHpZSx0hdUSN+lp28LcWAOKFQBoAKtQ1K6Zaiu4+QSANlFL30Fjhfnsj/dlROmZ2r6R7878uy9/eamaP5+93Oec+6tvlfknPSHrEzN4oaa+k7ZLulNeq4+NlHzQQoJa6at26vkO3rp8KqXuGxrUzP2niS8f7tPN4r073j523b9/IhH68v0s/3t9VWLakuVbX+QLq61a1aVFjTSDPBbPzV0g31BBtAECc8KoNABVq42XNqkmnNJ7N6Vj3iPqGJ9TaUB32sIBE6B4cL9zvILhAaV0v6Z3Tlq3L/0jSEUmFQDpfJb1N0qck3SPpzZJOSnpE0oPOue6yjxgI2aLGGr1h4xK9YeOSwrLT/aN66ZhXRf3S8V7t6uxT7/DEefueHRjTU3vP6Km9ZwrLLm+v9wLqlV5QvXVVq5pqeWsdNH8gzaSGABAv/NUEgApVU5XSpmXN2pVv17HnRJ9ee+XikEcFJEP38FQg3U4gjRJyzj0g6YEF7nNM0rvKMR4gri5rqdPd1yzT3dd4XzRwzulY94heOt6rnflK6t2dfUWh56Rj3SM61j2if9x5UpJkJq1f0lSooL52VauuWt5CX+MyG5mYao9Vz39rAIgVAmkAqGBbVrYUAuldnQTSQCkMj2c0OuHNHVdTlaKvJQDEgJlpdUeDVnc06N9et0KSN0HtgbODeumYV0H90vE+7T3Rr/Fsrmhf56RXzwzq1TOD+vbznZKkqpRp07JmXbuqTdetatV1l7dp42XNTHRbQiPjU/8O/K0FgHghkAaACub1kT4mSXr+aM/sGwOYl3PT2nUwGRYAxFM6Zdp4WbM2Xtas39x2uSRpPJPTy6cGCpXUO4/36ZXTA8q54n0zOac9J/q150S//vbn3rLGmrSuu7xNN6xu042rF+n6y9vU0cQ8AxdreNxXIU0gDQCxQiANABVs+xXthfvPHDinTDanqnQqxBEB8ddDuw4ASKyaqpS2rmrV1lWtktZIkkbGs9pzoq8wYeLO43061DV03r5D41k9c+CcnjlwrrBsbUeDbli9SNuvaNct6zq0pqOBDzLnaaRoUkMCaQCIEwJpAKhgVy5t0vLWOp3sG9XAaEYvHe/VTWva594RwIzODRFIA0Alqa9Ja9vadm1bO3UN1Tc8oV2dfdrZ2auXjvXqhaO9OjMwdt6+h88N6/C5YX3nBa/Vx7KWOt2yzgunCahnNzLhm9SQHtIAECsE0gBQwcxMr9+wRH/3nNe240evdBFIA5eoe5BAGgAqXWtDtW7fsFi3b/Dm53DO6WTfqJ4/2qMXjvbq+aM92tN5fj/qU/2jeuLFE3rixROSigPqW9d3aHU7AfUk/4ST9TVEGwAQJ7xqA0CFe93GxYVA+v975aw+/KaNIY8IiDdadgAApjMzrWir14q2ev3qtd6kiWOZrPac6Ndzh7v17MFu/fxQtwbHMkX7TQ+ol7fW6ZZ1Hdp+RbtuWrNI65c0KVWhEyUO+f5b0bIDAOKFQBoAKtztVy5WyqSck3Ye71Xv8LjaGgjRgItV1LKD/y8BAGZQW5XWjasX6cbVi/Te169XJpvTL0/269mD52YMqE/2jeo7L3QWWnw011bp+tVtuuHyNt2QnyhxUYV8GHqqf7RwfwmTQwJArBBIA0CFa2uo0bWr2vTisV7lnPQvr3YVKncALFxRy46myggFAACXriqd0rWr2nTtqrZ5B9QDYxn9eH+Xfry/q7Bs3eJGL6RevUg3XN6mzcuaEzlp9cm+qUB6eVtdiCMBACwUgTQAQG/YuEQvHuuVJH3n+U4CaeASdPtadnRUSJUaAKD0LhRQ7znhBdTPHenRC0d71OX7EHTSwa4hHewa0ref96qo66vT2rqqVTeuXqQbVrfphtVtWtoc7wDXOaeTvSOF31e01oc4GgDAQhFIAwD0azes1MM/2C9JevrlMzrRO6IVbVzYAxej29eyYxEtOwAAJVKVTum6y9t03eVt+n15oezxnpHCRIkvHOvVL0/0aSLrivYbmcjq54e8CutJK9vq8+H0It24uk1Xr2hRbVV8+jD3j2Y0lJ/UsK46pbaG6pBHBABYCAJpAIDWLm7UbVd26CevnlPOSd/4xTEmNwQukj+Q7qBlBwCgTMxMl7c36PL2Br3l+pWSpNEJb6LEF4726IVjvXrhSI9O+FpbTOrsHVFn74j+586TkqSadErXrGzRDZdPVVGvbKuXWTQnTDzZV1wdHdVxAgAujEAaACBJevvNa/STV89Jkv7+F8f0gbuuTGS/QaDc/IF0eyOTLAEAglNXndZNaxbppjWLCstO9Y3qxWP5KuqjvdrZ2avRiVzRfuPZXGG9fuItW9pcW6iivuHyNm1d1aqGmmhECCd76R8NAHEWjb8mAIDQvenqy7S4qUZdg+M61T+qJ148obfetCrsYQGxMpHNqW9kQpKUMqm1nq8QAwDCtay1Tve0Ltc9W5ZL8v5WvXxqQC8c7dHzR3v1wtEeHT43fN5+ZwbG9E97Tuuf9pyWJKVTps3LmnXD6jbduHqRtq1p1+Xt4VQnF01oSP9oAIgdAmkAgCSppiqlt29fo0fyvaT/8/f36k1XX0agBixAj29Cw7aGGqVTfIUYABAt1emUtqxs1ZaVrbrvVm9Z99B4URX1i8d6NTiWKdovm3Pac6Jfe07062vPHpUkLWmu1bZ8Rfa2te26enmLaqrK/w274pYdVEgDQNwQSAMACn7/9ev0zeeO6WTfqLoGx/XQ/35FD/wf14Q9LCA2itt10D8aABAP7Y01umvzZbpr82WSvPD51TODXi/qo7164ViP9p8ZlCueL1FnB8b0/d2n9P3dpyR5Ewxeu6pN29Ys0ra1i3Tj6kVqK8MEvyeKWnZQIQ0AcUMgDQAoaKyt0v/1q1fr/q8/L0n6yk8Pa9vaRfrVa1eEOzAgJgikAQBJkE6ZNi1r1qZlzXrbzaslSf2jE9p5rE/PH+3Rc0d69MKRHg1Mq6Iencjp54e69fND3YVlG5Y2Ffpab1vbrrUdDZfc5sNfIb2cCmkAiJ1YBtJmtkrSpyTdI6lD0klJT0h60DnXs4DjtEv6U0n3Slou6Zyk/yXpT51zx0s9bgCIg3+9ZZlet2Gxfry/S85JH/q7F9VYW6U7Ny0Ne2hA5BUF0mWoCAMAICwtddW6fcNi3b5hsSSvivqV0wPacaRHO4706Lkj3TrWPXLefvvPDGr/mUF94xfHJEmLm2p04+pFuvmKdt2yrkNXLW9ZcIsrekgDQLzFLpA2s/WSnpG0VNJ3Je2TdLOkD0q6x8xuc86dm8dxOvLH2Sjph5K+IWmzpHdJ+jdmdqtz7mB5ngUARJeZ6eG33aDf/MtndODskCayTu9+/Bf6/Tes1x/9qw2qrUqHPUQgsooC6SYCaQBAcqVTpquWt+iq5S16xy1rJEln+kf13JEePXe4RzuO9mhPZ58yueI+H12D43ryl6f15C+9yRKb66q0/Yp2bb+iQ9vXeX2oq9Iz96F2zulEr69Cuo0KaQCIm9gF0pIekxdGf8A594XJhWb2OUkfkvQZSe+bx3E+Ky+Mfsg592HfcT4g6eH849xTwnEDQGy0N9bob969Xb/5lz9VZ++Ick76i38+oG/tOK53bF+jf711mTYsbQplVnUgyvZ09hfud9CyAwBQYZa21OnNW5frzVuXS5JGxrN66XivV0F9uFs7jvSof7S4zcfAaEZP7T2jp/aekSQ111Zp29pFumVdh7av69CWFcUBdc/whMYyOUlSU22VWuqYgBsA4iZWgbSZrZN0t6TDkh6dtvqTkt4r6T4z+4h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\n", 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\n", 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\n", 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\n", 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\n", "text/plain": [ - "" + "" ] }, "metadata": { @@ -1183,7 +1190,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "For further details of camb.symbolic and examples of what can be done see the [CAMB symbolic ScalEqs notebook](http://camb.readthedocs.org/en/latest/ScalEqs.html) (run now in [Binder](https://mybinder.org/v2/gh/cmbant/camb/master?filepath=pycamb%2Fdocs%2FScalEqs.ipynb)). This also serves as documentation for the scalar equations implemented in CAMB." + "For further details of camb.symbolic and examples of what can be done see the [CAMB symbolic ScalEqs notebook](http://camb.readthedocs.org/en/latest/ScalEqs.html) (run now in [Binder](https://mybinder.org/v2/gh/cmbant/camb/master?filepath=docs%2FScalEqs.ipynb)). This also serves as documentation for the scalar equations implemented in CAMB." ] }, { @@ -1195,7 +1202,7 @@ "data": { "image/png": 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\n"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\n", 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\n", 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\n", 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\n", 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\n", 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\n", 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\n", 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\n", 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\n", 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\n", "text/plain": [ - "" + "" ] }, "metadata": { diff --git a/docs/ScalEqs.html b/docs/ScalEqs.html new file mode 100644 index 00000000..636aff78 --- /dev/null +++ b/docs/ScalEqs.html @@ -0,0 +1,13896 @@ + + + +ScalEqs + + + + + + + + + + + + + + + + + + + +
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+
In [1]:
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+
# Notebook demonstrating the use of quantities defined incamb.symbolic, and examples of usage
+# for defining custom sources and plotting different quantities.
+
+# Set of scalar equations implemented in CAMB, and calculation of the line-of-sight sources
+# indices are: 
+# g - photons, r- massless neutrinos, c - CDM, b - baryons, de - dark energy, nu - massive neutrinos
+
+# kappa = 8 pi G, Pi is anisotropic stress, q =(rho+p)v the heat flux 
+# (and for components rho_i q_i = (rho_i+p_i)v_i)
+# z is the perturbation to the expansion, h perturbation to the scale factor, sigma the shear
+# phi the Weyl potential, and eta the 3-curvature. Equations are in a general gauge,
+# and are implemented in CAMB in the CDM frame (synchronous gauge, but using variables above). 
+# There are functions to convert into Newtonian and synchronous gauge metric variables
+
+%matplotlib inline
+%config InlineBackend.figure_format = 'retina'
+import sys, platform, os
+from matplotlib import pyplot as plt
+import numpy as np
+from IPython.display import display
+import six
+import warnings
+warnings.filterwarnings('ignore', category=DeprecationWarning, module='.*/IPython/.*')
+print('Using CAMB installed at %s'%(os.path.realpath(os.path.join(os.getcwd(),'..'))))
+sys.path.insert(0,os.path.realpath(os.path.join(os.getcwd(),'..')))
+import camb
+from camb.symbolic import *
+sympy.init_printing()
+print('CAMB: %s, Sympy: %s'%(camb.__version__,sympy.__version__))
+
+ +
+
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+ +
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+ +
+ + +
+
Using CAMB installed at c:\work\dist\git\camb
+CAMB: 1.0.0, Sympy: 1.1.1
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+ +
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+
In [2]:
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+
display('background_eqs',background_eqs)
+display('contraints',constraints)
+display('var_subs',var_subs)
+display('q_sub',q_sub)
+display('pert_eqs',pert_eqs)
+display('total_eqs',total_eqs) 
+#can use tot_eqs as combination of total_eqs + pert_eqs + background_eqs
+
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+ +
+ + + + +
+
'background_eqs'
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+ +
+ +
+ +
+ + + + +
+$$\left [ \frac{d}{d t} a{\left (t \right )} = H{\left (t \right )} a{\left (t \right )}, \quad \frac{d}{d t} H{\left (t \right )} = - \frac{\kappa}{6} \left(3 P{\left (t \right )} + \rho{\left (t \right )}\right) a^{2}{\left (t \right )}, \quad \frac{d}{d t} \operatorname{exptau}{\left (t \right )} = \operatorname{visibility}{\left (t \right )}\right ]$$ +
+ +
+ +
+ +
+ + + + +
+
'contraints'
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+ +
+ +
+ +
+ + + + +
+$$\left [ Kf_{1} k^{3} \phi{\left (t \right )} + \frac{k \kappa}{2} \left(Kf_{1} \Pi{\left (t \right )} + \delta{\left (t \right )}\right) a^{2}{\left (t \right )} + \frac{3 \kappa}{2} H{\left (t \right )} a^{2}{\left (t \right )} q{\left (t \right )}, \quad k^{2} \eta{\left (t \right )} + 2 k H{\left (t \right )} z{\left (t \right )} - \kappa a^{2}{\left (t \right )} \delta{\left (t \right )}, \quad \frac{2 k^{2}}{3 a^{2}{\left (t \right )}} \left(- Kf_{1} \sigma{\left (t \right )} + z{\left (t \right )}\right) + \kappa q{\left (t \right )}, \quad - \frac{k}{3} z{\left (t \right )} + A{\left (t \right )} H{\left (t \right )} + \dot{h}{\left (t \right )}\right ]$$ +
+ +
+ +
+ +
+ + + + +
+
'var_subs'
+
+ +
+ +
+ +
+ + + + +
+$$\left \{ \dot{h}{\left (t \right )} : \frac{1}{6 H{\left (t \right )}} \left(- k^{2} \eta{\left (t \right )} + \kappa a^{2}{\left (t \right )} \delta{\left (t \right )} - 6 A{\left (t \right )} H^{2}{\left (t \right )}\right), \quad \phi{\left (t \right )} : - \frac{\kappa a^{2}{\left (t \right )}}{2 Kf_{1} k^{3}} \left(Kf_{1} k \Pi{\left (t \right )} + k \delta{\left (t \right )} + 3 H{\left (t \right )} q{\left (t \right )}\right), \quad \sigma{\left (t \right )} : \frac{1}{2 Kf_{1} k^{2} H{\left (t \right )}} \left(k \left(- k^{2} \eta{\left (t \right )} + \kappa a^{2}{\left (t \right )} \delta{\left (t \right )}\right) + 3 \kappa H{\left (t \right )} a^{2}{\left (t \right )} q{\left (t \right )}\right), \quad z{\left (t \right )} : \frac{1}{2 k H{\left (t \right )}} \left(- k^{2} \eta{\left (t \right )} + \kappa a^{2}{\left (t \right )} \delta{\left (t \right )}\right)\right \}$$ +
+ +
+ +
+ +
+ + + + +
+
'q_sub'
+
+ +
+ +
+ +
+ + + + +
+$$q{\left (t \right )} = \frac{2 k^{2}}{3 \kappa a^{2}{\left (t \right )}} \left(Kf_{1} \sigma{\left (t \right )} - \frac{1}{2 k H{\left (t \right )}} \left(- k^{2} \eta{\left (t \right )} + \kappa a^{2}{\left (t \right )} \delta{\left (t \right )}\right)\right)$$ +
+ +
+ +
+ +
+ + + + +
+
'pert_eqs'
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+ +
+ +
+ +
+ + + + +
+$$\left [ \frac{d}{d t} z{\left (t \right )} = Kf_{1} k A{\left (t \right )} - H{\left (t \right )} z{\left (t \right )} + \frac{3 \kappa}{2 k} \left(P{\left (t \right )} + \rho{\left (t \right )}\right) A{\left (t \right )} a^{2}{\left (t \right )} - \frac{\kappa}{2 k} \left(\delta{\left (t \right )} + 3 \delta_{P}{\left (t \right )}\right) a^{2}{\left (t \right )}, \quad \frac{d}{d t} \sigma{\left (t \right )} = k \left(A{\left (t \right )} + \phi{\left (t \right )}\right) - H{\left (t \right )} \sigma{\left (t \right )} - \frac{\Pi{\left (t \right )}}{2 k} \kappa a^{2}{\left (t \right )}, \quad \frac{d}{d t} \eta{\left (t \right )} = - \frac{1}{k} \left(2 K z{\left (t \right )} + 2 Kf_{1} k A{\left (t \right )} H{\left (t \right )} + \kappa a^{2}{\left (t \right )} q{\left (t \right )}\right), \quad \frac{d}{d t} \phi{\left (t \right )} = - H{\left (t \right )} \phi{\left (t \right )} + \frac{\kappa}{2 k^{2}} \left(k \left(P{\left (t \right )} + \rho{\left (t \right )}\right) \sigma{\left (t \right )} + k q{\left (t \right )} - H{\left (t \right )} \Pi{\left (t \right )} - \frac{d}{d t} \Pi{\left (t \right )}\right) a^{2}{\left (t \right )}\right ]$$ +
+ +
+ +
+ +
+ + + + +
+
'total_eqs'
+
+ +
+ +
+ +
+ + + + +
+$$\left [ \frac{d}{d t} q{\left (t \right )} = - \frac{2 Kf_{1}}{3} k \Pi{\left (t \right )} - k \left(P{\left (t \right )} + \rho{\left (t \right )}\right) A{\left (t \right )} + k \delta_{P}{\left (t \right )} - 4 H{\left (t \right )} q{\left (t \right )}, \quad \frac{d}{d t} \delta{\left (t \right )} = - k q{\left (t \right )} - 3 \left(P{\left (t \right )} + \rho{\left (t \right )}\right) \dot{h}{\left (t \right )} - 3 \left(\delta{\left (t \right )} + \delta_{P}{\left (t \right )}\right) H{\left (t \right )}\right ]$$ +
+ +
+ +
+
+ +
+
+
+
+
+

Newtonian gauge variables $\Psi_N$ and $\Phi_N$ (not used in CAMB but may be useful) defined for metrix sign choices so flat metric is +$$ds^2 = a(\eta)^2\left( (1+2\Psi_N)d\eta^2 - (1-2\Phi_N)\delta_{ij}dx^idx^j\right)$$ +(default, as defined by Ma and Bertschinger, number count and 21cm papers, etc.) Definitions are also valid for non-flat.

+

The alternative definition +$$ds^2 = a(\eta)^2\left( (1+2\Psi_N)d\eta^2 - (1+2\Phi_N)\delta_{ij}dx^idx^j\right)$$ +is used by Hu et.al., lensing review, etc, corresponding to a sign change in $\Phi_N$.

+ +
+
+
+
+
+
In [3]:
+
+
+
#Relatations for going to/from the Newtonian gauge
+display('Newt_vars',Newt_vars)
+display('Newtonian_subs',Newtonian_subs)
+
+ +
+
+
+ +
+
+ + +
+ +
+ + + + +
+
'Newt_vars'
+
+ +
+ +
+ +
+ + + + +
+$$\left [ \Psi_{N}{\left (t \right )} = - A{\left (t \right )} + \frac{1}{k} \left(H{\left (t \right )} \sigma{\left (t \right )} + \frac{d}{d t} \sigma{\left (t \right )}\right), \quad \Phi_{N}{\left (t \right )} = - \frac{1}{k} H{\left (t \right )} \sigma{\left (t \right )} - \frac{\eta{\left (t \right )}}{2 Kf_{1}}\right ]$$ +
+ +
+ +
+ +
+ + + + +
+
'Newtonian_subs'
+
+ +
+ +
+ +
+ + + + +
+$$\left [ A{\left (t \right )} = - \Psi_{N}{\left (t \right )}, \quad \frac{d^{2}}{d t^{2}} \sigma{\left (t \right )} = 0, \quad \frac{d}{d t} \sigma{\left (t \right )} = 0, \quad \sigma{\left (t \right )} = 0, \quad \phi{\left (t \right )} = \frac{1}{2} \Phi_{N}{\left (t \right )} + \frac{1}{2} \Psi_{N}{\left (t \right )}, \quad \eta{\left (t \right )} = - 2 Kf_{1} \Phi_{N}{\left (t \right )}, \quad \dot{h}{\left (t \right )} = - \frac{d}{d t} \Phi_{N}{\left (t \right )}, \quad z{\left (t \right )} = \frac{3}{k} \left(- H{\left (t \right )} \Psi_{N}{\left (t \right )} - \frac{d}{d t} \Phi_{N}{\left (t \right )}\right)\right ]$$ +
+ +
+ +
+
+ +
+
+
+
In [4]:
+
+
+
#e.g. get the Newtonian gauge equation for diff(Phi,t) + H*Psi 
+#[eq 23b of Ma and Bertschinger, 
+# noting that their (rho+P)theta = k q since q = (rho+P)v]
+newtonian_gauge(subs(tot_eqs,subs(Newtonian_var_subs,
+                    (diff(Phi_N,t) + H*Psi_N)).simplify().doit()))
+
+ +
+
+
+ +
+
+ + +
+ +
Out[4]:
+ + + + +
+$$\frac{\kappa}{2 k} a^{2}{\left (t \right )} q{\left (t \right )}$$ +
+ +
+ +
+
+ +
+
+
+
In [5]:
+
+
+
#CDM frame is used by CAMB, corresponding to zero acceleration or CDM velocity
+display('cdm_subs', cdm_subs)
+    
+
+ +
+
+
+ +
+
+ + +
+ +
+ + + + +
+
'cdm_subs'
+
+ +
+ +
+ +
+ + + + +
+$$\left [ \frac{d}{d t} A{\left (t \right )} = 0, \quad A{\left (t \right )} = 0, \quad \frac{d}{d t} \operatorname{v_{c}}{\left (t \right )} = 0, \quad \operatorname{v_{c}}{\left (t \right )} = 0\right ]$$ +
+ +
+ +
+
+ +
+
+
+
+
+

Define synchonous gauge variables in Ma and Bertschinger notation (generalized to non-flat)

+

In terms of Hu et al variables $h_L+ h_T/3 = \eta_s$ and $h_L = -h_s/6$

+ +
+
+
+
+
+
In [6]:
+
+
+
#General gauge-invariant form of synchronous gauge metric variables
+display('synchronous_vars',synchronous_vars)
+
+ +
+
+
+ +
+
+ + +
+ +
+ + + + +
+
'synchronous_vars'
+
+ +
+ +
+ +
+ + + + +
+$$\left [ \eta_{s}{\left (t \right )} = \frac{1}{Kf_{1}} \left(\frac{Kf_{1}}{k} H{\left (t \right )} \operatorname{v_{c}}{\left (t \right )} - \frac{1}{2} \eta{\left (t \right )}\right), \quad \dot{h}_{s}{\left (t \right )} = 6 A{\left (t \right )} H{\left (t \right )} + 6 \dot{h}{\left (t \right )} + \frac{6}{k} \left(\frac{Kf_{1} k^{2}}{3} + \frac{\kappa}{2} \left(P{\left (t \right )} + \rho{\left (t \right )}\right) a^{2}{\left (t \right )}\right) \operatorname{v_{c}}{\left (t \right )}\right ]$$ +
+ +
+ +
+
+ +
+
+
+
In [7]:
+
+
+
#To convert from general to synchronous variables can use these
+display('synchronous_subs',synchronous_subs)
+
+ +
+
+
+ +
+
+ + +
+ +
+ + + + +
+
'synchronous_subs'
+
+ +
+ +
+ +
+ + + + +
+$$\left [ \eta{\left (t \right )} = - 2 Kf_{1} \eta_{s}{\left (t \right )}, \quad \dot{h}{\left (t \right )} = \frac{1}{6} \dot{h}_{s}{\left (t \right )}, \quad \phi{\left (t \right )} = - \frac{\kappa a^{2}{\left (t \right )}}{2 Kf_{1} k^{3}} \left(Kf_{1} k \Pi{\left (t \right )} + k \delta{\left (t \right )} + 3 H{\left (t \right )} q{\left (t \right )}\right), \quad z{\left (t \right )} = \frac{\dot{h}_{s}{\left (t \right )}}{2 k}, \quad \sigma{\left (t \right )} = \frac{1}{2 k} \left(\dot{h}_{s}{\left (t \right )} + 6 \frac{d}{d t} \eta_{s}{\left (t \right )}\right), \quad \frac{d}{d t} A{\left (t \right )} = 0, \quad A{\left (t \right )} = 0, \quad \frac{d}{d t} \operatorname{v_{c}}{\left (t \right )} = 0, \quad \operatorname{v_{c}}{\left (t \right )} = 0\right ]$$ +
+ +
+ +
+
+ +
+
+
+
In [8]:
+
+
+
#Alternative pure-metric expression for phi
+Eq(phi,subs(Eq(Pi,-(3*diff(eta_s,t,t)+diff(hdot_s,t)/2 + 2*(3*H*diff(eta_s,t) + H*hdot_s/2) - k**2*eta_s)/kappa/a**2),
+ synchronous_gauge(subs(solve(constraints[1:],[delta,q,A]), phi_sub).rhs)).simplify())
+
+ +
+
+
+ +
+
+ + +
+ +
Out[8]:
+ + + + +
+$$\phi{\left (t \right )} = \frac{1}{4 k^{2}} \left(2 k^{2} \eta_{s}{\left (t \right )} + \frac{d}{d t} \dot{h}_{s}{\left (t \right )} + 6 \frac{d^{2}}{d t^{2}} \eta_{s}{\left (t \right )}\right)$$ +
+ +
+ +
+
+ +
+
+
+
In [9]:
+
+
+
#Check the four synchronous gauge equations
+synchronous_gauge(subs(var_subs,subs(synchronous_vars, K_fac*k**2*eta_s-H*hdot_s/2)).simplify())
+
+ +
+
+
+ +
+
+ + +
+ +
Out[9]:
+ + + + +
+$$- \frac{\kappa}{2} a^{2}{\left (t \right )} \delta{\left (t \right )}$$ +
+ +
+ +
+
+ +
+
+
+
In [10]:
+
+
+
synchronous_gauge(subs(pert_eqs,subs(synchronous_vars, -K/2*hdot_s/k**2 + K_fac*diff(eta_s,t)).doit()))
+
+ +
+
+
+ +
+
+ + +
+ +
Out[10]:
+ + + + +
+$$\frac{\kappa}{2 k} a^{2}{\left (t \right )} q{\left (t \right )}$$ +
+ +
+ +
+
+ +
+
+
+
In [11]:
+
+
+
synchronous_gauge(subs(K_sub,subs(Friedmann,subs(var_subs,subs(total_eqs,subs(background_eqs,subs(pert_eqs,subs(var_subs,
+        subs(synchronous_vars, -(diff(hdot_s,t) + H*hdot_s)/6).doit()).doit())).simplify().expand())
+    ).simplify().expand())).simplify())
+
+ +
+
+
+ +
+
+ + +
+ +
Out[11]:
+ + + + +
+$$\frac{\kappa}{6} \left(\delta{\left (t \right )} + 3 \delta_{P}{\left (t \right )}\right) a^{2}{\left (t \right )}$$ +
+ +
+ +
+
+ +
+
+
+
In [12]:
+
+
+
#Seems to be a factor of 2 missing in last line of eq A8 of Hu et al.
+synchronous_gauge(subs(q_sub,subs(K_sub,subs(Friedmann_Kfac_subs,subs(var_subs,
+    subs(tot_eqs+background_eqs, subs(var_subs,subs(pert_eqs,subs(synchronous_vars,
+    3*diff(eta_s,t,t)+diff(hdot_s,t)/2 + 2*(3*H*diff(eta_s,t) + H*hdot_s/2) - k**2*eta_s).doit()).doit()).doit()))
+                  .simplify()))))
+
+ +
+
+
+ +
+
+ + +
+ +
Out[12]:
+ + + + +
+$$- \kappa \Pi{\left (t \right )} a^{2}{\left (t \right )}$$ +
+ +
+ +
+
+ +
+
+
+
In [13]:
+
+
+
#Fluid components
+display('density_eqs',density_eqs)
+display('delta_eqs', delta_eqs)
+display('vel_eqs',vel_eqs)
+#can use component_eqs as combination of density_eqs + delta_eqs + vel_eqs
+
+ +
+
+
+ +
+
+ + +
+ +
+ + + + +
+
'density_eqs'
+
+ +
+ +
+ +
+ + + + +
+$$\left [ \frac{d}{d t} \rho_{b}{\left (t \right )} = - 3 \left(\operatorname{p_{b}}{\left (t \right )} + \rho_{b}{\left (t \right )}\right) H{\left (t \right )}, \quad \frac{d}{d t} \rho_{c}{\left (t \right )} = - 3 H{\left (t \right )} \rho_{c}{\left (t \right )}, \quad \frac{d}{d t} \rho_{g}{\left (t \right )} = - 4 H{\left (t \right )} \rho_{g}{\left (t \right )}, \quad \frac{d}{d t} \rho_{r}{\left (t \right )} = - 4 H{\left (t \right )} \rho_{r}{\left (t \right )}, \quad \frac{d}{d t} \rho_{\nu}{\left (t \right )} = - 3 \left(\operatorname{p_{\nu}}{\left (t \right )} + \rho_{\nu}{\left (t \right )}\right) H{\left (t \right )}, \quad \frac{d}{d t} \rho_{de}{\left (t \right )} = - 3 \left(\operatorname{w_{de}}{\left (t \right )} + 1\right) H{\left (t \right )} \rho_{de}{\left (t \right )}\right ]$$ +
+ +
+ +
+ +
+ + + + +
+
'delta_eqs'
+
+ +
+ +
+ +
+ + + + +
+$$\left [ \frac{d}{d t} \Delta_{r}{\left (t \right )} = - k \operatorname{q_{r}}{\left (t \right )} - 4 \dot{h}{\left (t \right )}, \quad \frac{d}{d t} \Delta_{g}{\left (t \right )} = - k \operatorname{q_{g}}{\left (t \right )} - 4 \dot{h}{\left (t \right )}, \quad \frac{d}{d t} \Delta_{b}{\left (t \right )} = \left(k \operatorname{v_{b}}{\left (t \right )} + 3 \dot{h}{\left (t \right )}\right) \left(- \frac{\operatorname{p_{b}}{\left (t \right )}}{\rho_{b}{\left (t \right )}} - 1\right) + \left(- 3 \operatorname{c^{2}_{sb}}{\left (t \right )} + \frac{3 \operatorname{p_{b}}{\left (t \right )}}{\rho_{b}{\left (t \right )}}\right) \Delta_{b}{\left (t \right )} H{\left (t \right )}, \quad \frac{d}{d t} \Delta_{c}{\left (t \right )} = - k \operatorname{v_{c}}{\left (t \right )} - 3 \dot{h}{\left (t \right )}, \quad \frac{d}{d t} \Delta_{\nu}{\left (t \right )} = - k \operatorname{q_{\nu}}{\left (t \right )} + \left(- \frac{3 \operatorname{p_{\nu}}{\left (t \right )}}{\rho_{\nu}{\left (t \right )}} - 3\right) \dot{h}{\left (t \right )} + 3 \left(- \Delta_{P \nu}{\left (t \right )} + \frac{\Delta_{\nu}{\left (t \right )} \operatorname{p_{\nu}}{\left (t \right )}}{\rho_{\nu}{\left (t \right )}}\right) H{\left (t \right )}, \quad \frac{d}{d t} \Delta_{de}{\left (t \right )} = - k \left(\operatorname{w_{de}}{\left (t \right )} + 1\right) \operatorname{v_{de}}{\left (t \right )} - 3 \left(\Delta_{de}{\left (t \right )} + \frac{3}{k} \left(\operatorname{w_{de}}{\left (t \right )} + 1\right) H{\left (t \right )} \operatorname{v_{de}}{\left (t \right )}\right) \left(\hat{c}^{2}_{sde}{\left (t \right )} - \operatorname{w_{de}}{\left (t \right )}\right) H{\left (t \right )} + \left(- 3 \operatorname{w_{de}}{\left (t \right )} - 3\right) \dot{h}{\left (t \right )} - \frac{3}{k} H{\left (t \right )} \operatorname{v_{de}}{\left (t \right )} \frac{d}{d t} \operatorname{w_{de}}{\left (t \right )}\right ]$$ +
+ +
+ +
+ +
+ + + + +
+
'vel_eqs'
+
+ +
+ +
+ +
+ + + + +
+$$\left [ \frac{d}{d t} \operatorname{q_{r}}{\left (t \right )} = - \frac{2 Kf_{1}}{3} k \pi_{r}{\left (t \right )} - \frac{4 k}{3} A{\left (t \right )} + \frac{k}{3} \Delta_{r}{\left (t \right )}, \quad \frac{d}{d t} \operatorname{q_{g}}{\left (t \right )} = - \frac{2 Kf_{1}}{3} k \pi_{g}{\left (t \right )} - \frac{4 k}{3} A{\left (t \right )} + \frac{k}{3} \Delta_{g}{\left (t \right )} + \left(- \operatorname{q_{g}}{\left (t \right )} + \frac{4}{3} \operatorname{v_{b}}{\left (t \right )}\right) \operatorname{opacity}{\left (t \right )}, \quad \frac{d}{d t} \operatorname{v_{b}}{\left (t \right )} = - k A{\left (t \right )} + \frac{1}{\operatorname{p_{b}}{\left (t \right )} + \rho_{b}{\left (t \right )}} \left(k \Delta_{b}{\left (t \right )} \operatorname{c^{2}_{sb}}{\left (t \right )} \rho_{b}{\left (t \right )} - \left(- \operatorname{q_{g}}{\left (t \right )} + \frac{4}{3} \operatorname{v_{b}}{\left (t \right )}\right) \operatorname{opacity}{\left (t \right )} \rho_{g}{\left (t \right )}\right) - H{\left (t \right )} \operatorname{v_{b}}{\left (t \right )} - \frac{\operatorname{v_{b}}{\left (t \right )} \frac{d}{d t} \operatorname{p_{b}}{\left (t \right )}}{\operatorname{p_{b}}{\left (t \right )} + \rho_{b}{\left (t \right )}}, \quad \frac{d}{d t} \operatorname{v_{c}}{\left (t \right )} = - k A{\left (t \right )} - H{\left (t \right )} \operatorname{v_{c}}{\left (t \right )}, \quad \frac{d}{d t} \operatorname{q_{\nu}}{\left (t \right )} = - \frac{k}{3} \left(2 Kf_{1} \pi_{\nu}{\left (t \right )} - 3 \Delta_{P \nu}{\left (t \right )}\right) - k \left(\frac{\operatorname{p_{\nu}}{\left (t \right )}}{\rho_{\nu}{\left (t \right )}} + 1\right) A{\left (t \right )} - \left(- \frac{3 \operatorname{p_{\nu}}{\left (t \right )}}{\rho_{\nu}{\left (t \right )}} + 1\right) H{\left (t \right )} \operatorname{q_{\nu}}{\left (t \right )}, \quad \frac{d}{d t} \operatorname{v_{de}}{\left (t \right )} = - k A{\left (t \right )} + \frac{k \Delta_{de}{\left (t \right )} \hat{c}^{2}_{sde}{\left (t \right )}}{\operatorname{w_{de}}{\left (t \right )} + 1} - \left(- 3 \hat{c}^{2}_{sde}{\left (t \right )} + 1\right) H{\left (t \right )} \operatorname{v_{de}}{\left (t \right )}\right ]$$ +
+ +
+ +
+
+ +
+
+
+
In [14]:
+
+
+
#e.g. can check we recover standard Newtonian gauge equations 
+#(note all equations above are valid in any frame)
+newtonian_gauge(delta_eqs)
+
+ +
+
+
+ +
+
+ + +
+ +
Out[14]:
+ + + + +
+$$\left [ \frac{d}{d t} \Delta_{r}{\left (t \right )} = - k \operatorname{q_{r}}{\left (t \right )} + 4 \frac{d}{d t} \Phi_{N}{\left (t \right )}, \quad \frac{d}{d t} \Delta_{g}{\left (t \right )} = - k \operatorname{q_{g}}{\left (t \right )} + 4 \frac{d}{d t} \Phi_{N}{\left (t \right )}, \quad \frac{d}{d t} \Delta_{b}{\left (t \right )} = - \frac{1}{\rho_{b}{\left (t \right )}} \left(\left(k \operatorname{v_{b}}{\left (t \right )} - 3 \frac{d}{d t} \Phi_{N}{\left (t \right )}\right) \left(\operatorname{p_{b}}{\left (t \right )} + \rho_{b}{\left (t \right )}\right) + 3 \left(\operatorname{c^{2}_{sb}}{\left (t \right )} \rho_{b}{\left (t \right )} - \operatorname{p_{b}}{\left (t \right )}\right) \Delta_{b}{\left (t \right )} H{\left (t \right )}\right), \quad \frac{d}{d t} \Delta_{c}{\left (t \right )} = - k \operatorname{v_{c}}{\left (t \right )} + 3 \frac{d}{d t} \Phi_{N}{\left (t \right )}, \quad \frac{d}{d t} \Delta_{\nu}{\left (t \right )} = \frac{1}{\rho_{\nu}{\left (t \right )}} \left(- k \operatorname{q_{\nu}}{\left (t \right )} \rho_{\nu}{\left (t \right )} - 3 \left(\Delta_{P \nu}{\left (t \right )} \rho_{\nu}{\left (t \right )} - \Delta_{\nu}{\left (t \right )} \operatorname{p_{\nu}}{\left (t \right )}\right) H{\left (t \right )} + 3 \left(\operatorname{p_{\nu}}{\left (t \right )} + \rho_{\nu}{\left (t \right )}\right) \frac{d}{d t} \Phi_{N}{\left (t \right )}\right), \quad \frac{d}{d t} \Delta_{de}{\left (t \right )} = \frac{1}{k} \left(k \left(- k \operatorname{v_{de}}{\left (t \right )} + 3 \frac{d}{d t} \Phi_{N}{\left (t \right )}\right) \left(\operatorname{w_{de}}{\left (t \right )} + 1\right) - 3 \left(k \Delta_{de}{\left (t \right )} + 3 \left(\operatorname{w_{de}}{\left (t \right )} + 1\right) H{\left (t \right )} \operatorname{v_{de}}{\left (t \right )}\right) \left(\hat{c}^{2}_{sde}{\left (t \right )} - \operatorname{w_{de}}{\left (t \right )}\right) H{\left (t \right )} - 3 H{\left (t \right )} \operatorname{v_{de}}{\left (t \right )} \frac{d}{d t} \operatorname{w_{de}}{\left (t \right )}\right)\right ]$$ +
+ +
+ +
+
+ +
+
+
+
In [15]:
+
+
+
#Can use make_frame_invariant function to get explicit gauge-invariant equations for Newtonian (or other gauge) quantities
+delta_N, v_b_N, sigma_N, eta_N = make_frame_invariant([delta,v_b, sigma, eta], 'Newtonian')
+delta_sync, v_b_sync, sigma_sync, eta_sync = make_frame_invariant([delta,v_b, sigma, eta], 'CDM')
+
+display('Gaude-dependent:', [delta, v_b, sigma, eta])
+display('Newtonian:', [delta_N, v_b_N, sigma_N, eta_N]) 
+display('Synchronous (CDM frame):', [delta_sync, v_b_sync, sigma_sync, eta_sync]) 
+
+ +
+
+
+ +
+
+ + +
+ +
+ + + + +
+
'Gaude-dependent:'
+
+ +
+ +
+ +
+ + + + +
+$$\left [ \delta{\left (t \right )}, \quad \operatorname{v_{b}}{\left (t \right )}, \quad \sigma{\left (t \right )}, \quad \eta{\left (t \right )}\right ]$$ +
+ +
+ +
+ +
+ + + + +
+
'Newtonian:'
+
+ +
+ +
+ +
+ + + + +
+$$\left [ \delta{\left (t \right )} - \frac{3}{k} \left(P{\left (t \right )} + \rho{\left (t \right )}\right) H{\left (t \right )} \sigma{\left (t \right )}, \quad \sigma{\left (t \right )} + \operatorname{v_{b}}{\left (t \right )}, \quad 0, \quad \frac{2 Kf_{1}}{k} H{\left (t \right )} \sigma{\left (t \right )} + \eta{\left (t \right )}\right ]$$ +
+ +
+ +
+ +
+ + + + +
+
'Synchronous (CDM frame):'
+
+ +
+ +
+ +
+ + + + +
+$$\left [ \delta{\left (t \right )} + \frac{3}{k} \left(P{\left (t \right )} + \rho{\left (t \right )}\right) H{\left (t \right )} \operatorname{v_{c}}{\left (t \right )}, \quad \operatorname{v_{b}}{\left (t \right )} - \operatorname{v_{c}}{\left (t \right )}, \quad \sigma{\left (t \right )} + \operatorname{v_{c}}{\left (t \right )}, \quad - \frac{2 Kf_{1}}{k} H{\left (t \right )} \operatorname{v_{c}}{\left (t \right )} + \eta{\left (t \right )}\right ]$$ +
+ +
+ +
+
+ +
+
+
+
In [16]:
+
+
+
def show_gauges(x):
+    print('Newtonian gauge version:')
+    display(newtonian_gauge(x))
+    print('CDM frame version:')
+    display(cdm_gauge(x))
+    print('Synchronous gauge variable version:')
+    display(synchronous_gauge(x))
+
+
+def check_equation(camb_eq, view = True, p_b_zero=False):
+    if view:
+        show_gauges(camb_eq)
+    res = simplify(subs(background_eqs +component_eqs,camb_eq.simplify()))
+    res = subs(var_subs,res).simplify()
+    res = subs(Friedmann_Kfac_subs, res).simplify()
+    if p_b_zero: res = subs(Eq(p_b,0),res).doit().simplify()
+    if res==0:
+        print('OK')
+    else:
+        print('Non-zero, equal to:')
+        display(res)
+
+#For example CAMB implements the equation d Delta_g/dt= -k*(4/3*z+qg) in synchronous gauge. Check this works.
+Delta_g_sync, z_sync, q_g_sync = make_frame_invariant([Delta_g, z, q_g], 'CDM')
+check_equation(diff(Delta_g_sync,t) + k*(4*z_sync/3 + q_g_sync)) 
+
+ +
+
+
+ +
+
+ + +
+ +
+ + +
+
Newtonian gauge version:
+
+
+
+ +
+ +
+ + + + +
+$$\frac{1}{k} \left(\frac{k^{2}}{3} \left(4 Kf_{1} \operatorname{v_{c}}{\left (t \right )} + 3 \operatorname{q_{g}}{\left (t \right )} - 4 \operatorname{v_{c}}{\left (t \right )}\right) - 4 k \left(H{\left (t \right )} \Psi_{N}{\left (t \right )} + \frac{d}{d t} \Phi_{N}{\left (t \right )}\right) + k \frac{d}{d t} \Delta_{g}{\left (t \right )} + 2 \kappa \left(P{\left (t \right )} + \rho{\left (t \right )}\right) a^{2}{\left (t \right )} \operatorname{v_{c}}{\left (t \right )} + 4 H{\left (t \right )} \frac{d}{d t} \operatorname{v_{c}}{\left (t \right )} + 4 \operatorname{v_{c}}{\left (t \right )} \frac{d}{d t} H{\left (t \right )}\right)$$ +
+ +
+ +
+ +
+ + +
+
CDM frame version:
+
+
+
+ +
+ +
+ + + + +
+$$k \operatorname{q_{g}}{\left (t \right )} + \frac{4 k}{3} z{\left (t \right )} + \frac{d}{d t} \Delta_{g}{\left (t \right )}$$ +
+ +
+ +
+ +
+ + +
+
Synchronous gauge variable version:
+
+
+
+ +
+ +
+ + + + +
+$$k \operatorname{q_{g}}{\left (t \right )} + \frac{2}{3} \dot{h}_{s}{\left (t \right )} + \frac{d}{d t} \Delta_{g}{\left (t \right )}$$ +
+ +
+ +
+ +
+ + +
+
OK
+
+
+
+ +
+
+ +
+
+
+
In [17]:
+
+
+
csq_b_sync, Delta_b_sync = make_frame_invariant([csq_b, Delta_b], 'CDM')
+check_equation(diff(v_b_sync,t)+H*v_b_sync
+                    -csq_b_sync*k*Delta_b_sync+rho_g/rho_b*opacity*(4*v_b_sync/3-q_g_sync),p_b_zero=True)
+
+ +
+
+
+ +
+
+ + +
+ +
+ + +
+
Newtonian gauge version:
+
+
+
+ +
+ +
+ + + + +
+$$\frac{1}{\rho_{b}{\left (t \right )}} \left(- k \Delta_{b}{\left (t \right )} \operatorname{c^{2}_{sb}}{\left (t \right )} \rho_{b}{\left (t \right )} - \frac{1}{3} \left(3 \operatorname{q_{g}}{\left (t \right )} - 4 \operatorname{v_{b}}{\left (t \right )}\right) \operatorname{opacity}{\left (t \right )} \rho_{g}{\left (t \right )} + \left(\left(\operatorname{v_{b}}{\left (t \right )} - \operatorname{v_{c}}{\left (t \right )}\right) H{\left (t \right )} + \frac{d}{d t} \operatorname{v_{b}}{\left (t \right )} - \frac{d}{d t} \operatorname{v_{c}}{\left (t \right )}\right) \rho_{b}{\left (t \right )} + \operatorname{v_{c}}{\left (t \right )} \frac{d}{d t} \operatorname{p_{b}}{\left (t \right )}\right)$$ +
+ +
+ +
+ +
+ + +
+
CDM frame version:
+
+
+
+ +
+ +
+ + + + +
+$$\frac{1}{\rho_{b}{\left (t \right )}} \left(- \frac{1}{3} \left(3 \operatorname{q_{g}}{\left (t \right )} - 4 \operatorname{v_{b}}{\left (t \right )}\right) \operatorname{opacity}{\left (t \right )} \rho_{g}{\left (t \right )} + \left(- k \Delta_{b}{\left (t \right )} \operatorname{c^{2}_{sb}}{\left (t \right )} + H{\left (t \right )} \operatorname{v_{b}}{\left (t \right )} + \frac{d}{d t} \operatorname{v_{b}}{\left (t \right )}\right) \rho_{b}{\left (t \right )}\right)$$ +
+ +
+ +
+ +
+ + +
+
Synchronous gauge variable version:
+
+
+
+ +
+ +
+ + + + +
+$$\frac{1}{\rho_{b}{\left (t \right )}} \left(- \frac{1}{3} \left(3 \operatorname{q_{g}}{\left (t \right )} - 4 \operatorname{v_{b}}{\left (t \right )}\right) \operatorname{opacity}{\left (t \right )} \rho_{g}{\left (t \right )} + \left(- k \Delta_{b}{\left (t \right )} \operatorname{c^{2}_{sb}}{\left (t \right )} + H{\left (t \right )} \operatorname{v_{b}}{\left (t \right )} + \frac{d}{d t} \operatorname{v_{b}}{\left (t \right )}\right) \rho_{b}{\left (t \right )}\right)$$ +
+ +
+ +
+ +
+ + +
+
OK
+
+
+
+ +
+
+ +
+
+
+
In [18]:
+
+
+
#can see how a synchronous gauge variable used in CAMB can be obtained in Newtonian gauge, e.g.
+show_gauges(eta_sync)
+
+ +
+
+
+ +
+
+ + +
+ +
+ + +
+
Newtonian gauge version:
+
+
+
+ +
+ +
+ + + + +
+$$- \frac{2 Kf_{1}}{k} \left(k \Phi_{N}{\left (t \right )} + H{\left (t \right )} \operatorname{v_{c}}{\left (t \right )}\right)$$ +
+ +
+ +
+ +
+ + +
+
CDM frame version:
+
+
+
+ +
+ +
+ + + + +
+$$\eta{\left (t \right )}$$ +
+ +
+ +
+ +
+ + +
+
Synchronous gauge variable version:
+
+
+
+ +
+ +
+ + + + +
+$$- 2 Kf_{1} \eta_{s}{\left (t \right )}$$ +
+ +
+ +
+
+ +
+
+
+
In [19]:
+
+
+
Delta_g_N = make_frame_invariant(Delta_g, 'Newtonian')
+show_gauges(Delta_g_N)
+
+ +
+
+
+ +
+
+ + +
+ +
+ + +
+
Newtonian gauge version:
+
+
+
+ +
+ +
+ + + + +
+$$\Delta_{g}{\left (t \right )}$$ +
+ +
+ +
+ +
+ + +
+
CDM frame version:
+
+
+
+ +
+ +
+ + + + +
+$$\Delta_{g}{\left (t \right )} - \frac{4}{k} H{\left (t \right )} \sigma{\left (t \right )}$$ +
+ +
+ +
+ +
+ + +
+
Synchronous gauge variable version:
+
+
+
+ +
+ +
+ + + + +
+$$\frac{1}{k^{2}} \left(k^{2} \Delta_{g}{\left (t \right )} - 2 \left(\dot{h}_{s}{\left (t \right )} + 6 \frac{d}{d t} \eta_{s}{\left (t \right )}\right) H{\left (t \right )}\right)$$ +
+ +
+ +
+
+ +
+
+
+
In [20]:
+
+
+
#Relations between components and totals
+display('tot_subs',tot_subs)
+display('tot_pert_subs',tot_pert_subs)
+
+ +
+
+
+ +
+
+ + +
+ +
+ + + + +
+
'tot_subs'
+
+ +
+ +
+ +
+ + + + +
+$$\left [ \rho{\left (t \right )} = \rho_{b}{\left (t \right )} + \rho_{c}{\left (t \right )} + \rho_{de}{\left (t \right )} + \rho_{g}{\left (t \right )} + \rho_{\nu}{\left (t \right )} + \rho_{r}{\left (t \right )}, \quad P{\left (t \right )} = \operatorname{p_{b}}{\left (t \right )} + \operatorname{p_{\nu}}{\left (t \right )} + \rho_{de}{\left (t \right )} \operatorname{w_{de}}{\left (t \right )} + \frac{1}{3} \rho_{g}{\left (t \right )} + \frac{1}{3} \rho_{r}{\left (t \right )}\right ]$$ +
+ +
+ +
+ +
+ + + + +
+
'tot_pert_subs'
+
+ +
+ +
+ +
+ + + + +
+$$\left [ \Pi{\left (t \right )} = \pi_{g}{\left (t \right )} \rho_{g}{\left (t \right )} + \pi_{\nu}{\left (t \right )} \rho_{\nu}{\left (t \right )} + \pi_{r}{\left (t \right )} \rho_{r}{\left (t \right )}, \quad \delta{\left (t \right )} = \Delta_{b}{\left (t \right )} \rho_{b}{\left (t \right )} + \Delta_{c}{\left (t \right )} \rho_{c}{\left (t \right )} + \Delta_{de}{\left (t \right )} \rho_{de}{\left (t \right )} + \Delta_{g}{\left (t \right )} \rho_{g}{\left (t \right )} + \Delta_{\nu}{\left (t \right )} \rho_{\nu}{\left (t \right )} + \Delta_{r}{\left (t \right )} \rho_{r}{\left (t \right )}, \quad q{\left (t \right )} = \left(\operatorname{p_{b}}{\left (t \right )} + \rho_{b}{\left (t \right )}\right) \operatorname{v_{b}}{\left (t \right )} + \left(\operatorname{w_{de}}{\left (t \right )} + 1\right) \rho_{de}{\left (t \right )} \operatorname{v_{de}}{\left (t \right )} + \operatorname{q_{g}}{\left (t \right )} \rho_{g}{\left (t \right )} + \operatorname{q_{\nu}}{\left (t \right )} \rho_{\nu}{\left (t \right )} + \operatorname{q_{r}}{\left (t \right )} \rho_{r}{\left (t \right )} + \rho_{c}{\left (t \right )} \operatorname{v_{c}}{\left (t \right )}, \quad \delta_{P}{\left (t \right )} = \left(\Delta_{de}{\left (t \right )} \hat{c}^{2}_{sde}{\left (t \right )} + \frac{3}{k} \left(\operatorname{w_{de}}{\left (t \right )} + 1\right) \left(\hat{c}^{2}_{sde}{\left (t \right )} - \operatorname{w_{de}}{\left (t \right )} + \frac{\frac{d}{d t} \operatorname{w_{de}}{\left (t \right )}}{3 \left(\operatorname{w_{de}}{\left (t \right )} + 1\right) H{\left (t \right )}}\right) H{\left (t \right )} \operatorname{v_{de}}{\left (t \right )}\right) \rho_{de}{\left (t \right )} + \Delta_{P \nu}{\left (t \right )} \rho_{\nu}{\left (t \right )} + \Delta_{b}{\left (t \right )} \operatorname{c^{2}_{sb}}{\left (t \right )} \rho_{b}{\left (t \right )} + \frac{1}{3} \Delta_{g}{\left (t \right )} \rho_{g}{\left (t \right )} + \frac{1}{3} \Delta_{r}{\left (t \right )} \rho_{r}{\left (t \right )}\right ]$$ +
+ +
+ +
+
+ +
+
+
+
In [21]:
+
+
+
#First few equations in Boltzmann hierarchies for L>=2 (J photon, G neutrino)
+display('hierarchies',hierarchies)
+
+ +
+
+
+ +
+
+ + +
+ +
+ + + + +
+
'hierarchies'
+
+ +
+ +
+ +
+ + + + +
+$$\left [ \frac{d}{d t} \pi_{g}{\left (t \right )} = - \frac{k}{5} \left(3 \operatorname{J_{3}}{\left (t \right )} Kf_{2} - 2 \operatorname{q_{g}}{\left (t \right )}\right) + \frac{8 k}{15} \sigma{\left (t \right )} - \operatorname{opacity}{\left (t \right )} \pi_{g}{\left (t \right )} + \operatorname{opacity}{\left (t \right )} \operatorname{polter}{\left (t \right )}, \quad \frac{d}{d t} \pi_{r}{\left (t \right )} = - \frac{k}{5} \left(3 \operatorname{G_{3}}{\left (t \right )} Kf_{2} - 2 \operatorname{q_{r}}{\left (t \right )}\right) + \frac{8 k}{15} \sigma{\left (t \right )}, \quad \frac{d}{d t} \operatorname{E_{2}}{\left (t \right )} = - \frac{k Kf_{2}}{3} \operatorname{E_{3}}{\left (t \right )} - \operatorname{E_{2}}{\left (t \right )} \operatorname{opacity}{\left (t \right )} + \operatorname{opacity}{\left (t \right )} \operatorname{polter}{\left (t \right )}, \quad \frac{d}{d t} \operatorname{J_{3}}{\left (t \right )} = - \frac{k}{7} \left(4 \operatorname{J_{4}}{\left (t \right )} Kf_{3} - 3 \pi_{g}{\left (t \right )}\right) - \operatorname{J_{3}}{\left (t \right )} \operatorname{opacity}{\left (t \right )}, \quad \frac{d}{d t} \operatorname{G_{3}}{\left (t \right )} = - \frac{k}{7} \left(4 \operatorname{G_{4}}{\left (t \right )} Kf_{3} - 3 \pi_{r}{\left (t \right )}\right), \quad \frac{d}{d t} \operatorname{E_{3}}{\left (t \right )} = - \frac{k}{7} \left(- 3 \operatorname{E_{2}}{\left (t \right )} + 3 \operatorname{E_{4}}{\left (t \right )} Kf_{3}\right) - \operatorname{E_{3}}{\left (t \right )} \operatorname{opacity}{\left (t \right )}, \quad \frac{d}{d t} \operatorname{J_{4}}{\left (t \right )} = - \frac{k}{9} \left(- 4 \operatorname{J_{3}}{\left (t \right )} + 5 \operatorname{J_{5}}{\left (t \right )} Kf_{4}\right) - \operatorname{J_{4}}{\left (t \right )} \operatorname{opacity}{\left (t \right )}, \quad \frac{d}{d t} \operatorname{G_{4}}{\left (t \right )} = - \frac{k}{9} \left(- 4 \operatorname{G_{3}}{\left (t \right )} + 5 \operatorname{G_{5}}{\left (t \right )} Kf_{4}\right), \quad \frac{d}{d t} \operatorname{E_{4}}{\left (t \right )} = - \frac{k}{9} \left(- 4 \operatorname{E_{3}}{\left (t \right )} + \frac{21 Kf_{4}}{5} \operatorname{E_{5}}{\left (t \right )}\right) - \operatorname{E_{4}}{\left (t \right )} \operatorname{opacity}{\left (t \right )}\right ]$$ +
+ +
+ +
+
+ +
+
+
+
In [22]:
+
+
+
# polter is the quadrupole source. Need its derivatives for line-of-sight solution.
+polterdot = subs(hierarchies,diff(polter_t,t))
+polterdot
+
+ +
+
+
+ +
+
+ + +
+ +
Out[22]:
+ + + + +
+$$- \frac{k}{50} \left(3 \operatorname{J_{3}}{\left (t \right )} Kf_{2} - 2 \operatorname{q_{g}}{\left (t \right )}\right) - \frac{k Kf_{2}}{5} \operatorname{E_{3}}{\left (t \right )} + \frac{4 k}{75} \sigma{\left (t \right )} - \frac{3}{5} \operatorname{E_{2}}{\left (t \right )} \operatorname{opacity}{\left (t \right )} - \frac{1}{10} \operatorname{opacity}{\left (t \right )} \pi_{g}{\left (t \right )} + \frac{7}{10} \operatorname{opacity}{\left (t \right )} \operatorname{polter}{\left (t \right )}$$ +
+ +
+ +
+
+ +
+
+
+
In [23]:
+
+
+
polterddot = subs(phi_sub,diff(polterdot,t).subs(diff(sigma,t),dsigma).simplify()).simplify()
+polterddot
+
+ +
+
+
+ +
+
+ + +
+ +
Out[23]:
+ + + + +
+$$\frac{1}{150 Kf_{1} k} \left(8 Kf_{1} k^{3} A{\left (t \right )} - 8 Kf_{1} k^{2} H{\left (t \right )} \sigma{\left (t \right )} + Kf_{1} k \left(- 3 k \left(3 \frac{d}{d t} \operatorname{J_{3}}{\left (t \right )} Kf_{2} - 2 \frac{d}{d t} \operatorname{q_{g}}{\left (t \right )}\right) - 30 k \frac{d}{d t} \operatorname{E_{3}}{\left (t \right )} Kf_{2} - 4 \kappa \Pi{\left (t \right )} a^{2}{\left (t \right )} - 90 \operatorname{E_{2}}{\left (t \right )} \frac{d}{d t} \operatorname{opacity}{\left (t \right )} - 90 \operatorname{opacity}{\left (t \right )} \frac{d}{d t} \operatorname{E_{2}}{\left (t \right )} - 15 \operatorname{opacity}{\left (t \right )} \frac{d}{d t} \pi_{g}{\left (t \right )} + 105 \operatorname{opacity}{\left (t \right )} \frac{d}{d t} \operatorname{polter}{\left (t \right )} - 15 \pi_{g}{\left (t \right )} \frac{d}{d t} \operatorname{opacity}{\left (t \right )} + 105 \operatorname{polter}{\left (t \right )} \frac{d}{d t} \operatorname{opacity}{\left (t \right )}\right) - 4 \kappa \left(Kf_{1} k \Pi{\left (t \right )} + k \delta{\left (t \right )} + 3 H{\left (t \right )} q{\left (t \right )}\right) a^{2}{\left (t \right )}\right)$$ +
+ +
+ +
+
+ +
+
+
+
In [24]:
+
+
+
monopole_source, ISW, doppler, quadrupole_source = get_scalar_temperature_sources()
+
+ +
+
+
+ +
+
+
+
In [25]:
+
+
+
#These are definitions used in CAMB to get the various sources for the temperature
+print(camb_fortran(dphi, 'phidot'))
+print(camb_fortran(dsigma, 'sigmadot'))
+print(camb_fortran(diff(polter_t,t), 'polterdot'))
+print(camb_fortran(polterddot, 'polterddot'))
+print(camb_fortran(2*diff(phi,t)*exptau,'ISW'))
+print(camb_fortran(monopole_source, 'monopole_source'))
+print(camb_fortran(doppler, 'doppler'))
+print(camb_fortran(quadrupole_source, 'quadrupole_source'))
+
+ +
+
+
+ +
+
+ + +
+ +
+ + +
+
phidot = (1.0d0/2.0d0)*(-adotoa*dgpi - 2*adotoa*k**2*phi + dgq*k &
+    -diff_rhopi + k*sigma*(gpres + grho))/k**2
+sigmadot = -adotoa*sigma - 1.0d0/2.0d0*dgpi/k + k*phi
+polterdot = (1.0d0/10.0d0)*pigdot + (3.0d0/5.0d0)*Edot(2)
+polterddot = -2.0d0/25.0d0*adotoa*dgq/(k*Kf(1)) - &
+    4.0d0/75.0d0*adotoa*k*sigma - 4.0d0/75.0d0*dgpi - &
+    2.0d0/75.0d0*dgrho/Kf(1) + dopacity*(-1.0d0/10.0d0*pig + &
+    (7.0d0/10.0d0)*polter - 3.0d0/5.0d0*E(2)) &
+    -3.0d0/50.0d0*k*octgdot*Kf(2) + (1.0d0/25.0d0)*k*qgdot - &
+    1.0d0/5.0d0*k*Edot(3)*Kf(2) + opacity*(-1.0d0/10.0d0*pigdot + &
+    (7.0d0/10.0d0)*polterdot - 3.0d0/5.0d0*Edot(2))
+ISW = 2*exptau*phidot
+monopole_source = (1.0d0/4.0d0)*visibility*(-4*etak + k*(clxg + &
+    8*phi)*Kf(1))/(k*Kf(1))
+doppler = (dvisibility*(sigma + vb) + visibility*(sigmadot + vbdot))/k
+quadrupole_source = (5.0d0/8.0d0)*(3*ddvisibility*polter + &
+    6*dvisibility*polterdot + visibility*(k**2*polter + &
+    3*polterddot))/k**2
+
+
+
+ +
+
+ +
+
+
+
In [26]:
+
+
+
#internal_consistency_checks()
+
+ +
+
+
+ +
+
+
+
In [27]:
+
+
+
pars = camb.set_params(H0=67.5, ombh2=0.022, omch2=0.122, As=2e-9, ns=0.95, tau=0.055)
+from matplotlib import rcParams
+rcParams.update( {'axes.labelsize': 14,
+              'font.size': 14,
+              'legend.fontsize': 14,
+              'xtick.labelsize': 13,
+              'ytick.labelsize': 13})
+cl_label= r'$\ell(\ell+1)C_\ell/2\pi\quad [\mu {\rm K}^2]$'
+
+ +
+
+
+ +
+
+
+
In [28]:
+
+
+
#Example of plotting the time evolution of Newtonian gauge variables and the monopole sources 
+
+data= camb.get_background(pars)
+conformal_times = np.linspace(1, 800, 300)
+ks = [0.01,0.05]
+Delta_g_N = make_frame_invariant(Delta_g, 'Newtonian')
+display('Temperature monopole source in general', monopole_source)
+display('Temperature monopole source in Newtonian gauge', newtonian_gauge(monopole_source))
+
+ev = data.get_time_evolution(ks, conformal_times, ['delta_photon', Delta_g_N, Psi_N, monopole_source, ISW])
+_, axs= plt.subplots(1,2, figsize=(14,6))
+for i, ax in enumerate(axs):
+    ax.plot(conformal_times,ev[i,:, 0])
+    ax.plot(conformal_times,ev[i,:, 1])
+    ax.plot(conformal_times,ev[i,:, 2])
+
+    ax.plot(conformal_times,ev[i,:, 3]*1000)
+    ax.plot(conformal_times,ev[i,:, 4]*1000)
+
+    ax.set_title('$k= %s$'%ks[i])
+    ax.set_xlabel(r'$\eta/\rm{Mpc}$');
+    ax.set_xlim(conformal_times[0], conformal_times[-1]);
+plt.legend([r'$\Delta_\gamma (CDM)$', r'$\Delta_\gamma (Newtonian)$',r'$\Psi_N$',
+            r'Monopole (x1000)', r'ISW (x1000)']);
+
+ +
+
+
+ +
+
+ + +
+ +
+ + + + +
+
'Temperature monopole source in general'
+
+ +
+ +
+ +
+ + + + +
+$$\left(\frac{1}{4} \Delta_{g}{\left (t \right )} + 2 \phi{\left (t \right )} + \frac{\eta{\left (t \right )}}{2 Kf_{1}}\right) \operatorname{visibility}{\left (t \right )}$$ +
+ +
+ +
+ +
+ + + + +
+
'Temperature monopole source in Newtonian gauge'
+
+ +
+ +
+ +
+ + + + +
+$$\frac{1}{4} \left(\Delta_{g}{\left (t \right )} + 4 \Psi_{N}{\left (t \right )}\right) \operatorname{visibility}{\left (t \right )}$$ +
+ +
+ +
+ +
+ + + + +
+ +
+ +
+ +
+
+ +
+
+
+
In [29]:
+
+
+
# You can also calculate power spectra for custom source functions.
+# For example, let's split up the standard temperature result into the various sub-terms,
+# and see how they contribute to the total 
+
+early_ISW = sympy.Piecewise( (ISW, 1/a-1> 30),(0, True))  #redshift > 30
+late_ISW = ISW - early_ISW
+
+names = ['mon','ISW','eISW','LISW','dop', 'Q']
+pars.set_custom_scalar_sources([monopole_source, ISW,early_ISW, late_ISW,doppler,quadrupole_source], 
+        source_names =names)
+
+data= camb.get_results(pars)
+dic = data.get_cmb_unlensed_scalar_array_dict(CMB_unit='muK')
+
+ +
+
+
+ +
+
+
+
In [30]:
+
+
+
ls =np.arange(dic['TxT'].shape[0])
+plt.figure(figsize=(8,5))
+plt.semilogx(ls,dic['monxmon'], color='C0')
+plt.semilogx(ls,dic['LISWxLISW'], color='C1')
+plt.semilogx(ls,dic['eISWxeISW'], ls='--', color='C1')
+plt.semilogx(ls,dic['dopxdop'],color='C2')
+plt.semilogx(ls,dic['QxQ'], color='C3')
+plt.semilogx(ls,dic['TxT'], lw=2, color='k')
+plt.xlabel('$\ell$')
+plt.ylabel(cl_label)
+plt.xlim(2, ls[-1])
+plt.legend(['Monopole','Late ISW','Early ISW','Doppler','Quadrupole', 'Total'], loc = 'upper left');
+
+ +
+
+
+ +
+
+ + +
+ +
+ + + + +
+ +
+ +
+ +
+
+ +
+
+
+
In [31]:
+
+
+
# The monopole sources can also be decomposed in various different ways, 
+# e.g. in terms of comoving-frame quantities: 
+
+# a comoving photon density term (important on sub-horizon scales),
+dg = make_frame_invariant(Delta_g/4*visibility, frame='comoving') 
+
+# plus a sum of potential and comoving curvature terms, and ISW
+rest=make_frame_invariant(monopole_source - dg, frame=q) +ISW
+
+names = ['dg','rest','mon']
+pars.set_custom_scalar_sources([dg, rest, monopole_source+ISW], source_names =names)
+data= camb.get_results(pars)
+mondic = data.get_cmb_unlensed_scalar_array_dict(CMB_unit='muK')
+
+ls =np.arange(dic['TxT'].shape[0])
+
+plt.figure(figsize=(8,5))
+plt.semilogx(ls,mondic['dgxdg'])
+plt.semilogx(ls,mondic['restxrest'], color='r')
+plt.semilogx(ls,mondic['restxdg'], color='m')
+plt.semilogx(ls,mondic['monxmon'], color='k', lw=2)
+plt.xlabel('$\ell$')
+plt.ylabel(cl_label)
+plt.axhline(0)
+
+plt.xlim(2, ls[-1])
+plt.legend([r'$\bar{\Delta}_\gamma$',r'$2\phi+\bar{\eta}/2 + {\rm ISW}$',
+             'Cross term', 'Monopole total']);
+
+ +
+
+
+ +
+
+ + +
+ +
+ + + + +
+ +
+ +
+ +
+
+ +
+
+
+
+
+

We now demonstrate how to calculate non-standard sources, e.g. as needed to +calculate corrections to the standard lensing result from emission angle and +time delay effects (see arXiv:1706.02673, as now implemeted in camb in the camb.emission_angle module).

+ +
+
+
+
+
+
In [32]:
+
+
+
#Various sources for emission angle and time delay, from recombination and reionization
+
+chi = tau0-t #assume flat
+
+emission_sources = {
+  'vperp' :  -(sigma+v_b)*visibility/k/chi,
+  'emit'  : 15*diff(polter*visibility,t)/8/k**2/chi,
+  'delay' : 15*diff(polter*visibility,t)/8/k**2/chi**2 *(tau0 - tau_maxvis),
+  'E'     : scalar_E_source}
+
+sources ={}
+for key, source in list(emission_sources.items()):
+    sources[key+'1'] = sympy.Piecewise((source,1/a-1>30),(0, True))  #recombination
+    sources[key+'2'] =  sympy.Piecewise((source,1/a-1<=30),(0, True))  #reionization  
+    
+pars.set_custom_scalar_sources(sources, source_ell_scales={'E1':2,'E2':2})
+data= camb.get_results(pars)
+dic = data.get_cmb_unlensed_scalar_array_dict(CMB_unit='muK')
+
+ +
+
+
+ +
+
+
+
In [33]:
+
+
+
#Plot polariazation potentials
+
+ls = np.arange(dic['ExE'].shape[0])
+lfac = np.sqrt(ls*(ls+1))
+plt.loglog(dic['ExE'])
+plt.loglog(dic['emit1xemit1']*ls**2)
+plt.loglog(dic['emit1xE1']*ls, color='C2')
+plt.loglog(-dic['emit1xE1']*ls,ls ='--',color='C2')
+
+plt.xlim(2,2000)
+plt.ylim([1e-5,80])
+plt.legend(['$C_\ell^E$',r'$\ell^2 C_\ell^{\psi_\zeta}$',r'$\ell C_\ell^{E\psi_\zeta}$'],
+           loc='upper left', frameon=False)
+plt.xlabel(r'$\ell$')
+plt.ylabel(cl_label);
+
+ +
+
+
+ +
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+ + +
+ +
+ + + + +
+ +
+ +
+ +
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+ +
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+
In [34]:
+
+
+
#temperature velocity potentials
+
+plt.plot(ls,ls**2*dic['vperp1xvperp1'],color='C0')
+plt.plot(ls,ls*dic['vperp1xT'],color='C1')
+plt.plot(ls,dic['TxT'],color='C2',ls='--')
+#plt.plot(ls,np.exp(-2*0.0581)*lsampvel**2*vel_deltavis_cl_sp(lsampvel)*norm,ls=':',color='C0')
+plt.axhline(0,color='k')
+plt.xlim([0,2000])
+plt.xlabel(r'$\ell$')
+plt.ylabel(cl_label)
+plt.legend([r'$\ell^2 C^{\psi_v}_\ell$',r'$\ell C^{T\psi_v}_\ell$',r'$C^{T}_\ell$'],
+            frameon=False);
+
+ +
+
+
+ +
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+ + +
+ +
+ + + + +
+ +
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In [35]:
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+
+
#The camb.emission_angle module uses the above to calculate BB from emission angle and time delay
+#e.g. compare BB from lensing, field rotation and emission angle/time delay
+from camb import emission_angle
+from camb import postborn
+%time BB = emission_angle.get_emission_delay_BB(pars, lmax=3500)
+%time Bom=postborn.get_field_rotation_BB(pars, lmax=3500)
+
+ +
+
+
+ +
+
+ + +
+ +
+ + +
+
Wall time: 34.3 s
+Wall time: 1min 12s
+
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+ +
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+ +
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+
In [36]:
+
+
+
ls = np.arange(2001)
+plt.loglog(ls, data.get_lensed_scalar_cls(2000, CMB_unit = 'muK')[:,2])
+plt.loglog(ls,Bom(ls))
+plt.loglog(ls,BB(ls))
+plt.xlim([10, 2000])
+plt.ylabel(cl_label)
+plt.xlabel(r'$\ell$')
+plt.legend([r'$\kappa\kappa$', r'$\omega\omega$','emission + delay']);
+plt.title('BB power spectra');
+
+ +
+
+
+ +
+
+ + +
+ +
+ + + + +
+ +
+ +
+ +
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+ +
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+
+ + + + + + diff --git a/docs/ScalEqs.ipynb b/docs/ScalEqs.ipynb new file mode 100644 index 00000000..8041e28b --- /dev/null +++ b/docs/ScalEqs.ipynb @@ -0,0 +1,2144 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Using CAMB installed at c:\\work\\dist\\git\\camb\n", + "CAMB: 1.0.0, Sympy: 1.1.1\n" + ] + } + ], + "source": [ + "# Notebook demonstrating the use of quantities defined incamb.symbolic, and examples of usage\n", + "# for defining custom sources and plotting different quantities.\n", + "\n", + "# Set of scalar equations implemented in CAMB, and calculation of the line-of-sight sources\n", + "# indices are: \n", + "# g - photons, r- massless neutrinos, c - CDM, b - baryons, de - dark energy, nu - massive neutrinos\n", + "\n", + "# kappa = 8 pi G, Pi is anisotropic stress, q =(rho+p)v the heat flux \n", + "# (and for components rho_i q_i = (rho_i+p_i)v_i)\n", + "# z is the perturbation to the expansion, h perturbation to the scale factor, sigma the shear\n", + "# phi the Weyl potential, and eta the 3-curvature. Equations are in a general gauge,\n", + "# and are implemented in CAMB in the CDM frame (synchronous gauge, but using variables above). \n", + "# There are functions to convert into Newtonian and synchronous gauge metric variables\n", + "\n", + "%matplotlib inline\n", + "%config InlineBackend.figure_format = 'retina'\n", + "import sys, platform, os\n", + "from matplotlib import pyplot as plt\n", + "import numpy as np\n", + "from IPython.display import display\n", + "import six\n", + "import warnings\n", + "warnings.filterwarnings('ignore', category=DeprecationWarning, module='.*/IPython/.*')\n", + "print('Using CAMB installed at %s'%(os.path.realpath(os.path.join(os.getcwd(),'..'))))\n", + "sys.path.insert(0,os.path.realpath(os.path.join(os.getcwd(),'..')))\n", + "import camb\n", + "from camb.symbolic import *\n", + "sympy.init_printing()\n", + "print('CAMB: %s, Sympy: %s'%(camb.__version__,sympy.__version__))" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'background_eqs'" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": 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+ "text/latex": [ + "$$\\left [ \\frac{d}{d t} a{\\left (t \\right )} = H{\\left (t \\right )} a{\\left (t \\right )}, \\quad \\frac{d}{d t} H{\\left (t \\right )} = - \\frac{\\kappa}{6} \\left(3 P{\\left (t \\right )} + \\rho{\\left (t \\right )}\\right) a^{2}{\\left (t \\right )}, \\quad \\frac{d}{d t} \\operatorname{exptau}{\\left (t \\right )} = \\operatorname{visibility}{\\left (t \\right )}\\right ]$$" + ], + "text/plain": [ + "⎡ 2 \n", + "⎢d d -κ⋅(3⋅P(t) + ρ(t))⋅a (t) d \n", + "⎢──(a(t)) = H(t)⋅a(t), ──(H(t)) = ─────────────────────────, ──(exptau(t)) = v\n", + "⎣dt dt 6 dt \n", + "\n", + " ⎤\n", + " ⎥\n", + "isibility(t)⎥\n", + " ⎦" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": [ + "'contraints'" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": 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\n", + "text/latex": [ + "$$\\left [ Kf_{1} k^{3} \\phi{\\left (t \\right )} + \\frac{k \\kappa}{2} \\left(Kf_{1} \\Pi{\\left (t \\right )} + \\delta{\\left (t \\right )}\\right) a^{2}{\\left (t \\right )} + \\frac{3 \\kappa}{2} H{\\left (t \\right )} a^{2}{\\left (t \\right )} q{\\left (t \\right )}, \\quad k^{2} \\eta{\\left (t \\right )} + 2 k H{\\left (t \\right )} z{\\left (t \\right )} - \\kappa a^{2}{\\left (t \\right )} \\delta{\\left (t \\right )}, \\quad \\frac{2 k^{2}}{3 a^{2}{\\left (t \\right )}} \\left(- Kf_{1} \\sigma{\\left (t \\right )} + z{\\left (t \\right )}\\right) + \\kappa q{\\left (t \\right )}, \\quad - \\frac{k}{3} z{\\left (t \\right )} + A{\\left (t \\right )} H{\\left (t \\right )} + \\dot{h}{\\left (t \\right )}\\right ]$$" + ], + "text/plain": [ + "⎡ 2 2 \n", + "⎢ 3 k⋅κ⋅(Kf₁⋅Π(t) + δ(t))⋅a (t) 3⋅κ⋅H(t)⋅a (t)⋅q(t) 2 \n", + "⎢Kf₁⋅k ⋅φ(t) + ─────────────────────────── + ───────────────────, k ⋅η(t) + 2⋅\n", + "⎢ 2 2 \n", + "⎣ \n", + "\n", + " 2 \n", + " 2 2⋅k ⋅(-Kf₁⋅σ(t) + z(t)) k⋅z(t) \n", + "k⋅H(t)⋅z(t) - κ⋅a (t)⋅δ(t), ─────────────────────── + κ⋅q(t), - ────── + A(t)⋅\n", + " 2 3 \n", + " 3⋅a (t) \n", + "\n", + " ⎤\n", + " ⎥\n", + "H(t) + ḣ(t)⎥\n", + " ⎥\n", + " ⎦" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": [ + "'var_subs'" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": 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\n", + "text/latex": [ + "$$\\left \\{ \\dot{h}{\\left (t \\right )} : \\frac{1}{6 H{\\left (t \\right )}} \\left(- k^{2} \\eta{\\left (t \\right )} + \\kappa a^{2}{\\left (t \\right )} \\delta{\\left (t \\right )} - 6 A{\\left (t \\right )} H^{2}{\\left (t \\right )}\\right), \\quad \\phi{\\left (t \\right )} : - \\frac{\\kappa a^{2}{\\left (t \\right )}}{2 Kf_{1} k^{3}} \\left(Kf_{1} k \\Pi{\\left (t \\right )} + k \\delta{\\left (t \\right )} + 3 H{\\left (t \\right )} q{\\left (t \\right )}\\right), \\quad \\sigma{\\left (t \\right )} : \\frac{1}{2 Kf_{1} k^{2} H{\\left (t \\right )}} \\left(k \\left(- k^{2} \\eta{\\left (t \\right )} + \\kappa a^{2}{\\left (t \\right )} \\delta{\\left (t \\right )}\\right) + 3 \\kappa H{\\left (t \\right )} a^{2}{\\left (t \\right )} q{\\left (t \\right )}\\right), \\quad z{\\left (t \\right )} : \\frac{1}{2 k H{\\left (t \\right )}} \\left(- k^{2} \\eta{\\left (t \\right )} + \\kappa a^{2}{\\left (t \\right )} \\delta{\\left (t \\right )}\\right)\\right \\}$$" + ], + "text/plain": [ + "⎧ 2 2 2 \n", + "⎪ - k ⋅η(t) + κ⋅a (t)⋅δ(t) - 6⋅A(t)⋅H (t) -κ⋅(Kf₁⋅k⋅Π(t) + k⋅δ(t)\n", + "⎨ḣ(t): ───────────────────────────────────────, φ(t): ───────────────────────\n", + "⎪ 6⋅H(t) \n", + "⎩ 2⋅Kf\n", + "\n", + " 2 ⎛ 2 2 ⎞ 2 \n", + " + 3⋅H(t)⋅q(t))⋅a (t) k⋅⎝- k ⋅η(t) + κ⋅a (t)⋅δ(t)⎠ + 3⋅κ⋅H(t)⋅a (t)⋅q(\n", + "──────────────────────, σ(t): ────────────────────────────────────────────────\n", + " 3 2 \n", + "₁⋅k 2⋅Kf₁⋅k ⋅H(t) \n", + "\n", + " 2 2 ⎫\n", + "t) - k ⋅η(t) + κ⋅a (t)⋅δ(t)⎪\n", + "──, z(t): ────────────────────────⎬\n", + " 2⋅k⋅H(t) ⎪\n", + " ⎭" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": [ + "'q_sub'" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": 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+ "text/latex": [ + "$$q{\\left (t \\right )} = \\frac{2 k^{2}}{3 \\kappa a^{2}{\\left (t \\right )}} \\left(Kf_{1} \\sigma{\\left (t \\right )} - \\frac{1}{2 k H{\\left (t \\right )}} \\left(- k^{2} \\eta{\\left (t \\right )} + \\kappa a^{2}{\\left (t \\right )} \\delta{\\left (t \\right )}\\right)\\right)$$" + ], + "text/plain": [ + " ⎛ 2 2 ⎞\n", + " 2 ⎜ - k ⋅η(t) + κ⋅a (t)⋅δ(t)⎟\n", + " 2⋅k ⋅⎜Kf₁⋅σ(t) - ────────────────────────⎟\n", + " ⎝ 2⋅k⋅H(t) ⎠\n", + "q(t) = ──────────────────────────────────────────\n", + " 2 \n", + " 3⋅κ⋅a (t) " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": [ + "'pert_eqs'" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": 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\n", + "text/latex": [ + "$$\\left [ \\frac{d}{d t} z{\\left (t \\right )} = Kf_{1} k A{\\left (t \\right )} - H{\\left (t \\right )} z{\\left (t \\right )} + \\frac{3 \\kappa}{2 k} \\left(P{\\left (t \\right )} + \\rho{\\left (t \\right )}\\right) A{\\left (t \\right )} a^{2}{\\left (t \\right )} - \\frac{\\kappa}{2 k} \\left(\\delta{\\left (t \\right )} + 3 \\delta_{P}{\\left (t \\right )}\\right) a^{2}{\\left (t \\right )}, \\quad \\frac{d}{d t} \\sigma{\\left (t \\right )} = k \\left(A{\\left (t \\right )} + \\phi{\\left (t \\right )}\\right) - H{\\left (t \\right )} \\sigma{\\left (t \\right )} - \\frac{\\Pi{\\left (t \\right )}}{2 k} \\kappa a^{2}{\\left (t \\right )}, \\quad \\frac{d}{d t} \\eta{\\left (t \\right )} = - \\frac{1}{k} \\left(2 K z{\\left (t \\right )} + 2 Kf_{1} k A{\\left (t \\right )} H{\\left (t \\right )} + \\kappa a^{2}{\\left (t \\right )} q{\\left (t \\right )}\\right), \\quad \\frac{d}{d t} \\phi{\\left (t \\right )} = - H{\\left (t \\right )} \\phi{\\left (t \\right )} + \\frac{\\kappa}{2 k^{2}} \\left(k \\left(P{\\left (t \\right )} + \\rho{\\left (t \\right )}\\right) \\sigma{\\left (t \\right )} + k q{\\left (t \\right )} - H{\\left (t \\right )} \\Pi{\\left (t \\right )} - \\frac{d}{d t} \\Pi{\\left (t \\right )}\\right) a^{2}{\\left (t \\right )}\\right ]$$" + ], + "text/plain": [ + "⎡ \n", + "⎢ 2 \n", + "⎢d 3⋅κ⋅(P(t) + ρ(t))⋅A(t)⋅a (t) κ⋅(δ(t) + \n", + "⎢──(z(t)) = Kf₁⋅k⋅A(t) - H(t)⋅z(t) + ──────────────────────────── - ──────────\n", + "⎢dt 2⋅k \n", + "⎣ \n", + "\n", + " \n", + " 2 2 \n", + "3⋅δ_P(t))⋅a (t) d κ⋅Π(t)⋅a (t) d \n", + "───────────────, ──(σ(t)) = k⋅(A(t) + φ(t)) - H(t)⋅σ(t) - ────────────, ──(η(t\n", + " 2⋅k dt 2⋅k dt \n", + " \n", + "\n", + " \n", + " ⎛ 2 ⎞ \n", + " -⎝2⋅K⋅z(t) + 2⋅Kf₁⋅k⋅A(t)⋅H(t) + κ⋅a (t)⋅q(t)⎠ d \n", + ")) = ───────────────────────────────────────────────, ──(φ(t)) = -H(t)⋅φ(t) + \n", + " k dt \n", + " \n", + "\n", + " ⎛ d ⎞ 2 ⎤\n", + "κ⋅⎜k⋅(P(t) + ρ(t))⋅σ(t) + k⋅q(t) - H(t)⋅Π(t) - ──(Π(t))⎟⋅a (t)⎥\n", + " ⎝ dt ⎠ ⎥\n", + "──────────────────────────────────────────────────────────────⎥\n", + " 2 ⎥\n", + " 2⋅k ⎦" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": [ + "'total_eqs'" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": 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+FKlur4C3zduDdhxqldR1HB/6wdfDv4jAG92J26h3tRMLdobAaqjrDAbCrZBRarREa1K8Zx0GtLzWu9otgZ0JWA11ncmICin+RQTe6E7cTLxNeds8sWBnCOCnCvhjEiujrjMYCLdCQkp+EYE3usOAltd6V7slsDMBq6GuMxmRkJJfROAvBpI3U+1qJxfsCIlVUdcRDIQbISEVLu1edxlYMQPdkFoxdV1BNwPdkHLz0i1dMQO3dv/ztBVz1xV0MED/eVr3v3h0ENMtWikD+F88/h8GYYmDs5mehAAAAABJRU5ErkJggg==\n", + "text/latex": [ + "$$\\left [ \\frac{d}{d t} q{\\left (t \\right )} = - \\frac{2 Kf_{1}}{3} k \\Pi{\\left (t \\right )} - k \\left(P{\\left (t \\right )} + \\rho{\\left (t \\right )}\\right) A{\\left (t \\right )} + k \\delta_{P}{\\left (t \\right )} - 4 H{\\left (t \\right )} q{\\left (t \\right )}, \\quad \\frac{d}{d t} \\delta{\\left (t \\right )} = - k q{\\left (t \\right )} - 3 \\left(P{\\left (t \\right )} + \\rho{\\left (t \\right )}\\right) \\dot{h}{\\left (t \\right )} - 3 \\left(\\delta{\\left (t \\right )} + \\delta_{P}{\\left (t \\right )}\\right) H{\\left (t \\right )}\\right ]$$" + ], + "text/plain": [ + "⎡d 2⋅Kf₁⋅k⋅Π(t) d \n", + "⎢──(q(t)) = - ──────────── - k⋅(P(t) + ρ(t))⋅A(t) + k⋅δ_P(t) - 4⋅H(t)⋅q(t), ──\n", + "⎣dt 3 dt\n", + "\n", + " ⎤\n", + "(δ(t)) = -k⋅q(t) - 3⋅(P(t) + ρ(t))⋅ḣ(t) - 3⋅(δ(t) + δ_P(t))⋅H(t)⎥\n", + " ⎦" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "display('background_eqs',background_eqs)\n", + "display('contraints',constraints)\n", + "display('var_subs',var_subs)\n", + "display('q_sub',q_sub)\n", + "display('pert_eqs',pert_eqs)\n", + "display('total_eqs',total_eqs) \n", + "#can use tot_eqs as combination of total_eqs + pert_eqs + background_eqs\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Newtonian gauge variables $\\Psi_N$ and $\\Phi_N$ (not used in CAMB but may be useful) defined for metrix sign choices so flat metric is\n", + "$$ds^2 = a(\\eta)^2\\left( (1+2\\Psi_N)d\\eta^2 - (1-2\\Phi_N)\\delta_{ij}dx^idx^j\\right)$$\n", + "(default, as defined by [Ma and Bertschinger](https://arxiv.org/abs/astro-ph/9506072), number count and 21cm papers, etc.) Definitions are also valid for non-flat.\n", + "\n", + "\n", + "The alternative definition\n", + "$$ds^2 = a(\\eta)^2\\left( (1+2\\Psi_N)d\\eta^2 - (1+2\\Phi_N)\\delta_{ij}dx^idx^j\\right)$$\n", + "is used by [Hu et.al.](https://arxiv.org/abs/astro-ph/9709066), lensing review, etc, corresponding to a sign change in $\\Phi_N$.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'Newt_vars'" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": 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+ "text/latex": [ + "$$\\left [ \\Psi_{N}{\\left (t \\right )} = - A{\\left (t \\right )} + \\frac{1}{k} \\left(H{\\left (t \\right )} \\sigma{\\left (t \\right )} + \\frac{d}{d t} \\sigma{\\left (t \\right )}\\right), \\quad \\Phi_{N}{\\left (t \\right )} = - \\frac{1}{k} H{\\left (t \\right )} \\sigma{\\left (t \\right )} - \\frac{\\eta{\\left (t \\right )}}{2 Kf_{1}}\\right ]$$" + ], + "text/plain": [ + "⎡ d ⎤\n", + "⎢ H(t)⋅σ(t) + ──(σ(t)) ⎥\n", + "⎢ dt H(t)⋅σ(t) η(t)⎥\n", + "⎢Ψ_N(t) = -A(t) + ────────────────────, Φ_N(t) = - ───────── - ─────⎥\n", + "⎣ k k 2⋅Kf₁⎦" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": [ + "'Newtonian_subs'" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": 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\n", + "text/latex": [ + "$$\\left [ A{\\left (t \\right )} = - \\Psi_{N}{\\left (t \\right )}, \\quad \\frac{d^{2}}{d t^{2}} \\sigma{\\left (t \\right )} = 0, \\quad \\frac{d}{d t} \\sigma{\\left (t \\right )} = 0, \\quad \\sigma{\\left (t \\right )} = 0, \\quad \\phi{\\left (t \\right )} = \\frac{1}{2} \\Phi_{N}{\\left (t \\right )} + \\frac{1}{2} \\Psi_{N}{\\left (t \\right )}, \\quad \\eta{\\left (t \\right )} = - 2 Kf_{1} \\Phi_{N}{\\left (t \\right )}, \\quad \\dot{h}{\\left (t \\right )} = - \\frac{d}{d t} \\Phi_{N}{\\left (t \\right )}, \\quad z{\\left (t \\right )} = \\frac{3}{k} \\left(- H{\\left (t \\right )} \\Psi_{N}{\\left (t \\right )} - \\frac{d}{d t} \\Phi_{N}{\\left (t \\right )}\\right)\\right ]$$" + ], + "text/plain": [ + "⎡ \n", + "⎢ 2 \n", + "⎢ d d Φ_N(t) Ψ_N(t)\n", + "⎢A(t) = -Ψ_N(t), ───(σ(t)) = 0, ──(σ(t)) = 0, σ(t) = 0, φ(t) = ────── + ──────\n", + "⎢ 2 dt 2 2 \n", + "⎣ dt \n", + "\n", + " ⎛ d \n", + " 3⋅⎜-H(t)⋅Ψ_N(t) - ──(Φ_N(t\n", + " d ⎝ dt \n", + ", η(t) = -2⋅Kf₁⋅Φ_N(t), ḣ(t) = -──(Φ_N(t)), z(t) = ──────────────────────────\n", + " dt k \n", + " \n", + "\n", + " ⎞⎤\n", + "))⎟⎥\n", + " ⎠⎥\n", + "───⎥\n", + " ⎥\n", + " ⎦" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#Relatations for going to/from the Newtonian gauge\n", + "display('Newt_vars',Newt_vars)\n", + "display('Newtonian_subs',Newtonian_subs)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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\n", + "text/latex": [ + "$$\\frac{\\kappa}{2 k} a^{2}{\\left (t \\right )} q{\\left (t \\right )}$$" + ], + "text/plain": [ + " 2 \n", + "κ⋅a (t)⋅q(t)\n", + "────────────\n", + " 2⋅k " + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#e.g. get the Newtonian gauge equation for diff(Phi,t) + H*Psi \n", + "#[eq 23b of Ma and Bertschinger, \n", + "# noting that their (rho+P)theta = k q since q = (rho+P)v]\n", + "newtonian_gauge(subs(tot_eqs,subs(Newtonian_var_subs,\n", + " (diff(Phi_N,t) + H*Psi_N)).simplify().doit()))" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'cdm_subs'" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": "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\n", + "text/latex": [ + "$$\\left [ \\frac{d}{d t} A{\\left (t \\right )} = 0, \\quad A{\\left (t \\right )} = 0, \\quad \\frac{d}{d t} \\operatorname{v_{c}}{\\left (t \\right )} = 0, \\quad \\operatorname{v_{c}}{\\left (t \\right )} = 0\\right ]$$" + ], + "text/plain": [ + "⎡d d ⎤\n", + "⎢──(A(t)) = 0, A(t) = 0, ──(v_c(t)) = 0, v_c(t) = 0⎥\n", + "⎣dt dt ⎦" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#CDM frame is used by CAMB, corresponding to zero acceleration or CDM velocity\n", + "display('cdm_subs', cdm_subs)\n", + " " + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Define synchonous gauge variables in Ma and Bertschinger notation (generalized to non-flat)\n", + "\n", + "In terms of [Hu et al](https://arxiv.org/abs/astro-ph/9709066) variables $h_L+ h_T/3 = \\eta_s$ and $h_L = -h_s/6$" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'synchronous_vars'" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": 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vDAvHavFHUWLD0FsG3vRvxolvvDSIGXgrHITMA+ASm7Gw1MuOry8yaRJALwRfjU7o33MSZnxYRrIvPGVGD3SRP2FqGjIfa6xVwgiiz/oXCck1h16Td2y2kDtOiiWMSFo3haB+z5ltCvveBy58yL7wjOVZNIjuSUyt808gTDOWiydFf7puM3MB/gSxc7OF3HlWHGlE0ropBOV7zuDjRvVqaP3CM46zIcyu0NgbFvwTsMdZLVspevXWSTh4Rz3CU1vIEdNiiCOS1k0hKN9zshcdzH5OeaO0pxXDqXiQkk3VYCOeguVHSdFPmPZ535rOPllD7jwtjjQiad0UwmDT/JXrM7If1i88ZVA8eosNNlm1SVaaL0VfbIWdybhQMN05SDhryBJmkWRE0rophImG+StX+bHB/oVn1/6nW3CleZLh8msGLjdXjl5/bBj8KKoQ7CH3HklE0rophA0181eufZXATfsXngEmJnULwCYjNM1eLxhFK8xUoj8p7ExfEyIeCqwhh1V1P45KWjeFsBvNT1bIB/pVBi2G8Ob9MS0a5a1feApw7E3mibV7fRPKrIGWMlxFAyV6/pMvybtyO+I9gj1kScsiyaikxS8E0/ecwilpeaFg/cKz2wAG8Cdd5kKw/CHObg0sAV6JXk/97fv+0NGoPeSO02IJo5IWvxBkc+fjIDgjwDdqsnCp6ci/HbnUDsTUnzklJnA5YJFJW0wh8O8508HhKpHLEFS+tQxGkjBxWRJKEtIRmbTFFAL7ntP7uJE5ujchd2Op+W8s1CoAlaZWgRPChcikYSF0/Wf62fecSoz5hjJc0kFuZknVJ6l8a5LKetIVlTT2Z/qT+B93vNiTm11Nvr7aFXwlwaX6SlqXbUcljf7HHf8HADSEiaYqjvUAAAAASUVORK5CYII=\n", + "text/latex": [ + "$$\\left [ \\eta_{s}{\\left (t \\right )} = \\frac{1}{Kf_{1}} \\left(\\frac{Kf_{1}}{k} H{\\left (t \\right )} \\operatorname{v_{c}}{\\left (t \\right )} - \\frac{1}{2} \\eta{\\left (t \\right )}\\right), \\quad \\dot{h}_{s}{\\left (t \\right )} = 6 A{\\left (t \\right )} H{\\left (t \\right )} + 6 \\dot{h}{\\left (t \\right )} + \\frac{6}{k} \\left(\\frac{Kf_{1} k^{2}}{3} + \\frac{\\kappa}{2} \\left(P{\\left (t \\right )} + \\rho{\\left (t \\right )}\\right) a^{2}{\\left (t \\right )}\\right) \\operatorname{v_{c}}{\\left (t \\right )}\\right ]$$" + ], + "text/plain": [ + "⎡ ⎛ 2 \n", + "⎢ Kf₁⋅H(t)⋅v_c(t) η(t) ⎜Kf₁⋅k \n", + "⎢ ─────────────── - ──── 6⋅⎜────── + \n", + "⎢ k 2 ⎝ 3 \n", + "⎢ηₛ(t) = ──────────────────────, ḣₛ(t) = 6⋅A(t)⋅H(t) + 6⋅ḣ(t) + ────────────\n", + "⎣ Kf₁ \n", + "\n", + " 2 ⎞ ⎤\n", + "κ⋅(P(t) + ρ(t))⋅a (t)⎟ ⎥\n", + "─────────────────────⎟⋅v_c(t)⎥\n", + " 2 ⎠ ⎥\n", + "─────────────────────────────⎥\n", + " k ⎦" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#General gauge-invariant form of synchronous gauge metric variables\n", + "display('synchronous_vars',synchronous_vars)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'synchronous_subs'" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": 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\n", + "text/latex": [ + "$$\\left [ \\eta{\\left (t \\right )} = - 2 Kf_{1} \\eta_{s}{\\left (t \\right )}, \\quad \\dot{h}{\\left (t \\right )} = \\frac{1}{6} \\dot{h}_{s}{\\left (t \\right )}, \\quad \\phi{\\left (t \\right )} = - \\frac{\\kappa a^{2}{\\left (t \\right )}}{2 Kf_{1} k^{3}} \\left(Kf_{1} k \\Pi{\\left (t \\right )} + k \\delta{\\left (t \\right )} + 3 H{\\left (t \\right )} q{\\left (t \\right )}\\right), \\quad z{\\left (t \\right )} = \\frac{\\dot{h}_{s}{\\left (t \\right )}}{2 k}, \\quad \\sigma{\\left (t \\right )} = \\frac{1}{2 k} \\left(\\dot{h}_{s}{\\left (t \\right )} + 6 \\frac{d}{d t} \\eta_{s}{\\left (t \\right )}\\right), \\quad \\frac{d}{d t} A{\\left (t \\right )} = 0, \\quad A{\\left (t \\right )} = 0, \\quad \\frac{d}{d t} \\operatorname{v_{c}}{\\left (t \\right )} = 0, \\quad \\operatorname{v_{c}}{\\left (t \\right )} = 0\\right ]$$" + ], + "text/plain": [ + "⎡ \n", + "⎢ \n", + "⎢ ḣₛ(t) -κ⋅(Kf₁⋅k⋅Π(t) + k⋅δ(t) + 3⋅H(t)⋅\n", + "⎢η(t) = -2⋅Kf₁⋅ηₛ(t), ḣ(t) = ──────, φ(t) = ─────────────────────────────────\n", + "⎢ 6 3 \n", + "⎣ 2⋅Kf₁⋅k \n", + "\n", + " d \n", + " 2 ḣₛ(t) + 6⋅──(ηₛ(t)) \n", + "q(t))⋅a (t) ḣₛ(t) dt d \n", + "────────────, z(t) = ──────, σ(t) = ────────────────────, ──(A(t)) = 0, A(t) =\n", + " 2⋅k 2⋅k dt \n", + " \n", + "\n", + " ⎤\n", + " ⎥\n", + " d ⎥\n", + " 0, ──(v_c(t)) = 0, v_c(t) = 0⎥\n", + " dt ⎥\n", + " ⎦" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#To convert from general to synchronous variables can use these\n", + "display('synchronous_subs',synchronous_subs)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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\n", + "text/latex": [ + "$$\\phi{\\left (t \\right )} = \\frac{1}{4 k^{2}} \\left(2 k^{2} \\eta_{s}{\\left (t \\right )} + \\frac{d}{d t} \\dot{h}_{s}{\\left (t \\right )} + 6 \\frac{d^{2}}{d t^{2}} \\eta_{s}{\\left (t \\right )}\\right)$$" + ], + "text/plain": [ + " 2 \n", + " 2 d d \n", + " 2⋅k ⋅ηₛ(t) + ──(ḣₛ(t)) + 6⋅───(ηₛ(t))\n", + " dt 2 \n", + " dt \n", + "φ(t) = ──────────────────────────────────────\n", + " 2 \n", + " 4⋅k " + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#Alternative pure-metric expression for phi\n", + "Eq(phi,subs(Eq(Pi,-(3*diff(eta_s,t,t)+diff(hdot_s,t)/2 + 2*(3*H*diff(eta_s,t) + H*hdot_s/2) - k**2*eta_s)/kappa/a**2),\n", + " synchronous_gauge(subs(solve(constraints[1:],[delta,q,A]), phi_sub).rhs)).simplify())" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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\n", + "text/latex": [ + "$$- \\frac{\\kappa}{2} a^{2}{\\left (t \\right )} \\delta{\\left (t \\right )}$$" + ], + "text/plain": [ + " 2 \n", + "-κ⋅a (t)⋅δ(t) \n", + "──────────────\n", + " 2 " + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#Check the four synchronous gauge equations\n", + "synchronous_gauge(subs(var_subs,subs(synchronous_vars, K_fac*k**2*eta_s-H*hdot_s/2)).simplify())" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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\n", + "text/latex": [ + "$$\\frac{\\kappa}{2 k} a^{2}{\\left (t \\right )} q{\\left (t \\right )}$$" + ], + "text/plain": [ + " 2 \n", + "κ⋅a (t)⋅q(t)\n", + "────────────\n", + " 2⋅k " + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "synchronous_gauge(subs(pert_eqs,subs(synchronous_vars, -K/2*hdot_s/k**2 + K_fac*diff(eta_s,t)).doit()))" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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\n", + "text/latex": [ + "$$\\frac{\\kappa}{6} \\left(\\delta{\\left (t \\right )} + 3 \\delta_{P}{\\left (t \\right )}\\right) a^{2}{\\left (t \\right )}$$" + ], + "text/plain": [ + " 2 \n", + "κ⋅(δ(t) + 3⋅δ_P(t))⋅a (t)\n", + "─────────────────────────\n", + " 6 " + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "synchronous_gauge(subs(K_sub,subs(Friedmann,subs(var_subs,subs(total_eqs,subs(background_eqs,subs(pert_eqs,subs(var_subs,\n", + " subs(synchronous_vars, -(diff(hdot_s,t) + H*hdot_s)/6).doit()).doit())).simplify().expand())\n", + " ).simplify().expand())).simplify())" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAAAGwAAAAZBAMAAAAmp9aMAAAAMFBMVEX///8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAv3aB7AAAAD3RSTlMAEM0yq3Yime9EZrtU3YkgaJ3lAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB3UlEQVQ4EY2TPUvDUBSG37SYfpfSP1Cxk4sU/0ChtC5FqAgFtzsIgg5V0akoOnRx0A4OLmJxEVwsSMXBoeCo0g61IIgUQV39GhSHeG5y094kHXIgt+c8532Tm/RcwF1EyyvuhFbVKzJW4K7qIs3cKS2qB5SqFuC2aMXcKBe5KMwG0nueOqje917+ZLN5bQJQ6jqY0le+RJdpcVDR9n4D6icVHgZEGOKCAyc8c1DRVrntjwquatEzCqIR6AVSTiqa6Nu6RFZpV1uiM3l7EwPs1G5T20Se6BoXnT1No33YKTVzWKj0nzayjED5bx14I/Hm+rZhlqm4nfIbLJ73baEaff13ah0DB8zDMwqZGgThryJl5rtFmoBvlMAdlB346pRRSDQ+xiMJX+eFDWz+Kol6pEzD94FIgTIKiRqARLXgr9WWICvZ/HUkUoaK2wQ1baUUdhUmb/IICnCIRI//gXrwTQoqCM6AykjMtPGXf8Y1/ySJJjJiNiVq2vLAYxRemhA+JXwC15QCsIlQIdiJGiqJmrYrYH9GndYa6obWQKANLJ1SLwklNzs/Z6gkatpsv3yMKBSySzGcSgJ94KVRNlrDqWQLMb0YHBy9HE4lmziQFxKidDiVNfrxDzIZUW7Sf1l2i2N9IukSAAAAAElFTkSuQmCC\n", + "text/latex": [ + "$$- \\kappa \\Pi{\\left (t \\right )} a^{2}{\\left (t \\right )}$$" + ], + "text/plain": [ + " 2 \n", + "-κ⋅Π(t)⋅a (t)" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#Seems to be a factor of 2 missing in last line of eq A8 of Hu et al.\n", + "synchronous_gauge(subs(q_sub,subs(K_sub,subs(Friedmann_Kfac_subs,subs(var_subs,\n", + " subs(tot_eqs+background_eqs, subs(var_subs,subs(pert_eqs,subs(synchronous_vars,\n", + " 3*diff(eta_s,t,t)+diff(hdot_s,t)/2 + 2*(3*H*diff(eta_s,t) + H*hdot_s/2) - k**2*eta_s).doit()).doit()).doit()))\n", + " .simplify()))))" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'density_eqs'" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": 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\n", + "text/latex": [ + "$$\\left [ \\frac{d}{d t} \\rho_{b}{\\left (t \\right )} = - 3 \\left(\\operatorname{p_{b}}{\\left (t \\right )} + \\rho_{b}{\\left (t \\right )}\\right) H{\\left (t \\right )}, \\quad \\frac{d}{d t} \\rho_{c}{\\left (t \\right )} = - 3 H{\\left (t \\right )} \\rho_{c}{\\left (t \\right )}, \\quad \\frac{d}{d t} \\rho_{g}{\\left (t \\right )} = - 4 H{\\left (t \\right )} \\rho_{g}{\\left (t \\right )}, \\quad \\frac{d}{d t} \\rho_{r}{\\left (t \\right )} = - 4 H{\\left (t \\right )} \\rho_{r}{\\left (t \\right )}, \\quad \\frac{d}{d t} \\rho_{\\nu}{\\left (t \\right )} = - 3 \\left(\\operatorname{p_{\\nu}}{\\left (t \\right )} + \\rho_{\\nu}{\\left (t \\right )}\\right) H{\\left (t \\right )}, \\quad \\frac{d}{d t} \\rho_{de}{\\left (t \\right )} = - 3 \\left(\\operatorname{w_{de}}{\\left (t \\right )} + 1\\right) H{\\left (t \\right )} \\rho_{de}{\\left (t \\right )}\\right ]$$" + ], + "text/plain": [ + "⎡d d d \n", + "⎢──(ρ_b(t)) = -3⋅(p_b(t) + ρ_b(t))⋅H(t), ──(ρ_c(t)) = -3⋅H(t)⋅ρ_c(t), ──(ρ_g(t\n", + "⎣dt dt dt \n", + "\n", + " d d \n", + ")) = -4⋅H(t)⋅ρ_g(t), ──(ρᵣ(t)) = -4⋅H(t)⋅ρᵣ(t), ──(ρₙᵤ(t)) = -3⋅(pₙᵤ(t) + ρₙᵤ(\n", + " dt dt \n", + "\n", + " d ⎤\n", + "t))⋅H(t), ──(ρ_de(t)) = -3⋅(w_de(t) + 1)⋅H(t)⋅ρ_de(t)⎥\n", + " dt ⎦" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": [ + "'delta_eqs'" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": 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\n", + "text/latex": [ + "$$\\left [ \\frac{d}{d t} \\Delta_{r}{\\left (t \\right )} = - k \\operatorname{q_{r}}{\\left (t \\right )} - 4 \\dot{h}{\\left (t \\right )}, \\quad \\frac{d}{d t} \\Delta_{g}{\\left (t \\right )} = - k \\operatorname{q_{g}}{\\left (t \\right )} - 4 \\dot{h}{\\left (t \\right )}, \\quad \\frac{d}{d t} \\Delta_{b}{\\left (t \\right )} = \\left(k \\operatorname{v_{b}}{\\left (t \\right )} + 3 \\dot{h}{\\left (t \\right )}\\right) \\left(- \\frac{\\operatorname{p_{b}}{\\left (t \\right )}}{\\rho_{b}{\\left (t \\right )}} - 1\\right) + \\left(- 3 \\operatorname{c^{2}_{sb}}{\\left (t \\right )} + \\frac{3 \\operatorname{p_{b}}{\\left (t \\right )}}{\\rho_{b}{\\left (t \\right )}}\\right) \\Delta_{b}{\\left (t \\right )} H{\\left (t \\right )}, \\quad \\frac{d}{d t} \\Delta_{c}{\\left (t \\right )} = - k \\operatorname{v_{c}}{\\left (t \\right )} - 3 \\dot{h}{\\left (t \\right )}, \\quad \\frac{d}{d t} \\Delta_{\\nu}{\\left (t \\right )} = - k \\operatorname{q_{\\nu}}{\\left (t \\right )} + \\left(- \\frac{3 \\operatorname{p_{\\nu}}{\\left (t \\right )}}{\\rho_{\\nu}{\\left (t \\right )}} - 3\\right) \\dot{h}{\\left (t \\right )} + 3 \\left(- \\Delta_{P \\nu}{\\left (t \\right )} + \\frac{\\Delta_{\\nu}{\\left (t \\right )} \\operatorname{p_{\\nu}}{\\left (t \\right )}}{\\rho_{\\nu}{\\left (t \\right )}}\\right) H{\\left (t \\right )}, \\quad \\frac{d}{d t} \\Delta_{de}{\\left (t \\right )} = - k \\left(\\operatorname{w_{de}}{\\left (t \\right )} + 1\\right) \\operatorname{v_{de}}{\\left (t \\right )} - 3 \\left(\\Delta_{de}{\\left (t \\right )} + \\frac{3}{k} \\left(\\operatorname{w_{de}}{\\left (t \\right )} + 1\\right) H{\\left (t \\right )} \\operatorname{v_{de}}{\\left (t \\right )}\\right) \\left(\\hat{c}^{2}_{sde}{\\left (t \\right )} - \\operatorname{w_{de}}{\\left (t \\right )}\\right) H{\\left (t \\right )} + \\left(- 3 \\operatorname{w_{de}}{\\left (t \\right )} - 3\\right) \\dot{h}{\\left (t \\right )} - \\frac{3}{k} H{\\left (t \\right )} \\operatorname{v_{de}}{\\left (t \\right )} \\frac{d}{d t} \\operatorname{w_{de}}{\\left (t \\right )}\\right ]$$" + ], + "text/plain": [ + "⎡ \n", + "⎢ \n", + "⎢d d d \n", + "⎢──(Δᵣ(t)) = -k⋅qᵣ(t) - 4⋅ḣ(t), ──(Δ_g(t)) = -k⋅q_g(t) - 4⋅ḣ(t), ──(Δ_b(t)) \n", + "⎣dt dt dt \n", + "\n", + " \n", + " \n", + " ⎛ p_b(t) ⎞ ⎛ 3⋅p_b(t)⎞ \n", + "= (k⋅v_b(t) + 3⋅ḣ(t))⋅⎜- ────── - 1⎟ + ⎜-3⋅c_sb__2(t) + ────────⎟⋅Δ_b(t)⋅H(t)\n", + " ⎝ ρ_b(t) ⎠ ⎝ ρ_b(t) ⎠ \n", + "\n", + " \n", + " \n", + " d d ⎛ 3⋅pₙᵤ(t) ⎞ \n", + ", ──(Δ_c(t)) = -k⋅v_c(t) - 3⋅ḣ(t), ──(Δₙᵤ(t)) = -k⋅qₙᵤ(t) + ⎜- ──────── - 3⎟⋅\n", + " dt dt ⎝ ρₙᵤ(t) ⎠ \n", + "\n", + " \n", + " \n", + " ⎛ Δₙᵤ(t)⋅pₙᵤ(t)⎞ d \n", + "ḣ(t) + 3⋅⎜-Δ_P_ν(t) + ─────────────⎟⋅H(t), ──(Δ_de(t)) = -k⋅(w_de(t) + 1)⋅v_d\n", + " ⎝ ρₙᵤ(t) ⎠ dt \n", + "\n", + " \n", + " \n", + " ⎛ 3⋅(w_de(t) + 1)⋅H(t)⋅v_de(t)⎞ \n", + "e(t) - 3⋅⎜Δ_de(t) + ────────────────────────────⎟⋅(ĉ_sde__2(t) - w_de(t))⋅H(t\n", + " ⎝ k ⎠ \n", + "\n", + " d ⎤\n", + " 3⋅H(t)⋅v_de(t)⋅──(w_de(t))⎥\n", + " dt ⎥\n", + ") + (-3⋅w_de(t) - 3)⋅ḣ(t) - ──────────────────────────⎥\n", + " k ⎦" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": [ + "'vel_eqs'" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": 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\n", + "text/latex": [ + "$$\\left [ \\frac{d}{d t} \\operatorname{q_{r}}{\\left (t \\right )} = - \\frac{2 Kf_{1}}{3} k \\pi_{r}{\\left (t \\right )} - \\frac{4 k}{3} A{\\left (t \\right )} + \\frac{k}{3} \\Delta_{r}{\\left (t \\right )}, \\quad \\frac{d}{d t} \\operatorname{q_{g}}{\\left (t \\right )} = - \\frac{2 Kf_{1}}{3} k \\pi_{g}{\\left (t \\right )} - \\frac{4 k}{3} A{\\left (t \\right )} + \\frac{k}{3} \\Delta_{g}{\\left (t \\right )} + \\left(- \\operatorname{q_{g}}{\\left (t \\right )} + \\frac{4}{3} \\operatorname{v_{b}}{\\left (t \\right )}\\right) \\operatorname{opacity}{\\left (t \\right )}, \\quad \\frac{d}{d t} \\operatorname{v_{b}}{\\left (t \\right )} = - k A{\\left (t \\right )} + \\frac{1}{\\operatorname{p_{b}}{\\left (t \\right )} + \\rho_{b}{\\left (t \\right )}} \\left(k \\Delta_{b}{\\left (t \\right )} \\operatorname{c^{2}_{sb}}{\\left (t \\right )} \\rho_{b}{\\left (t \\right )} - \\left(- \\operatorname{q_{g}}{\\left (t \\right )} + \\frac{4}{3} \\operatorname{v_{b}}{\\left (t \\right )}\\right) \\operatorname{opacity}{\\left (t \\right )} \\rho_{g}{\\left (t \\right )}\\right) - H{\\left (t \\right )} \\operatorname{v_{b}}{\\left (t \\right )} - \\frac{\\operatorname{v_{b}}{\\left (t \\right )} \\frac{d}{d t} \\operatorname{p_{b}}{\\left (t \\right )}}{\\operatorname{p_{b}}{\\left (t \\right )} + \\rho_{b}{\\left (t \\right )}}, \\quad \\frac{d}{d t} \\operatorname{v_{c}}{\\left (t \\right )} = - k A{\\left (t \\right )} - H{\\left (t \\right )} \\operatorname{v_{c}}{\\left (t \\right )}, \\quad \\frac{d}{d t} \\operatorname{q_{\\nu}}{\\left (t \\right )} = - \\frac{k}{3} \\left(2 Kf_{1} \\pi_{\\nu}{\\left (t \\right )} - 3 \\Delta_{P \\nu}{\\left (t \\right )}\\right) - k \\left(\\frac{\\operatorname{p_{\\nu}}{\\left (t \\right )}}{\\rho_{\\nu}{\\left (t \\right )}} + 1\\right) A{\\left (t \\right )} - \\left(- \\frac{3 \\operatorname{p_{\\nu}}{\\left (t \\right )}}{\\rho_{\\nu}{\\left (t \\right )}} + 1\\right) H{\\left (t \\right )} \\operatorname{q_{\\nu}}{\\left (t \\right )}, \\quad \\frac{d}{d t} \\operatorname{v_{de}}{\\left (t \\right )} = - k A{\\left (t \\right )} + \\frac{k \\Delta_{de}{\\left (t \\right )} \\hat{c}^{2}_{sde}{\\left (t \\right )}}{\\operatorname{w_{de}}{\\left (t \\right )} + 1} - \\left(- 3 \\hat{c}^{2}_{sde}{\\left (t \\right )} + 1\\right) H{\\left (t \\right )} \\operatorname{v_{de}}{\\left (t \\right )}\\right ]$$" + ], + "text/plain": [ + "⎡ \n", + "⎢ \n", + "⎢d 2⋅Kf₁⋅k⋅πᵣ(t) 4⋅k⋅A(t) k⋅Δᵣ(t) d 2⋅Kf₁⋅k⋅π_g(\n", + "⎢──(qᵣ(t)) = - ───────────── - ──────── + ───────, ──(q_g(t)) = - ────────────\n", + "⎣dt 3 3 3 dt 3 \n", + "\n", + " \n", + " \n", + "t) 4⋅k⋅A(t) k⋅Δ_g(t) ⎛ 4⋅v_b(t)⎞ d \n", + "── - ──────── + ──────── + ⎜-q_g(t) + ────────⎟⋅opacity(t), ──(v_b(t)) = -k⋅A(\n", + " 3 3 ⎝ 3 ⎠ dt \n", + "\n", + " ⎛ 4⋅v_b(t)⎞ \n", + " k⋅Δ_b(t)⋅c_sb__2(t)⋅ρ_b(t) - ⎜-q_g(t) + ────────⎟⋅opacity(t)⋅ρ_g(t) \n", + " ⎝ 3 ⎠ \n", + "t) + ─────────────────────────────────────────────────────────────────── - H(t\n", + " p_b(t) + ρ_b(t) \n", + "\n", + " d \n", + " v_b(t)⋅──(p_b(t)) \n", + " dt d d \n", + ")⋅v_b(t) - ─────────────────, ──(v_c(t)) = -k⋅A(t) - H(t)⋅v_c(t), ──(qₙᵤ(t)) =\n", + " p_b(t) + ρ_b(t) dt dt \n", + "\n", + " \n", + " \n", + " k⋅(2⋅Kf₁⋅πₙᵤ(t) - 3⋅Δ_P_ν(t)) ⎛pₙᵤ(t) ⎞ ⎛ 3⋅pₙᵤ(t) ⎞ \n", + " - ───────────────────────────── - k⋅⎜────── + 1⎟⋅A(t) - ⎜- ──────── + 1⎟⋅H(t)\n", + " 3 ⎝ρₙᵤ(t) ⎠ ⎝ ρₙᵤ(t) ⎠ \n", + "\n", + " \n", + " \n", + " d k⋅Δ_de(t)⋅ĉ_sde__2(t) \n", + "⋅qₙᵤ(t), ──(v_de(t)) = -k⋅A(t) + ────────────────────── - (-3⋅ĉ_sde__2(t) + 1\n", + " dt w_de(t) + 1 \n", + "\n", + " ⎤\n", + " ⎥\n", + " ⎥\n", + ")⋅H(t)⋅v_de(t)⎥\n", + " ⎦" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#Fluid components\n", + "display('density_eqs',density_eqs)\n", + "display('delta_eqs', delta_eqs)\n", + "display('vel_eqs',vel_eqs)\n", + "#can use component_eqs as combination of density_eqs + delta_eqs + vel_eqs" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/latex": [ + "$$\\left [ \\frac{d}{d t} \\Delta_{r}{\\left (t \\right )} = - k \\operatorname{q_{r}}{\\left (t \\right )} + 4 \\frac{d}{d t} \\Phi_{N}{\\left (t \\right )}, \\quad \\frac{d}{d t} \\Delta_{g}{\\left (t \\right )} = - k \\operatorname{q_{g}}{\\left (t \\right )} + 4 \\frac{d}{d t} \\Phi_{N}{\\left (t \\right )}, \\quad \\frac{d}{d t} \\Delta_{b}{\\left (t \\right )} = - \\frac{1}{\\rho_{b}{\\left (t \\right )}} \\left(\\left(k \\operatorname{v_{b}}{\\left (t \\right )} - 3 \\frac{d}{d t} \\Phi_{N}{\\left (t \\right )}\\right) \\left(\\operatorname{p_{b}}{\\left (t \\right )} + \\rho_{b}{\\left (t \\right )}\\right) + 3 \\left(\\operatorname{c^{2}_{sb}}{\\left (t \\right )} \\rho_{b}{\\left (t \\right )} - \\operatorname{p_{b}}{\\left (t \\right )}\\right) \\Delta_{b}{\\left (t \\right )} H{\\left (t \\right )}\\right), \\quad \\frac{d}{d t} \\Delta_{c}{\\left (t \\right )} = - k \\operatorname{v_{c}}{\\left (t \\right )} + 3 \\frac{d}{d t} \\Phi_{N}{\\left (t \\right )}, \\quad \\frac{d}{d t} \\Delta_{\\nu}{\\left (t \\right )} = \\frac{1}{\\rho_{\\nu}{\\left (t \\right )}} \\left(- k \\operatorname{q_{\\nu}}{\\left (t \\right )} \\rho_{\\nu}{\\left (t \\right )} - 3 \\left(\\Delta_{P \\nu}{\\left (t \\right )} \\rho_{\\nu}{\\left (t \\right )} - \\Delta_{\\nu}{\\left (t \\right )} \\operatorname{p_{\\nu}}{\\left (t \\right )}\\right) H{\\left (t \\right )} + 3 \\left(\\operatorname{p_{\\nu}}{\\left (t \\right )} + \\rho_{\\nu}{\\left (t \\right )}\\right) \\frac{d}{d t} \\Phi_{N}{\\left (t \\right )}\\right), \\quad \\frac{d}{d t} \\Delta_{de}{\\left (t \\right )} = \\frac{1}{k} \\left(k \\left(- k \\operatorname{v_{de}}{\\left (t \\right )} + 3 \\frac{d}{d t} \\Phi_{N}{\\left (t \\right )}\\right) \\left(\\operatorname{w_{de}}{\\left (t \\right )} + 1\\right) - 3 \\left(k \\Delta_{de}{\\left (t \\right )} + 3 \\left(\\operatorname{w_{de}}{\\left (t \\right )} + 1\\right) H{\\left (t \\right )} \\operatorname{v_{de}}{\\left (t \\right )}\\right) \\left(\\hat{c}^{2}_{sde}{\\left (t \\right )} - \\operatorname{w_{de}}{\\left (t \\right )}\\right) H{\\left (t \\right )} - 3 H{\\left (t \\right )} \\operatorname{v_{de}}{\\left (t \\right )} \\frac{d}{d t} \\operatorname{w_{de}}{\\left (t \\right )}\\right)\\right ]$$" + ], + "text/plain": [ + "⎡ \n", + "⎢ \n", + "⎢d d d d d\n", + "⎢──(Δᵣ(t)) = -k⋅qᵣ(t) + 4⋅──(Φ_N(t)), ──(Δ_g(t)) = -k⋅q_g(t) + 4⋅──(Φ_N(t)), ─\n", + "⎣dt dt dt dt d\n", + "\n", + " ⎛⎛ d ⎞ \n", + " -⎜⎜k⋅v_b(t) - 3⋅──(Φ_N(t))⎟⋅(p_b(t) + ρ_b(t)) + 3⋅(c_sb__2(t)⋅ρ_b(\n", + " ⎝⎝ dt ⎠ \n", + "─(Δ_b(t)) = ──────────────────────────────────────────────────────────────────\n", + "t ρ_b(t) \n", + "\n", + " ⎞ \n", + "t) - p_b(t))⋅Δ_b(t)⋅H(t)⎟ \n", + " ⎠ d d d \n", + "──────────────────────────, ──(Δ_c(t)) = -k⋅v_c(t) + 3⋅──(Φ_N(t)), ──(Δₙᵤ(t)) \n", + " dt dt dt \n", + "\n", + " \n", + " -k⋅qₙᵤ(t)⋅ρₙᵤ(t) - 3⋅(Δ_P_ν(t)⋅ρₙᵤ(t) - Δₙᵤ(t)⋅pₙᵤ(t))⋅H(t) + 3⋅(pₙᵤ(t) + ρₙ\n", + " \n", + "= ────────────────────────────────────────────────────────────────────────────\n", + " ρₙᵤ(t) \n", + "\n", + " d ⎛ d ⎞ \n", + "ᵤ(t))⋅──(Φ_N(t)) k⋅⎜-k⋅v_de(t) + 3⋅──(Φ_N(t))⎟⋅(w_de(t) + 1) - \n", + " dt d ⎝ dt ⎠ \n", + "────────────────, ──(Δ_de(t)) = ──────────────────────────────────────────────\n", + " dt \n", + "\n", + " \n", + "3⋅(k⋅Δ_de(t) + 3⋅(w_de(t) + 1)⋅H(t)⋅v_de(t))⋅(ĉ_sde__2(t) - w_de(t))⋅H(t) - 3\n", + " \n", + "──────────────────────────────────────────────────────────────────────────────\n", + " k \n", + "\n", + " d ⎤\n", + "⋅H(t)⋅v_de(t)⋅──(w_de(t))⎥\n", + " dt ⎥\n", + "─────────────────────────⎥\n", + " ⎦" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#e.g. can check we recover standard Newtonian gauge equations \n", + "#(note all equations above are valid in any frame)\n", + "newtonian_gauge(delta_eqs)" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'Gaude-dependent:'" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": 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+ "text/latex": [ + "$$\\left [ \\delta{\\left (t \\right )}, \\quad \\operatorname{v_{b}}{\\left (t \\right )}, \\quad \\sigma{\\left (t \\right )}, \\quad \\eta{\\left (t \\right )}\\right ]$$" + ], + "text/plain": [ + "[δ(t), v_b(t), σ(t), η(t)]" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": [ + "'Newtonian:'" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": "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\n", + "text/latex": [ + "$$\\left [ \\delta{\\left (t \\right )} - \\frac{3}{k} \\left(P{\\left (t \\right )} + \\rho{\\left (t \\right )}\\right) H{\\left (t \\right )} \\sigma{\\left (t \\right )}, \\quad \\sigma{\\left (t \\right )} + \\operatorname{v_{b}}{\\left (t \\right )}, \\quad 0, \\quad \\frac{2 Kf_{1}}{k} H{\\left (t \\right )} \\sigma{\\left (t \\right )} + \\eta{\\left (t \\right )}\\right ]$$" + ], + "text/plain": [ + "⎡ 3⋅(P(t) + ρ(t))⋅H(t)⋅σ(t) 2⋅Kf₁⋅H(t)⋅σ(t) ⎤\n", + "⎢δ(t) - ─────────────────────────, σ(t) + v_b(t), 0, ─────────────── + η(t)⎥\n", + "⎣ k k ⎦" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": [ + "'Synchronous (CDM frame):'" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": "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\n", + "text/latex": [ + "$$\\left [ \\delta{\\left (t \\right )} + \\frac{3}{k} \\left(P{\\left (t \\right )} + \\rho{\\left (t \\right )}\\right) H{\\left (t \\right )} \\operatorname{v_{c}}{\\left (t \\right )}, \\quad \\operatorname{v_{b}}{\\left (t \\right )} - \\operatorname{v_{c}}{\\left (t \\right )}, \\quad \\sigma{\\left (t \\right )} + \\operatorname{v_{c}}{\\left (t \\right )}, \\quad - \\frac{2 Kf_{1}}{k} H{\\left (t \\right )} \\operatorname{v_{c}}{\\left (t \\right )} + \\eta{\\left (t \\right )}\\right ]$$" + ], + "text/plain": [ + "⎡ 3⋅(P(t) + ρ(t))⋅H(t)⋅v_c(t) 2⋅Kf₁⋅H\n", + "⎢δ(t) + ───────────────────────────, v_b(t) - v_c(t), σ(t) + v_c(t), - ───────\n", + "⎣ k \n", + "\n", + "(t)⋅v_c(t) ⎤\n", + "────────── + η(t)⎥\n", + " k ⎦" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#Can use make_frame_invariant function to get explicit gauge-invariant equations for Newtonian (or other gauge) quantities\n", + "delta_N, v_b_N, sigma_N, eta_N = make_frame_invariant([delta,v_b, sigma, eta], 'Newtonian')\n", + "delta_sync, v_b_sync, sigma_sync, eta_sync = make_frame_invariant([delta,v_b, sigma, eta], 'CDM')\n", + "\n", + "display('Gaude-dependent:', [delta, v_b, sigma, eta])\n", + "display('Newtonian:', [delta_N, v_b_N, sigma_N, eta_N]) \n", + "display('Synchronous (CDM frame):', [delta_sync, v_b_sync, sigma_sync, eta_sync]) " + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Newtonian gauge version:\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/latex": [ + "$$\\frac{1}{k} \\left(\\frac{k^{2}}{3} \\left(4 Kf_{1} \\operatorname{v_{c}}{\\left (t \\right )} + 3 \\operatorname{q_{g}}{\\left (t \\right )} - 4 \\operatorname{v_{c}}{\\left (t \\right )}\\right) - 4 k \\left(H{\\left (t \\right )} \\Psi_{N}{\\left (t \\right )} + \\frac{d}{d t} \\Phi_{N}{\\left (t \\right )}\\right) + k \\frac{d}{d t} \\Delta_{g}{\\left (t \\right )} + 2 \\kappa \\left(P{\\left (t \\right )} + \\rho{\\left (t \\right )}\\right) a^{2}{\\left (t \\right )} \\operatorname{v_{c}}{\\left (t \\right )} + 4 H{\\left (t \\right )} \\frac{d}{d t} \\operatorname{v_{c}}{\\left (t \\right )} + 4 \\operatorname{v_{c}}{\\left (t \\right )} \\frac{d}{d t} H{\\left (t \\right )}\\right)$$" + ], + "text/plain": [ + " 2 \n", + "k ⋅(4⋅Kf₁⋅v_c(t) + 3⋅q_g(t) - 4⋅v_c(t)) ⎛ d ⎞ d\n", + "─────────────────────────────────────── - 4⋅k⋅⎜H(t)⋅Ψ_N(t) + ──(Φ_N(t))⎟ + k⋅─\n", + " 3 ⎝ dt ⎠ d\n", + "──────────────────────────────────────────────────────────────────────────────\n", + " \n", + "\n", + " \n", + " 2 d d \n", + "─(Δ_g(t)) + 2⋅κ⋅(P(t) + ρ(t))⋅a (t)⋅v_c(t) + 4⋅H(t)⋅──(v_c(t)) + 4⋅v_c(t)⋅──(H\n", + "t dt dt \n", + "──────────────────────────────────────────────────────────────────────────────\n", + " k \n", + "\n", + " \n", + " \n", + "(t))\n", + " \n", + "────\n", + " " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CDM frame version:\n" + ] + }, + { + "data": { + "image/png": "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\n", + "text/latex": [ + "$$k \\operatorname{q_{g}}{\\left (t \\right )} + \\frac{4 k}{3} z{\\left (t \\right )} + \\frac{d}{d t} \\Delta_{g}{\\left (t \\right )}$$" + ], + "text/plain": [ + " 4⋅k⋅z(t) d \n", + "k⋅q_g(t) + ──────── + ──(Δ_g(t))\n", + " 3 dt " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Synchronous gauge variable version:\n" + ] + }, + { + "data": { + "image/png": "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\n", + "text/latex": [ + "$$k \\operatorname{q_{g}}{\\left (t \\right )} + \\frac{2}{3} \\dot{h}_{s}{\\left (t \\right )} + \\frac{d}{d t} \\Delta_{g}{\\left (t \\right )}$$" + ], + "text/plain": [ + " 2⋅ḣₛ(t) d \n", + "k⋅q_g(t) + ──────── + ──(Δ_g(t))\n", + " 3 dt " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "OK\n" + ] + } + ], + "source": [ + "def show_gauges(x):\n", + " print('Newtonian gauge version:')\n", + " display(newtonian_gauge(x))\n", + " print('CDM frame version:')\n", + " display(cdm_gauge(x))\n", + " print('Synchronous gauge variable version:')\n", + " display(synchronous_gauge(x))\n", + "\n", + "\n", + "def check_equation(camb_eq, view = True, p_b_zero=False):\n", + " if view:\n", + " show_gauges(camb_eq)\n", + " res = simplify(subs(background_eqs +component_eqs,camb_eq.simplify()))\n", + " res = subs(var_subs,res).simplify()\n", + " res = subs(Friedmann_Kfac_subs, res).simplify()\n", + " if p_b_zero: res = subs(Eq(p_b,0),res).doit().simplify()\n", + " if res==0:\n", + " print('OK')\n", + " else:\n", + " print('Non-zero, equal to:')\n", + " display(res)\n", + "\n", + "#For example CAMB implements the equation d Delta_g/dt= -k*(4/3*z+qg) in synchronous gauge. Check this works.\n", + "Delta_g_sync, z_sync, q_g_sync = make_frame_invariant([Delta_g, z, q_g], 'CDM')\n", + "check_equation(diff(Delta_g_sync,t) + k*(4*z_sync/3 + q_g_sync)) " + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Newtonian gauge version:\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/latex": [ + "$$\\frac{1}{\\rho_{b}{\\left (t \\right )}} \\left(- k \\Delta_{b}{\\left (t \\right )} \\operatorname{c^{2}_{sb}}{\\left (t \\right )} \\rho_{b}{\\left (t \\right )} - \\frac{1}{3} \\left(3 \\operatorname{q_{g}}{\\left (t \\right )} - 4 \\operatorname{v_{b}}{\\left (t \\right )}\\right) \\operatorname{opacity}{\\left (t \\right )} \\rho_{g}{\\left (t \\right )} + \\left(\\left(\\operatorname{v_{b}}{\\left (t \\right )} - \\operatorname{v_{c}}{\\left (t \\right )}\\right) H{\\left (t \\right )} + \\frac{d}{d t} \\operatorname{v_{b}}{\\left (t \\right )} - \\frac{d}{d t} \\operatorname{v_{c}}{\\left (t \\right )}\\right) \\rho_{b}{\\left (t \\right )} + \\operatorname{v_{c}}{\\left (t \\right )} \\frac{d}{d t} \\operatorname{p_{b}}{\\left (t \\right )}\\right)$$" + ], + "text/plain": [ + " (3⋅q_g(t) - 4⋅v_b(t))⋅opacity(t)⋅ρ_g(t) ⎛ \n", + "-k⋅Δ_b(t)⋅c_sb__2(t)⋅ρ_b(t) - ─────────────────────────────────────── + ⎜(v_b(\n", + " 3 ⎝ \n", + "──────────────────────────────────────────────────────────────────────────────\n", + " ρ_b(t)\n", + "\n", + " d d ⎞ d \n", + "t) - v_c(t))⋅H(t) + ──(v_b(t)) - ──(v_c(t))⎟⋅ρ_b(t) + v_c(t)⋅──(p_b(t))\n", + " dt dt ⎠ dt \n", + "───────────────────────────────────────────────────────────────────────\n", + " " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CDM frame version:\n" + ] + }, + { + "data": { + "image/png": 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+ "text/latex": [ + "$$\\frac{1}{\\rho_{b}{\\left (t \\right )}} \\left(- \\frac{1}{3} \\left(3 \\operatorname{q_{g}}{\\left (t \\right )} - 4 \\operatorname{v_{b}}{\\left (t \\right )}\\right) \\operatorname{opacity}{\\left (t \\right )} \\rho_{g}{\\left (t \\right )} + \\left(- k \\Delta_{b}{\\left (t \\right )} \\operatorname{c^{2}_{sb}}{\\left (t \\right )} + H{\\left (t \\right )} \\operatorname{v_{b}}{\\left (t \\right )} + \\frac{d}{d t} \\operatorname{v_{b}}{\\left (t \\right )}\\right) \\rho_{b}{\\left (t \\right )}\\right)$$" + ], + "text/plain": [ + " (3⋅q_g(t) - 4⋅v_b(t))⋅opacity(t)⋅ρ_g(t) ⎛ \n", + "- ─────────────────────────────────────── + ⎜-k⋅Δ_b(t)⋅c_sb__2(t) + H(t)⋅v_b(t\n", + " 3 ⎝ \n", + "──────────────────────────────────────────────────────────────────────────────\n", + " ρ_b(t) \n", + "\n", + " d ⎞ \n", + ") + ──(v_b(t))⎟⋅ρ_b(t)\n", + " dt ⎠ \n", + "──────────────────────\n", + " " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Synchronous gauge variable version:\n" + ] + }, + { + "data": { + "image/png": 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+ "text/latex": [ + "$$\\frac{1}{\\rho_{b}{\\left (t \\right )}} \\left(- \\frac{1}{3} \\left(3 \\operatorname{q_{g}}{\\left (t \\right )} - 4 \\operatorname{v_{b}}{\\left (t \\right )}\\right) \\operatorname{opacity}{\\left (t \\right )} \\rho_{g}{\\left (t \\right )} + \\left(- k \\Delta_{b}{\\left (t \\right )} \\operatorname{c^{2}_{sb}}{\\left (t \\right )} + H{\\left (t \\right )} \\operatorname{v_{b}}{\\left (t \\right )} + \\frac{d}{d t} \\operatorname{v_{b}}{\\left (t \\right )}\\right) \\rho_{b}{\\left (t \\right )}\\right)$$" + ], + "text/plain": [ + " (3⋅q_g(t) - 4⋅v_b(t))⋅opacity(t)⋅ρ_g(t) ⎛ \n", + "- ─────────────────────────────────────── + ⎜-k⋅Δ_b(t)⋅c_sb__2(t) + H(t)⋅v_b(t\n", + " 3 ⎝ \n", + "──────────────────────────────────────────────────────────────────────────────\n", + " ρ_b(t) \n", + "\n", + " d ⎞ \n", + ") + ──(v_b(t))⎟⋅ρ_b(t)\n", + " dt ⎠ \n", + "──────────────────────\n", + " " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "OK\n" + ] + } + ], + "source": [ + "csq_b_sync, Delta_b_sync = make_frame_invariant([csq_b, Delta_b], 'CDM')\n", + "check_equation(diff(v_b_sync,t)+H*v_b_sync\n", + " -csq_b_sync*k*Delta_b_sync+rho_g/rho_b*opacity*(4*v_b_sync/3-q_g_sync),p_b_zero=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Newtonian gauge version:\n" + ] + }, + { + "data": { + "image/png": "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\n", + "text/latex": [ + "$$- \\frac{2 Kf_{1}}{k} \\left(k \\Phi_{N}{\\left (t \\right )} + H{\\left (t \\right )} \\operatorname{v_{c}}{\\left (t \\right )}\\right)$$" + ], + "text/plain": [ + "-2⋅Kf₁⋅(k⋅Φ_N(t) + H(t)⋅v_c(t)) \n", + "────────────────────────────────\n", + " k " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CDM frame version:\n" + ] + }, + { + "data": { + "image/png": "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\n", + "text/latex": [ + "$$\\eta{\\left (t \\right )}$$" + ], + "text/plain": [ + "η(t)" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Synchronous gauge variable version:\n" + ] + }, + { + "data": { + "image/png": "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\n", + "text/latex": [ + "$$- 2 Kf_{1} \\eta_{s}{\\left (t \\right )}$$" + ], + "text/plain": [ + "-2⋅Kf₁⋅ηₛ(t)" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#can see how a synchronous gauge variable used in CAMB can be obtained in Newtonian gauge, e.g.\n", + "show_gauges(eta_sync)" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Newtonian gauge version:\n" + ] + }, + { + "data": { + "image/png": "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\n", + "text/latex": [ + "$$\\Delta_{g}{\\left (t \\right )}$$" + ], + "text/plain": [ + "Δ_g(t)" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CDM frame version:\n" + ] + }, + { + "data": { + "image/png": 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+ "text/latex": [ + "$$\\Delta_{g}{\\left (t \\right )} - \\frac{4}{k} H{\\left (t \\right )} \\sigma{\\left (t \\right )}$$" + ], + "text/plain": [ + " 4⋅H(t)⋅σ(t)\n", + "Δ_g(t) - ───────────\n", + " k " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Synchronous gauge variable version:\n" + ] + }, + { + "data": { + "image/png": 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+ "text/latex": [ + "$$\\frac{1}{k^{2}} \\left(k^{2} \\Delta_{g}{\\left (t \\right )} - 2 \\left(\\dot{h}_{s}{\\left (t \\right )} + 6 \\frac{d}{d t} \\eta_{s}{\\left (t \\right )}\\right) H{\\left (t \\right )}\\right)$$" + ], + "text/plain": [ + " 2 ⎛ d ⎞ \n", + "k ⋅Δ_g(t) - 2⋅⎜ḣₛ(t) + 6⋅──(ηₛ(t))⎟⋅H(t)\n", + " ⎝ dt ⎠ \n", + "─────────────────────────────────────────\n", + " 2 \n", + " k " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Delta_g_N = make_frame_invariant(Delta_g, 'Newtonian')\n", + "show_gauges(Delta_g_N)" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'tot_subs'" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": 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+ "text/latex": [ + "$$\\left [ \\rho{\\left (t \\right )} = \\rho_{b}{\\left (t \\right )} + \\rho_{c}{\\left (t \\right )} + \\rho_{de}{\\left (t \\right )} + \\rho_{g}{\\left (t \\right )} + \\rho_{\\nu}{\\left (t \\right )} + \\rho_{r}{\\left (t \\right )}, \\quad P{\\left (t \\right )} = \\operatorname{p_{b}}{\\left (t \\right )} + \\operatorname{p_{\\nu}}{\\left (t \\right )} + \\rho_{de}{\\left (t \\right )} \\operatorname{w_{de}}{\\left (t \\right )} + \\frac{1}{3} \\rho_{g}{\\left (t \\right )} + \\frac{1}{3} \\rho_{r}{\\left (t \\right )}\\right ]$$" + ], + "text/plain": [ + "⎡ \n", + "⎢ρ(t) = ρ_b(t) + ρ_c(t) + ρ_de(t) + ρ_g(t) + ρₙᵤ(t) + ρᵣ(t), P(t) = p_b(t) + p\n", + "⎣ \n", + "\n", + " ρ_g(t) ρᵣ(t)⎤\n", + "ₙᵤ(t) + ρ_de(t)⋅w_de(t) + ────── + ─────⎥\n", + " 3 3 ⎦" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": [ + "'tot_pert_subs'" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": 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\n", + "text/latex": [ + "$$\\left [ \\Pi{\\left (t \\right )} = \\pi_{g}{\\left (t \\right )} \\rho_{g}{\\left (t \\right )} + \\pi_{\\nu}{\\left (t \\right )} \\rho_{\\nu}{\\left (t \\right )} + \\pi_{r}{\\left (t \\right )} \\rho_{r}{\\left (t \\right )}, \\quad \\delta{\\left (t \\right )} = \\Delta_{b}{\\left (t \\right )} \\rho_{b}{\\left (t \\right )} + \\Delta_{c}{\\left (t \\right )} \\rho_{c}{\\left (t \\right )} + \\Delta_{de}{\\left (t \\right )} \\rho_{de}{\\left (t \\right )} + \\Delta_{g}{\\left (t \\right )} \\rho_{g}{\\left (t \\right )} + \\Delta_{\\nu}{\\left (t \\right )} \\rho_{\\nu}{\\left (t \\right )} + \\Delta_{r}{\\left (t \\right )} \\rho_{r}{\\left (t \\right )}, \\quad q{\\left (t \\right )} = \\left(\\operatorname{p_{b}}{\\left (t \\right )} + \\rho_{b}{\\left (t \\right )}\\right) \\operatorname{v_{b}}{\\left (t \\right )} + \\left(\\operatorname{w_{de}}{\\left (t \\right )} + 1\\right) \\rho_{de}{\\left (t \\right )} \\operatorname{v_{de}}{\\left (t \\right )} + \\operatorname{q_{g}}{\\left (t \\right )} \\rho_{g}{\\left (t \\right )} + \\operatorname{q_{\\nu}}{\\left (t \\right )} \\rho_{\\nu}{\\left (t \\right )} + \\operatorname{q_{r}}{\\left (t \\right )} \\rho_{r}{\\left (t \\right )} + \\rho_{c}{\\left (t \\right )} \\operatorname{v_{c}}{\\left (t \\right )}, \\quad \\delta_{P}{\\left (t \\right )} = \\left(\\Delta_{de}{\\left (t \\right )} \\hat{c}^{2}_{sde}{\\left (t \\right )} + \\frac{3}{k} \\left(\\operatorname{w_{de}}{\\left (t \\right )} + 1\\right) \\left(\\hat{c}^{2}_{sde}{\\left (t \\right )} - \\operatorname{w_{de}}{\\left (t \\right )} + \\frac{\\frac{d}{d t} \\operatorname{w_{de}}{\\left (t \\right )}}{3 \\left(\\operatorname{w_{de}}{\\left (t \\right )} + 1\\right) H{\\left (t \\right )}}\\right) H{\\left (t \\right )} \\operatorname{v_{de}}{\\left (t \\right )}\\right) \\rho_{de}{\\left (t \\right )} + \\Delta_{P \\nu}{\\left (t \\right )} \\rho_{\\nu}{\\left (t \\right )} + \\Delta_{b}{\\left (t \\right )} \\operatorname{c^{2}_{sb}}{\\left (t \\right )} \\rho_{b}{\\left (t \\right )} + \\frac{1}{3} \\Delta_{g}{\\left (t \\right )} \\rho_{g}{\\left (t \\right )} + \\frac{1}{3} \\Delta_{r}{\\left (t \\right )} \\rho_{r}{\\left (t \\right )}\\right ]$$" + ], + "text/plain": [ + "⎡ \n", + "⎢ \n", + "⎢ \n", + "⎢ \n", + "⎢ \n", + "⎢Π(t) = π_g(t)⋅ρ_g(t) + πₙᵤ(t)⋅ρₙᵤ(t) + πᵣ(t)⋅ρᵣ(t), δ(t) = Δ_b(t)⋅ρ_b(t) + Δ_\n", + "⎣ \n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + "c(t)⋅ρ_c(t) + Δ_de(t)⋅ρ_de(t) + Δ_g(t)⋅ρ_g(t) + Δₙᵤ(t)⋅ρₙᵤ(t) + Δᵣ(t)⋅ρᵣ(t), q\n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + "(t) = (p_b(t) + ρ_b(t))⋅v_b(t) + (w_de(t) + 1)⋅ρ_de(t)⋅v_de(t) + q_g(t)⋅ρ_g(t)\n", + " \n", + "\n", + " ⎛ \n", + " ⎜ \n", + " ⎜ \n", + " ⎜ \n", + " ⎜ \n", + " + qₙᵤ(t)⋅ρₙᵤ(t) + qᵣ(t)⋅ρᵣ(t) + ρ_c(t)⋅v_c(t), δ_P(t) = ⎜Δ_de(t)⋅ĉ_sde__2(t)\n", + " ⎝ \n", + "\n", + " ⎛ d ⎞ \n", + " ⎜ ──(w_de(t)) ⎟ \n", + " ⎜ dt ⎟ \n", + " 3⋅(w_de(t) + 1)⋅⎜ĉ_sde__2(t) - w_de(t) + ────────────────────⎟⋅H(t)⋅v_de(t\n", + " ⎝ 3⋅(w_de(t) + 1)⋅H(t)⎠ \n", + " + ───────────────────────────────────────────────────────────────────────────\n", + " k \n", + "\n", + " ⎞ \n", + " ⎟ \n", + " ⎟ \n", + ")⎟ \n", + " ⎟ Δ_g(t)⋅ρ_g(t) Δᵣ(t\n", + "─⎟⋅ρ_de(t) + Δ_P_ν(t)⋅ρₙᵤ(t) + Δ_b(t)⋅c_sb__2(t)⋅ρ_b(t) + ───────────── + ────\n", + " ⎠ 3 \n", + "\n", + " ⎤\n", + " ⎥\n", + " ⎥\n", + " ⎥\n", + ")⋅ρᵣ(t)⎥\n", + "───────⎥\n", + " 3 ⎦" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#Relations between components and totals\n", + "display('tot_subs',tot_subs)\n", + "display('tot_pert_subs',tot_pert_subs)" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'hierarchies'" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": 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Io1Qdps5HwMfc7CRWj7NRiWnaUUJUovHdUXxV7FmpqBKH2N8MYUDaDy8B/Tlzyxx+/HMjkYU3ODauCTpB0sBx6Y0JnsaODg629UReLk0Pd3/ANFV1juoBkuWJsNiihWl0o8xQRA2pNY/zzpUiyqoNhRIZYi9fidKNGtsgWrj4NjlQqHpVilmRTuRM6drZBB2WgLXS8GaETieS7I45DpG36YCRJiS9YqJ4uNHw4BExZEcHB9p6MMB2vEtsDmWCuFqM6lGad4tApateu1MUx/3VZa9lc02ux5oids5TDTGmYjnuIJOZ66hSr2UdrT4hZbNhcbdooaCIePouItoqdRb/mn1YXn1xKJcazdpSDTrJNSAt7ZEoAk0KdeUY1M4U4s1P9EeTRsy6HwWySLFHv26s/qCDM+nyUpdrdjFJKQ2A464HmUojxLLrlAKLeuoW7SLkpVcOjC95ZbJBosU7XmviZLK5uoz9T+D/X6Rx+wL5s6kbOeSr5tmgEKrZhQic1gnCKGWHq/MQuEP/YgFm22ZAsMadjUlM0Q4eidp4owcbV8HwUbcPMSVs1tMJYRC04ovOYZFH40YeC29obJgJOkFSwGH0xgRPAyvho+YL6NxcHkE4hNXZWGqoOSErHmGgLVqIRh5lYCiiqrSar/5bFvooq3GiRIbYy1eidKPGNogWmtEtGkc/PUPQcfPQHwljvLp0aUIeCSuEnnbPGXi7pE47kuzMHIfM17RgpAoJw4NFI45HxI7AlLTcwk/TlY83pBaBTVexdqcojvury17rY+UWKwxNZc55q8Ew6EahHOfIZOQ6atJrWUdrTUjZbFjcLRpLAy3ZPUdAyZu3s8JMs0XLVOOoFOmu+wKX1LRHSg5NGvX4YXijFF1ZViqiSaOG7SkwiywjTDzmdLBZGe/gZ7o8m/+cN95LKQ0AeqLGPdKVupSinRb1+BZtAr8lWm8LxoP0pOO7V3P9hAHS4s0y2pHgYbJ5oo3PWR7ZC3AWDZsXyN/1q3uoHztoP17bs/1f6S0hCrXsQgSy6ARh3LWr19ePwgRT5xC8+tDz4OO/cte5uIN8ye2r+EXj9vdXd3Um9930/skDz4Z9/x3vfLetsw4EMYlae7LEH/x8bfQXM0KiNV4pJy64Cu76xZ4ZuPDv72t8+n8+vxWhdKyONL+CgZF7u5hVEUq3S44BvK6JT3iJa2iduuI4aD0Ojw0zodKWEjU4sqc/L8WMajN6PeM77+jAB814bi7DwRpYKKM6l1iEGVWKxuQo67yBgy6KKFfXfO2c25can/6t3Q/h0CG8u1/bfdbMK46L0OsMcVkVKZTKEFRvL1+udOavp4O0MNmKbtEmWDllVS+mWFLhnBVTmbBCFMA7JloORJKdu5LAo4YtGKlCwvBAoXYtjeMRsWhH0SKYaLuSqOrpEpVSBDpd1dqdojjury57rZJp4oURWA1aov9cKMcZMlm5jnr1WvbQ3X8qrUhI2WxYEosyByhotb2I+NEQow/jlQ1gQbTx46CbbXow4Yy05pC4pKY90nJo0qinVybbQvjk1TfJRvZmIiWLhKjkj4p8aMwQfEdv0Wz+x5Ax+W+4kho70mry9AhXihOhUY9v0ba/6at3XyAVvg9Ps/j/5Ar1K7eKo03t+EG01bOvkROYzZWDP8H2CGaOuMX5A+w4L5B/Cjdt756TxPaTvrmGS5rw/CU1RkINO4mgQyeI7KnPtz7vY1e2uDpnvn4DjKzCM5ZqN8HwDXA9VJ8Jb2hh/MbaeJuwA3RjiSzVzjoQMAdIotKeJhGfuFxREo3xUrnkugrgJkTjL+HDc0Pvn0e9MSWkKHZUfvMlF3+1JYYjDM8XgflCjMPQwstumsObofqr+nOuxx6AG97g2DATZIIYcLgh9U989MYLcvqInDtO/ekxPMn0YFoyMpBrFb3qz6+/ZcnNRR1hRpusMS3KKm8YiiRW1/xbW/BeGDoNXteG32mNduD8mfpJgJsgDD09q7yCJzcAirRUhpB6unzJ+DLpGdgR7WVkHR3iWrSIDYY+zxCVQoJeflCKJRWOLl1L7l8hiuBtZbJWJNmZK7nBMEJghIQzIYF4sGjE8WC2myKQKDO1ANnVroWJqgddBNfS4kyyWBHodFVrt6qFfP7qstf6tCax9PPsDq0GLdJ7Fls0ERGGagAybq57rlSkVV9m3qlfJocpe8Wb78EZFg+eBgK3KCzIgUUpIWUG5wCF6SKzEo4DM3qCCpdjnyPdNbPExaS9N/+i0Gjq+v+9mJKLWby/eeeylD29imeyLY6OJDCfKoskdcST1Nynl9y6R21VbtHci0BEnl2uXUZ/W5aGz0ukx6e02JHiRGjUY1u0+kyldYfShjeX6EkwGF5WAyknogX4ypI4YTZfB9dic2xGPvkAv4Md+wL56hNQaU2tCFrnQ/wDjC8B7JRSAEgoPTgh2EkEHbp2ZE9+1p6JP5UeUefM49db9SfoCjS7NHwK7J8bX4F/sjAit2j4Vq43ISlZqpx1IWAOIIXWnibxR3N1EsZZhXLJdZW4Tg81YWh1fBkJI5Q04jveBGdOLMgJLtpHbMeEYzBxmt2ija6NLtK8G97g2DATdIL4QgOXzOAPt+f0Ea3a0YF/xFxpTa1gh2nBfuCBf8tMLbm56E3nZI1pUVZ5w1Ak8/Q1D28o71zANWL4GOZa43G4FTD1ZOhBZYgbAJCkpTKE1OPVQMWXSaeplINom+4WTfxtwdBnGaJTyBU5cVpi4ejSteT+FaII3lYma+kLh7KUucII4x0LhhYidzU8GwPxYNGI4xGxQqZkAdvJT3tQ1dNdNCqCM+EB7Ij5D2FDl6xOV7V2S8U5/dUytEJWbrwwQqtBi/SexY5nlqYYql5aM8iQcXPdc6UiJruWjSwLIZiy+9c72GS5xNJA4haFRW3R4gbnAIXpEmb4P8wWTRRuCC6CVguVuOi0T8o/Do2mbqwfJzHM4vMOjar7AjsWMOcO43wcHeJyDpVFkjrIkymSb48Krakm/2WYY/Js/ltGf0uWhs9LpP+LCE+KE6FRV1s0/ApNHujkCPxE6aMCR4FQ567jlzbyhtoCSCYiJ1p8E/DJ4oTZvJuuyzC0hDFrYmMn/m9fII+xGmvV6ZtjIwnbsIcG8Ks88z53EmrYSQT9ofQXt96K+x1QuoUFtI/DqyBXB68XVn4OSXfOADwCeJtpvg312/e18IR+dsRdNHgKL06S1ThrIWAOONrTJE6vVlBgxBihXHLJ6/TO6+754ZrIoQgl8ZpjWsVF/BPFxak5OcGtMsTY0D5LPoob0eLxjDmYegr/hnng1vtGm7SdlSHT4Q2ODTNBJEhCaGhXtH8ut4/yybC6Sg+mhWzWh8kbC5BBSjWQFAulsQQLNhdNhN3Ew9r7KHg1pkVZ5Y1IfI0i/b36pdNvvbWDNYNL03RzvC0S+t+d9Zj8Nz9qi6YyhNWXJC2ZIXKLJuPLpGvc6Gywk0DRENIOL7hbtFfr1DHlxzJEpZCRRDIoxRIKR5SuTk1B618hgvEWssyHyQA0PpLseROJ3LZgaCFQO4+UMCGBeLBoCDyM2bLhGq+KQKHM1LpcBn5e7Q7QGBJdBDfAzlZkmXPSFcWKtVvWQk5/RdkbI4wmWW6sMIKrwXXTWeopPHLHIyPCUHV5DAYmxwlFbeuwm+t2dTC57iz0KHRUPuKEKfuf/g3pYPFgaSBxi8KSZHAeUJguUm4Pu/Lh2MOrAD+89bYWiMJl2FsObGkE+JVbjw5LXHTae/PPWeYlNJq68UJMtgg6B9aqT9Kg3LsK22KbCZxkrqhFO8uTeIRBbdH0zAvNFs1eBDgydrl2TDCF6DQo72Rp+LzESblF05pNKXicCI567C4a3s2FZdRJBxaAeJ2OD1VJYT+RttqCEblnxmwGcReNMkxsuGhRmjYvkMdnB8eWYi9gn2gjUR33EdPIJQ6qQMOu17WXqEn3NL0GE8syPQy9Mz+LAo/QFm16sfb51s7WzlWcHFFbtKtr1BMVfAwb5KyFgDmAs/qPqzSJo9suI0rOKpRLLnmdFj8TM96OU9KI96h3xtQ4F+0lNoNEi19c75oB8Vxn7ec4M7pI0254g2PDTNAJ4gsN/BLgG1E0jHXxBlbCa+BNKj2Yljht1ghWe03c0qQ7uiTLm87JGtOiDDJvGIpkj/qzDG+eYbZRfI/A66+sP0Z5DaC2aCpD3ACAJC2XIahB3GEQ8WXSSXnKgbSvBneL9jWsAp7BLEN0ClmRMsUSCkeXriX3rxBF8LYyWSuS7CGJZMEwQibmSTgTEogHi0YcD2a7uBxgESiUmdoIYbRLtPqQIaEtGhXBJ8UXdjTPikClq167ZS1APn912WuFrNxYYQRXgxbpPVOOSwsZql5aM+giw3M9fqUiJrWWTa0A/rNEOjBl/0w0WDx4GgirorDIoowbnAcUpkto93/MdnB8fhuAKFyGvZ/BjiKG+lC4mLSXF4qYDRwaTd1YEGIYNT5Fv0sOn42TwrY4OoLNfugsCveEf9FZa5otmr0IxJBR+W/VJ7Zkafi8RJa/irAlOxEcdc8W7Tqgr3T//lCHbgo2DsMcNJbJAPUsWofa8QNppx8XW7TxFfE0S+0UJBqbwVsoUAP4GHb2r+oXyI90sDvMvzkGEK+ax1fe4xattvfBHyIJCrXsJIIOlSCyoz7xNipd4pg6h4D+Oj8q76KNLMPOl9u7aBO4HP63OSQlVuOshSAmUWlPk1g99l3SzVnNXbSjIK7Tq2KbON6MU9KI9xhdm56DyYdecl9EtHoG4zYvk6Bdn6MtmvzRDfqr5pIFonXDGxCbf/nFPcjMvJMJ4g8NfqlNyDN60p50YCUA/C+VHpwrPQM9ArFQ8MbhAphcNBF2iZM1pkVZ5Q1DkaSqmhd/LLUxKfH22Z9A/bHXHKVJGXpQGeIGgPIXSaXGohmC36aKLZqIL5OeXb0v3bPn53vxVreo3vrMYbSWoR/JEJlC5JM8ZIolFI4uXUUrddiomBWiCN7agOj5Fqpqk+zMldxgmIp50zSJZ0Ly4/HDf/hWi6dJBI+o6WKLJopAoMzU6mfRUqpdi1NVr4sAZhERktWwa7pJV7V2060CUpzPX132WqHWJMqNeRxcDVqk5yxzXFrIc1w+qZQDGZbrnjwkrWqhH1oRjzjJlP3IoWtwhsWDp4GwKgpLksF5QGG6PGDoIfGjG9MrIAuXYZ/jyq2lKFxM2ssLRcwGDo2mbuw9SCXnUjeewut3R0jHJU3aFkVH6zZnlUVeT1IjDBX2LzqH79+z79RVcUPLXgQiyJj8N9qTG7I0PF4Sy+kRvmQngqMe36LVHodj+EdKZ6RNj9ZVVoYXsp/wQ/uQdmgRKFPmD4vbft9cxdGRNVxS4IUAP8DOeQv6BfJDNDdGH85Rx38R1gL4Ei5QS1Nr81WcoocrDTuJoEMliOyoz/k5eAPmB1PnEAy1oX5MPos23YTZV75tBWBmpIO77FG8KP0RURKrdtaBICZRp2eaxM83tURjvFQu7cBsvQ3aYyv4+i+5RYspIfb4MT83vQST+5c+mehnnEc69iwJ/I5F/BMar1oTfysI3fAGxKZx2suQndmsHwH1hQbBrJ8coffZqcdEJWB8RHowLZoi/1kUyjiAyUUdYSYiWWOOvIkVyfCqFH4qfr++NN6hZ9EegeHH/uxWXA5Ahh5AZogbAMxFIi2XIbV1GNum48ukM4fjHSo0gF/H/2X1VuAwthn6PENUChGXPESKJRWOLl1Fm7hCFMFbGxA982RnrkRJI30LBmghTbFFY0Ly4/G/j40t8TSJ4BHRj12VkhJlpjZOy0aIVh+q6nURwF/jBM2zIlDpqtZurTifv7rstUKtSZQb9zi0GrTI+FnluLQwIMddZFCqzXW7OtjVGgnUWoYXCFypVVm8Er6HMywePA2EVRFYkg3OAQrTFQfDjFSPYHMe7/iJwuXYGyJ/Q6a7niNcTNon5B+HRlNXlyYXkde1uPIEoifvxPwa5p2wLYKO1mvPKosKeDKB6tgx1MFuSlbirF6uGZ+3I2vS4yVRC9gcthQnQqMe36LhF4a/gkFqjczQL2WMdi7Dj6ajPKGJtJNr4nfRRhYa4utO+nKp0ga4vrZKj6bhLgH/v7OJH/LLS+Rgh3zVPAmoocUAABIYSURBVJy/BvuWxpaGFnCSSAw7iaBDJYjsqM+RmeonscnUOQT1UwA3Q59u4Y+C4Fp03r//18+GSmtkER9hG8Ug4Y5UsmpnHQhiEpX2VIn0fU3UGKFccl1F/y6hjbvp0bmxdpQSyyzp+AYMNeHlX8fpmFVJLIr2HvUCqE8twdTpODZKtcTCGxCb+mFiZiboBPGFBt4BFyEeLn2Kj7ivQdtGt8nYMy7SGniI13BcjUw6F3WEmZxkjalRlnnDUCSxuubfsACfgfGT6OdOngWVJ76LeX0mvEuEHp/MQER4ABRpdobQHjvx+A+wfwYnRXyxeLzu+phlLeI1HWT1fkespm7MotUrU8jKEimWVDi6dBV54goRiHdqHlVZsjNXrNXelgUDlJDJltiiMSGRiknGo3oZZjRPE8IjNY46JYVUptZrsR0kWn2oqtdFIKbog2WFStdJuXar6svpry57rVBrEuXGPQ6rhlRsRI4rCwNy3EUGDba5blcHc6khh9RaVm3Dt1u6LHB1wjZJMqQsDaRVUVgSDc4BiqsrNd0v+iLAj1dAFi7HHtIPme6ahnDRaa8WEtcGQcahsdTi6XKXeuww/r34CPHQl+vSNkInNb4qiwp4Mimu5MJE+YEXe7x5dwQ/9EUghoxerh2uhKauyZiXRH80wpTiRGDUIb5Fw63ZvQDfB/xSDe/HV9+3hveZFiIGeLp07/4je/6YZg59fYlOO2bwnvoywCvuwc7nwH2B/H4cmWzjh3scoFfNY/h2H9q5VGleRFMkVLGTCHn49gG1vbfP4ayjThGr04XbP4i3ru7+1hJU77/9si/D5XvPrD98fA5+diYSrBARsWpnHQhiErX2NIl430ZJNMZL5UBcV6zfB1P3ttCG5zR2HUGQmNljf0m83uMdMNUEeBDnYlZ56eUg0Tb2XLtEvcn3vOtvL8VzVeyhbXiDYoMpgwczQSeIBocIzHHpoedg26VP8VG9rXZRpYfLZQTmbsiX2VKF6lzUEXZFyPfj+jWmRVnmTaxIdM1Xd5+1BOMPHfpHgFftfc4312r33966Yv0nIvTiZ15EeluDJGmODPmrOdd63p44JCpQxNeGl9P4elRo8Nz1h/CTqhf/qDqMTQf9aIaoFCI2eYgUSyocXbqa2L9C4GwY3ml5FEl2xxVtROLZAUNVzGUgtmiOkBA8plZRFYuGwCMljjolJcqO2kSb9QTR6kNWvSmCu2ic5m3O4YBOV7l2K8U5/dVlT4LxMJpEuXGPA6shBRsQOa4sZKhKK5I+XWTcXEd6vTrY1RoH9Vp24bnXkEiRsteImwtOPCJpIK2KwJJscA5QHF2Qnu7f+/x7vtZWhcuxJ/NTDpHuel6uAfxC4dog6CLQKOrROfGQo0N96YHjq/CN9SuRqXFYLyoCnZT4qiwq4on6o1n7ApVdx9dSsxIpdf4bpqSGKo24l8RAj2e5R5oTgVF3tmj1t7cdJefCG/AeZUuOvM6ZiDTHv1t/vxjStGq+dgrsWMP2DbJfW5Zn9flcPP9H9fAlm5Cd+aVJcVk3BtSWEQX8Xxw6QWTPGCC6fnWSkp6I8h01stNYCsZZAUHMAaY9QeIfSDXMmATSOOU/k0PO5x+e6nTgFOow0e6sbX957i0zoqdo7cwlC9VfUk+HzHgsSDJjI7dozAQtgYEDyaHJ8hENUemRw1FhNX28bPs7TNttRHLRRtglStGYEDqVN1EUWc2Pt7kO3ZMZwliTSCWLg8PwnJZizjxDVHyZdEPKGm+9f/v2Jo1oWjU7vPuso6nVq1NI0fNTrHBqy5xA9CJRcWjy4x3PI76KoSJtqQOgxxgaqt+8e/t2akTAwJEXb993Hc34hWDFaC1EFDuGFnBIC6VSqS3jB8TjGDVeS/WrJRn6MLZrE/WEPTeajQXsKVmmCFi6auqc/uqy12zyrAPreixnklI8Xg2Z2CgL4zq4Ldir7T63JQa15xEKbW4UZL6WSaaTYAcVX5RUTmIaSKu8sCQanA4K0xVPd174mFOqcENw0bQRXLCblH8+aPA5p5Z837gXncqitk2gE48vRFwJ8OTS7fdJ2+vishb3g0Z0mLW3Okje/OdXLibQ72X9KUakO8lOBEQdr7fimo9Cp2fMOgLwUviZvdF1jlYZPw+trzfFaPSm2A3wbcrmuyRLZVWexedw58u4IP6PF7zTGWPN+aXRBTGghRK7EfEaQzt8MiaGNkCM+tQZcu/SX12rSALFal+jLiCIOWC1I5tX4sXQZBKl4V5SScdRUsx6is54z+sG3a8eppYy1mCiZ53zGetqZ68dM3NjrUkEzh/eHLFRWzTXBJ0gFpz00DSNLabh+oiDOj1cLYbW36i29fvHovM8F22EGV2yxi8wOtUxeaNzVGNQo7TXh78SdYYwVj+pFuTgoPJVz4gzQ0/Fl0ln1KbzI/x35R3qaVozI1dbR6uZERmiU8iMuo1Y4fjTlEfFocmPd9NVK9tsFcMhbanPFc49iWAcp6EYGDgmLs3essvGY4crlNJE+uqJY8T4ArZrE0klP972ghc5C7IpApauliOXvzrlLZtoqcBqGC2VP8V91ZCNjYxIXEfEFtxnrFXFapeITEIe2rXMinwOfU/mX31FGsg8sQ5bTmwJSOMGp4OirRYp02TyRIcVPo3Iwo2ribEaXDRtjCKxdnzQYFbP0XecfnReOr6GM8I2gY4nvuwqR3LyelJ7Npyv1tyjxJdwJGSlN//5poIJ9HsZe4G75klyIiDqzhZt/5z42WkpfPR23EYB3aLEDeiKOHk/xs/9qhqXtIbojbffR+2Rlhh5vfhUH2PvRIGIwmF30G3vmGmoS4cSSuxMhKC+/NzH8UtYYwCN+dQJWvq42bScRuXwxbKnWK2zEoJwiedV15hEabhXubbDUYI3eKMH/uIb/pCcOhqL1HAY9ET0/JkHW3JI0dr5+jnnyilPeHPE5hVHBbdjgsVMK0kPTZaPKEWnh6NFy046TzwK08veSZ6LcWsFU7JGb+hM3qQWyVjHZ5DJEDcAflLN7uBwmR6zZ5YhoOPrSre0busD+Pthsq8KzUx+7/gMth2tZkZkiFZhRt1GrHDipUvkPCoOTW68PXlEP8E36xqjLfW54tLhczctgI4YioKBu7Zd/4dmfEKy8fgvjlCRfNJXTxwjxhexXZkoVLKPM8RPK2oXEopAc+TyN0mGCmy8MPwp7quGbGyUhdk5/mOA+4VbScgk5qEGw54rZzWpk5gGIk8SYEkyOAMUR5cn3Xnhk22ycOPY0xw7DC6Klk3KTv78E/Tbd4uTY7GReaNIebJNouOJb8yVvJ5MbYOpttT0KaMw3kjMyjhpZFPBCbxe8n9L6jAkOZE/6s4XnXC2/HV9LZ9urr1WdJJymybVCm9oBYPzURM7Cp4FkwdbDkW8OXHgple0qiLe0gDBHl83AX/g3TGABPnUaQV/js+AxY/q3lU5qFhdZwmCcIkXHlJaXFa/ckXoKpnUY/ZcWaaf5mWHK5pN2E5HNxWt7jpnT3hzxEYJcExwMVOzqaHJ56OQ5GhxDPc2G6fBdAQmTqdkeax16WIa/aEzeZNWJI2Hj7dc2aptMsQJQAKp5nasWtNj9uzJEJx0pFtS1moC/KYcUIXGZv3Jn5UhJCJSOJ7StYocz+Rgfrw9eRRdxYyemBozoxv4l31lQXT8YOCUT0gePEiqEw2JhyeOkSVYGJOgVs/Js7VdmcinnZ6azygCxZDub5YMx2MhLyHFfdWQG5uoDsdT1XwSf0pANDOQ8fkal+ZKYmlt0yAdlqjBWaA4ZnnS3V/4aGRUTdwTg4uijVOYEccGM5bc8FHfjX8MykOi44lvkiuZnuCiXzkshe/TWlLOmfKQ1+5qEgVxL9WP5iZSR5UGRB3q9otO/H7hE1pHtTO8gm15P+g7etRzts7oe0cRooupP9mKjGZ1/xx/mI1opFBi94mI7wOgmDphjmDFf3aiDgVBaYk+w7UOc041e7wtX7FgqLGRyiAIO4ZcOma6tpEdXksbb1kTDGaWKDQ0Ph+FNKvFCk9szXpK3yGWQHisdWjyQMvIcxQJp3d6AQFIxcGPXh7pjVVpjqR1TJPNVK0xaiVKrh02RSdbCZRyOFRHulvuKsbU5lHzXyVHAhg4mUcI02o71uxkPJKMz6NW2S5NtGpjLSHLLnOxeTaQqjirkKzHTGZiJ53ej006D6qqHcGfEWgJndLzRPWpvnKuVNJ0WDIN5poyUs5f+CgiU42Di6SN6nX7qf66hKKdSp2ITpIrmZ7ML8LEY9KIH83FjIkNZMpDDruribGbAebl0KIZ9zbyKGWMjnS9RavuvuPRxrVH9iq66pcP5vAWiafuObjAZHeng8/ZrWZLEvuA3hiASZ4Xgmw7S1FceM7OmY/sencOOLiah+7+Uz6wob2w0BT1MeIS/qbKiXiUQW+k+4D1sXAiq1iwbxkLbbC8IIaSxvfV9iBHCxCXwOZ0vIu2VEDl04ClTOHTj61uIlxKuII/Lqze/yB++LsbcQve1exY7YZavwy9Rftwa8R94slP7BkdmYu9x8lD1aMh2gf01YAe+eWKbZwEuyKP17jTye13ihe+JM/3diYoNIV95D5Uz76GD5wYvVLo/daWwqjoKqZAqKz1E41yxvfX9l7jVgKb8wAO9DWuPcOmVOHTt7+bB5cyruC3nPiiVHEMdboDdvCm4s5WdxT7pKgtGv6rCHzcKfrEk48hPvYn8aENGqF9AB79M2AD/Lxkjd5Djv+FHyPL4Tzd4ggKTQkfub1f2aJ/LnMvI70y6NUOR4Q9rbtlVjFyXLyIs18IlDS+r7b3GrMy2IysDp8302sD+yK/TOHjvY3NhEspV94L/xT/YSsdo91bzsI2FWHU0ti8n2qLhi8gHWvGn3jKJWVfKxdZD4jUPqB/BvTAp6jIfXP0hGChb/BG1Tf0UZEb0Q8KTQkfuS9DJ/P+CdErg97EylaCqMwqRjh8s59glDS+r7b3GrdS2PzuHect9NrAvsgvU/ho8GbCpZQrw3e/8QkZgEb09QLF4xK2qXiquKJMTrVFw8fd5pfke5kyWRjBA/38Rpv2AX01gEHRm86z6N0Z4mebw+RP2W/owxi7Qx0UmqI+clOrLRhRf03xiS3eK4Pe2OJWAqfwKqZAuLGfYJQ0vq+29xq3ktg8PNdrA/siv0zhC4M3Dy4lXZmSX6cB3NSdQIRuKia0/u6o51LUFm0eXy6OL6WHGp/N7uFDh7gD7tNB+4C+GtB7v/HNEvibaI3DEAoyPkSJf3v27QgJTWEfuXfTj5+QW7RS6E13OIZP717hVUy5fbyf7pc0vq+29xq3ktjc1mv7+iK/VOELizcNLmVdGe+oCOT5J505ghW6qejWM3Be0/QWbQYeGG49H17oJUoZbAN8KmW6t1O0D+irAb11j6TXHoWpld+urAwvUC/gGMUfVl8JoO8yaUhoCvvIbcY/tcf6uCnlxmxcrxR6O9sbZ2jvNc0XXcWkafWjvTcxWUM54/tre7JX3Zkpg82358R7r7tjyGaSUqrwAV/+s3lwKeUKvipnZ0sFZqipGuVO7cBdzWyrnL5UbrVFG1mdvLkC13t+vziVG997DJMnZZD0bpruL/bVgN65ZiS/F77faY52LjMDORvVNny7lZO2B2RBoSnqI7d7ci3pBVCcbqv1yqA329xKaBRexSQIw5F3IW8sNOWM76/tvUaqDDbfnHv9Wq/t64/8MoWPD15uJlzKuDLx2Rq9CUkcw935Gz10U4G/2de7Q23Rag/e8aq/g1fcE6youvv+0K/ggnUkMYz++MnroJ8GJBnWzfHLD735waXq+8JXmQvP7eNPUISFprCPHOiP7PljPnBi9Mqgd/7MVsKo8ComQag+s59glDO+v7b3Grcy2FTO+mCvzeuT/DKFj2/S2Ey4lHJl+54lE4HubJYCNxXDJxv9PWioLVoPJA9EDhAYIDBAYIDAAIEBAgMENgaB8xc2Rg/TcondIrLx7nQGW7Tu4DiQMkBggMAAgQECAwQGCPQPgeHlPui+v6c6B1u0nsI7ED5AYIDAAIEBAgMEBghsBALXb4QSrmNykfe73MMt2jMveHmXhQ7EDRAYIDBAYIDAAIEBAgMENhKBqdWN1CZ0fbyXGmsX/N42OGO9r/+SqZf+DWQPEBggMEBggMAAgQECJwYCG/6PQ2o/6SWwlfX1bf8fDpGfQwCZdpAAAAAASUVORK5CYII=\n", + "text/latex": [ + "$$\\left [ \\frac{d}{d t} \\pi_{g}{\\left (t \\right )} = - \\frac{k}{5} \\left(3 \\operatorname{J_{3}}{\\left (t \\right )} Kf_{2} - 2 \\operatorname{q_{g}}{\\left (t \\right )}\\right) + \\frac{8 k}{15} \\sigma{\\left (t \\right )} - \\operatorname{opacity}{\\left (t \\right )} \\pi_{g}{\\left (t \\right )} + \\operatorname{opacity}{\\left (t \\right )} \\operatorname{polter}{\\left (t \\right )}, \\quad \\frac{d}{d t} \\pi_{r}{\\left (t \\right )} = - \\frac{k}{5} \\left(3 \\operatorname{G_{3}}{\\left (t \\right )} Kf_{2} - 2 \\operatorname{q_{r}}{\\left (t \\right )}\\right) + \\frac{8 k}{15} \\sigma{\\left (t \\right )}, \\quad \\frac{d}{d t} \\operatorname{E_{2}}{\\left (t \\right )} = - \\frac{k Kf_{2}}{3} \\operatorname{E_{3}}{\\left (t \\right )} - \\operatorname{E_{2}}{\\left (t \\right )} \\operatorname{opacity}{\\left (t \\right )} + \\operatorname{opacity}{\\left (t \\right )} \\operatorname{polter}{\\left (t \\right )}, \\quad \\frac{d}{d t} \\operatorname{J_{3}}{\\left (t \\right )} = - \\frac{k}{7} \\left(4 \\operatorname{J_{4}}{\\left (t \\right )} Kf_{3} - 3 \\pi_{g}{\\left (t \\right )}\\right) - \\operatorname{J_{3}}{\\left (t \\right )} \\operatorname{opacity}{\\left (t \\right )}, \\quad \\frac{d}{d t} \\operatorname{G_{3}}{\\left (t \\right )} = - \\frac{k}{7} \\left(4 \\operatorname{G_{4}}{\\left (t \\right )} Kf_{3} - 3 \\pi_{r}{\\left (t \\right )}\\right), \\quad \\frac{d}{d t} \\operatorname{E_{3}}{\\left (t \\right )} = - \\frac{k}{7} \\left(- 3 \\operatorname{E_{2}}{\\left (t \\right )} + 3 \\operatorname{E_{4}}{\\left (t \\right )} Kf_{3}\\right) - \\operatorname{E_{3}}{\\left (t \\right )} \\operatorname{opacity}{\\left (t \\right )}, \\quad \\frac{d}{d t} \\operatorname{J_{4}}{\\left (t \\right )} = - \\frac{k}{9} \\left(- 4 \\operatorname{J_{3}}{\\left (t \\right )} + 5 \\operatorname{J_{5}}{\\left (t \\right )} Kf_{4}\\right) - \\operatorname{J_{4}}{\\left (t \\right )} \\operatorname{opacity}{\\left (t \\right )}, \\quad \\frac{d}{d t} \\operatorname{G_{4}}{\\left (t \\right )} = - \\frac{k}{9} \\left(- 4 \\operatorname{G_{3}}{\\left (t \\right )} + 5 \\operatorname{G_{5}}{\\left (t \\right )} Kf_{4}\\right), \\quad \\frac{d}{d t} \\operatorname{E_{4}}{\\left (t \\right )} = - \\frac{k}{9} \\left(- 4 \\operatorname{E_{3}}{\\left (t \\right )} + \\frac{21 Kf_{4}}{5} \\operatorname{E_{5}}{\\left (t \\right )}\\right) - \\operatorname{E_{4}}{\\left (t \\right )} \\operatorname{opacity}{\\left (t \\right )}\\right ]$$" + ], + "text/plain": [ + "⎡ \n", + "⎢ \n", + "⎢d k⋅(3⋅J₃(t)⋅Kf[2] - 2⋅q_g(t)) 8⋅k⋅σ(t) \n", + "⎢──(π_g(t)) = - ──────────────────────────── + ──────── - opacity(t)⋅π_g(t) + \n", + "⎣dt 5 15 \n", + "\n", + " \n", + " \n", + " d k⋅(3⋅G₃(t)⋅Kf[2] - 2⋅qᵣ(t)) 8⋅k⋅σ(t) d \n", + "opacity(t)⋅polter(t), ──(πᵣ(t)) = - ─────────────────────────── + ────────, ──\n", + " dt 5 15 dt\n", + "\n", + " \n", + " \n", + " k⋅E₃(t)⋅Kf[2] d \n", + "(E₂(t)) = - ───────────── - E₂(t)⋅opacity(t) + opacity(t)⋅polter(t), ──(J₃(t))\n", + " 3 dt \n", + "\n", + " \n", + " \n", + " k⋅(4⋅J₄(t)⋅Kf[3] - 3⋅π_g(t)) d -k⋅(4⋅G₄(t)⋅\n", + " = - ──────────────────────────── - J₃(t)⋅opacity(t), ──(G₃(t)) = ────────────\n", + " 7 dt \n", + "\n", + " \n", + " \n", + "Kf[3] - 3⋅πᵣ(t)) d k⋅(-3⋅E₂(t) + 3⋅E₄(t)⋅Kf[3]) \n", + "─────────────────, ──(E₃(t)) = - ──────────────────────────── - E₃(t)⋅opacity(\n", + " 7 dt 7 \n", + "\n", + " \n", + " \n", + " d k⋅(-4⋅J₃(t) + 5⋅J₅(t)⋅Kf[4]) d \n", + "t), ──(J₄(t)) = - ──────────────────────────── - J₄(t)⋅opacity(t), ──(G₄(t)) =\n", + " dt 9 dt \n", + "\n", + " ⎛ 21⋅E₅(t)⋅Kf[4]⎞ \n", + " k⋅⎜-4⋅E₃(t) + ──────────────⎟ \n", + " -k⋅(-4⋅G₃(t) + 5⋅G₅(t)⋅Kf[4]) d ⎝ 5 ⎠ \n", + " ──────────────────────────────, ──(E₄(t)) = - ───────────────────────────── -\n", + " 9 dt 9 \n", + "\n", + " ⎤\n", + " ⎥\n", + " ⎥\n", + " E₄(t)⋅opacity(t)⎥\n", + " ⎦" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#First few equations in Boltzmann hierarchies for L>=2 (J photon, G neutrino)\n", + "display('hierarchies',hierarchies)" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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rgDjAOjElD2jd4k6kEAe8TpylgbmcaEP+PGzKNF2vdMKnMA5hRRjIU48RoHDNcISHOHoBui2BrWoMWceFSWdvYEpEX1b2kTruTTRCYUU0qIIaglq4ZjhCoWw1iTjQ95FaJWiO5zjQ95GaY0+8Zif1fZGSZXnMf+J0bTIIK1rWHaviAIbtD5RwRKB6cOXePOFHBXOKwai2avkfJ2dvYLJr9uXJeOilbngS3X1hRXS4hXyyjIMztj9QwhGB6oGV629cOElz9/w9ENRepfjHyfd8YNqz/f9a77Me+C8lhn3pmjQe2QAAAABJRU5ErkJggg==\n", + "text/latex": [ + "$$- \\frac{k}{50} \\left(3 \\operatorname{J_{3}}{\\left (t \\right )} Kf_{2} - 2 \\operatorname{q_{g}}{\\left (t \\right )}\\right) - \\frac{k Kf_{2}}{5} \\operatorname{E_{3}}{\\left (t \\right )} + \\frac{4 k}{75} \\sigma{\\left (t \\right )} - \\frac{3}{5} \\operatorname{E_{2}}{\\left (t \\right )} \\operatorname{opacity}{\\left (t \\right )} - \\frac{1}{10} \\operatorname{opacity}{\\left (t \\right )} \\pi_{g}{\\left (t \\right )} + \\frac{7}{10} \\operatorname{opacity}{\\left (t \\right )} \\operatorname{polter}{\\left (t \\right )}$$" + ], + "text/plain": [ + " k⋅(3⋅J₃(t)⋅Kf[2] - 2⋅q_g(t)) k⋅E₃(t)⋅Kf[2] 4⋅k⋅σ(t) 3⋅E₂(t)⋅opacity(t)\n", + "- ──────────────────────────── - ───────────── + ──────── - ──────────────────\n", + " 50 5 75 5 \n", + "\n", + " opacity(t)⋅π_g(t) 7⋅opacity(t)⋅polter(t)\n", + " - ───────────────── + ──────────────────────\n", + " 10 10 " + ] + }, + "execution_count": 22, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# polter is the quadrupole source. Need its derivatives for line-of-sight solution.\n", + "polterdot = subs(hierarchies,diff(polter_t,t))\n", + "polterdot" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/latex": [ + "$$\\frac{1}{150 Kf_{1} k} \\left(8 Kf_{1} k^{3} A{\\left (t \\right )} - 8 Kf_{1} k^{2} H{\\left (t \\right )} \\sigma{\\left (t \\right )} + Kf_{1} k \\left(- 3 k \\left(3 \\frac{d}{d t} \\operatorname{J_{3}}{\\left (t \\right )} Kf_{2} - 2 \\frac{d}{d t} \\operatorname{q_{g}}{\\left (t \\right )}\\right) - 30 k \\frac{d}{d t} \\operatorname{E_{3}}{\\left (t \\right )} Kf_{2} - 4 \\kappa \\Pi{\\left (t \\right )} a^{2}{\\left (t \\right )} - 90 \\operatorname{E_{2}}{\\left (t \\right )} \\frac{d}{d t} \\operatorname{opacity}{\\left (t \\right )} - 90 \\operatorname{opacity}{\\left (t \\right )} \\frac{d}{d t} \\operatorname{E_{2}}{\\left (t \\right )} - 15 \\operatorname{opacity}{\\left (t \\right )} \\frac{d}{d t} \\pi_{g}{\\left (t \\right )} + 105 \\operatorname{opacity}{\\left (t \\right )} \\frac{d}{d t} \\operatorname{polter}{\\left (t \\right )} - 15 \\pi_{g}{\\left (t \\right )} \\frac{d}{d t} \\operatorname{opacity}{\\left (t \\right )} + 105 \\operatorname{polter}{\\left (t \\right )} \\frac{d}{d t} \\operatorname{opacity}{\\left (t \\right )}\\right) - 4 \\kappa \\left(Kf_{1} k \\Pi{\\left (t \\right )} + k \\delta{\\left (t \\right )} + 3 H{\\left (t \\right )} q{\\left (t \\right )}\\right) a^{2}{\\left (t \\right )}\\right)$$" + ], + "text/plain": [ + " 3 2 ⎛ ⎛ d d \n", + "8⋅Kf₁⋅k ⋅A(t) - 8⋅Kf₁⋅k ⋅H(t)⋅σ(t) + Kf₁⋅k⋅⎜- 3⋅k⋅⎜3⋅──(J₃(t))⋅Kf[2] - 2⋅──(q_\n", + " ⎝ ⎝ dt dt \n", + "──────────────────────────────────────────────────────────────────────────────\n", + " \n", + "\n", + " ⎞ d 2 d \n", + "g(t))⎟ - 30⋅k⋅──(E₃(t))⋅Kf[2] - 4⋅κ⋅Π(t)⋅a (t) - 90⋅E₂(t)⋅──(opacity(t)) - 90⋅\n", + " ⎠ dt dt \n", + "──────────────────────────────────────────────────────────────────────────────\n", + " \n", + "\n", + " d d d \n", + "opacity(t)⋅──(E₂(t)) - 15⋅opacity(t)⋅──(π_g(t)) + 105⋅opacity(t)⋅──(polter(t))\n", + " dt dt dt \n", + "──────────────────────────────────────────────────────────────────────────────\n", + " 150⋅Kf₁⋅k \n", + "\n", + " d d ⎞ \n", + " - 15⋅π_g(t)⋅──(opacity(t)) + 105⋅polter(t)⋅──(opacity(t))⎟ - 4⋅κ⋅(Kf₁⋅k⋅Π(t) \n", + " dt dt ⎠ \n", + "──────────────────────────────────────────────────────────────────────────────\n", + " \n", + "\n", + " 2 \n", + "+ k⋅δ(t) + 3⋅H(t)⋅q(t))⋅a (t)\n", + " \n", + "─────────────────────────────\n", + " " + ] + }, + "execution_count": 23, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "polterddot = subs(phi_sub,diff(polterdot,t).subs(diff(sigma,t),dsigma).simplify()).simplify()\n", + "polterddot" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [], + "source": [ + "monopole_source, ISW, doppler, quadrupole_source = get_scalar_temperature_sources()" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "phidot = (1.0d0/2.0d0)*(-adotoa*dgpi - 2*adotoa*k**2*phi + dgq*k &\n", + " -diff_rhopi + k*sigma*(gpres + grho))/k**2\n", + "sigmadot = -adotoa*sigma - 1.0d0/2.0d0*dgpi/k + k*phi\n", + "polterdot = (1.0d0/10.0d0)*pigdot + (3.0d0/5.0d0)*Edot(2)\n", + "polterddot = -2.0d0/25.0d0*adotoa*dgq/(k*Kf(1)) - &\n", + " 4.0d0/75.0d0*adotoa*k*sigma - 4.0d0/75.0d0*dgpi - &\n", + " 2.0d0/75.0d0*dgrho/Kf(1) + dopacity*(-1.0d0/10.0d0*pig + &\n", + " (7.0d0/10.0d0)*polter - 3.0d0/5.0d0*E(2)) &\n", + " -3.0d0/50.0d0*k*octgdot*Kf(2) + (1.0d0/25.0d0)*k*qgdot - &\n", + " 1.0d0/5.0d0*k*Edot(3)*Kf(2) + opacity*(-1.0d0/10.0d0*pigdot + &\n", + " (7.0d0/10.0d0)*polterdot - 3.0d0/5.0d0*Edot(2))\n", + "ISW = 2*exptau*phidot\n", + "monopole_source = (1.0d0/4.0d0)*visibility*(-4*etak + k*(clxg + &\n", + " 8*phi)*Kf(1))/(k*Kf(1))\n", + "doppler = (dvisibility*(sigma + vb) + visibility*(sigmadot + vbdot))/k\n", + "quadrupole_source = (5.0d0/8.0d0)*(3*ddvisibility*polter + &\n", + " 6*dvisibility*polterdot + visibility*(k**2*polter + &\n", + " 3*polterddot))/k**2\n" + ] + } + ], + "source": [ + "#These are definitions used in CAMB to get the various sources for the temperature\n", + "print(camb_fortran(dphi, 'phidot'))\n", + "print(camb_fortran(dsigma, 'sigmadot'))\n", + "print(camb_fortran(diff(polter_t,t), 'polterdot'))\n", + "print(camb_fortran(polterddot, 'polterddot'))\n", + "print(camb_fortran(2*diff(phi,t)*exptau,'ISW'))\n", + "print(camb_fortran(monopole_source, 'monopole_source'))\n", + "print(camb_fortran(doppler, 'doppler'))\n", + "print(camb_fortran(quadrupole_source, 'quadrupole_source'))\n" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [], + "source": [ + "#internal_consistency_checks()" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": {}, + "outputs": [], + "source": [ + "pars = camb.set_params(H0=67.5, ombh2=0.022, omch2=0.122, As=2e-9, ns=0.95, tau=0.055)\n", + "from matplotlib import rcParams\n", + "rcParams.update( {'axes.labelsize': 14,\n", + " 'font.size': 14,\n", + " 'legend.fontsize': 14,\n", + " 'xtick.labelsize': 13,\n", + " 'ytick.labelsize': 13})\n", + "cl_label= r'$\\ell(\\ell+1)C_\\ell/2\\pi\\quad [\\mu {\\rm K}^2]$'" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'Temperature monopole source in general'" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": 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+ "text/latex": [ + "$$\\left(\\frac{1}{4} \\Delta_{g}{\\left (t \\right )} + 2 \\phi{\\left (t \\right )} + \\frac{\\eta{\\left (t \\right )}}{2 Kf_{1}}\\right) \\operatorname{visibility}{\\left (t \\right )}$$" + ], + "text/plain": [ + "⎛Δ_g(t) η(t)⎞ \n", + "⎜────── + 2⋅φ(t) + ─────⎟⋅visibility(t)\n", + "⎝ 4 2⋅Kf₁⎠ " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": [ + "'Temperature monopole source in Newtonian gauge'" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": 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+ "text/latex": [ + "$$\\frac{1}{4} \\left(\\Delta_{g}{\\left (t \\right )} + 4 \\Psi_{N}{\\left (t \\right )}\\right) \\operatorname{visibility}{\\left (t \\right )}$$" + ], + "text/plain": [ + "(Δ_g(t) + 4⋅Ψ_N(t))⋅visibility(t)\n", + "─────────────────────────────────\n", + " 4 " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "" + ] + }, + "metadata": { + "image/png": { + "height": 399, + "width": 823 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "#Example of plotting the time evolution of Newtonian gauge variables and the monopole sources \n", + "\n", + "data= camb.get_background(pars)\n", + "conformal_times = np.linspace(1, 800, 300)\n", + "ks = [0.01,0.05]\n", + "Delta_g_N = make_frame_invariant(Delta_g, 'Newtonian')\n", + "display('Temperature monopole source in general', monopole_source)\n", + "display('Temperature monopole source in Newtonian gauge', newtonian_gauge(monopole_source))\n", + "\n", + "ev = data.get_time_evolution(ks, conformal_times, ['delta_photon', Delta_g_N, Psi_N, monopole_source, ISW])\n", + "_, axs= plt.subplots(1,2, figsize=(14,6))\n", + "for i, ax in enumerate(axs):\n", + " ax.plot(conformal_times,ev[i,:, 0])\n", + " ax.plot(conformal_times,ev[i,:, 1])\n", + " ax.plot(conformal_times,ev[i,:, 2])\n", + "\n", + " ax.plot(conformal_times,ev[i,:, 3]*1000)\n", + " ax.plot(conformal_times,ev[i,:, 4]*1000)\n", + "\n", + " ax.set_title('$k= %s$'%ks[i])\n", + " ax.set_xlabel(r'$\\eta/\\rm{Mpc}$');\n", + " ax.set_xlim(conformal_times[0], conformal_times[-1]);\n", + "plt.legend([r'$\\Delta_\\gamma (CDM)$', r'$\\Delta_\\gamma (Newtonian)$',r'$\\Psi_N$',\n", + " r'Monopole (x1000)', r'ISW (x1000)']);" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "metadata": {}, + "outputs": [], + "source": [ + "# You can also calculate power spectra for custom source functions.\n", + "# For example, let's split up the standard temperature result into the various sub-terms,\n", + "# and see how they contribute to the total \n", + "\n", + "early_ISW = sympy.Piecewise( (ISW, 1/a-1> 30),(0, True)) #redshift > 30\n", + "late_ISW = ISW - early_ISW\n", + "\n", + "names = ['mon','ISW','eISW','LISW','dop', 'Q']\n", + "pars.set_custom_scalar_sources([monopole_source, ISW,early_ISW, late_ISW,doppler,quadrupole_source], \n", + " source_names =names)\n", + "\n", + "data= camb.get_results(pars)\n", + "dic = data.get_cmb_unlensed_scalar_array_dict(CMB_unit='muK')\n" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "" + ] + }, + "metadata": { + "image/png": { + "height": 327, + "width": 524 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "ls =np.arange(dic['TxT'].shape[0])\n", + "plt.figure(figsize=(8,5))\n", + "plt.semilogx(ls,dic['monxmon'], color='C0')\n", + "plt.semilogx(ls,dic['LISWxLISW'], color='C1')\n", + "plt.semilogx(ls,dic['eISWxeISW'], ls='--', color='C1')\n", + "plt.semilogx(ls,dic['dopxdop'],color='C2')\n", + "plt.semilogx(ls,dic['QxQ'], color='C3')\n", + "plt.semilogx(ls,dic['TxT'], lw=2, color='k')\n", + "plt.xlabel('$\\ell$')\n", + "plt.ylabel(cl_label)\n", + "plt.xlim(2, ls[-1])\n", + "plt.legend(['Monopole','Late ISW','Early ISW','Doppler','Quadrupole', 'Total'], loc = 'upper left');" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "" + ] + }, + "metadata": { + "image/png": { + "height": 327, + "width": 535 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "# The monopole sources can also be decomposed in various different ways, \n", + "# e.g. in terms of comoving-frame quantities: \n", + "\n", + "# a comoving photon density term (important on sub-horizon scales),\n", + "dg = make_frame_invariant(Delta_g/4*visibility, frame='comoving') \n", + "\n", + "# plus a sum of potential and comoving curvature terms, and ISW\n", + "rest=make_frame_invariant(monopole_source - dg, frame=q) +ISW\n", + "\n", + "names = ['dg','rest','mon']\n", + "pars.set_custom_scalar_sources([dg, rest, monopole_source+ISW], source_names =names)\n", + "data= camb.get_results(pars)\n", + "mondic = data.get_cmb_unlensed_scalar_array_dict(CMB_unit='muK')\n", + "\n", + "ls =np.arange(dic['TxT'].shape[0])\n", + "\n", + "plt.figure(figsize=(8,5))\n", + "plt.semilogx(ls,mondic['dgxdg'])\n", + "plt.semilogx(ls,mondic['restxrest'], color='r')\n", + "plt.semilogx(ls,mondic['restxdg'], color='m')\n", + "plt.semilogx(ls,mondic['monxmon'], color='k', lw=2)\n", + "plt.xlabel('$\\ell$')\n", + "plt.ylabel(cl_label)\n", + "plt.axhline(0)\n", + "\n", + "plt.xlim(2, ls[-1])\n", + "plt.legend([r'$\\bar{\\Delta}_\\gamma$',r'$2\\phi+\\bar{\\eta}/2 + {\\rm ISW}$',\n", + " 'Cross term', 'Monopole total']);" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We now demonstrate how to calculate non-standard sources, e.g. as needed to \n", + "calculate corrections to the standard lensing result from emission angle and\n", + "time delay effects (see [arXiv:1706.02673](http://arxiv.org/abs/arXiv:1706.02673), as now implemeted in camb in the camb.emission_angle module)." + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "metadata": {}, + "outputs": [], + "source": [ + "#Various sources for emission angle and time delay, from recombination and reionization\n", + "\n", + "chi = tau0-t #assume flat\n", + "\n", + "emission_sources = {\n", + " 'vperp' : -(sigma+v_b)*visibility/k/chi,\n", + " 'emit' : 15*diff(polter*visibility,t)/8/k**2/chi,\n", + " 'delay' : 15*diff(polter*visibility,t)/8/k**2/chi**2 *(tau0 - tau_maxvis),\n", + " 'E' : scalar_E_source}\n", + "\n", + "sources ={}\n", + "for key, source in list(emission_sources.items()):\n", + " sources[key+'1'] = sympy.Piecewise((source,1/a-1>30),(0, True)) #recombination\n", + " sources[key+'2'] = sympy.Piecewise((source,1/a-1<=30),(0, True)) #reionization \n", + " \n", + "pars.set_custom_scalar_sources(sources, source_ell_scales={'E1':2,'E2':2})\n", + "data= camb.get_results(pars)\n", + "dic = data.get_cmb_unlensed_scalar_array_dict(CMB_unit='muK')" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "" + ] + }, + "metadata": { + "image/png": { + "height": 272, + "width": 410 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "#Plot polariazation potentials\n", + "\n", + "ls = np.arange(dic['ExE'].shape[0])\n", + "lfac = np.sqrt(ls*(ls+1))\n", + "plt.loglog(dic['ExE'])\n", + "plt.loglog(dic['emit1xemit1']*ls**2)\n", + "plt.loglog(dic['emit1xE1']*ls, color='C2')\n", + "plt.loglog(-dic['emit1xE1']*ls,ls ='--',color='C2')\n", + "\n", + "plt.xlim(2,2000)\n", + "plt.ylim([1e-5,80])\n", + "plt.legend(['$C_\\ell^E$',r'$\\ell^2 C_\\ell^{\\psi_\\zeta}$',r'$\\ell C_\\ell^{E\\psi_\\zeta}$'],\n", + " loc='upper left', frameon=False)\n", + "plt.xlabel(r'$\\ell$')\n", + "plt.ylabel(cl_label);" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "" + ] + }, + "metadata": { + "image/png": { + "height": 271, + "width": 438 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "#temperature velocity potentials\n", + "\n", + "plt.plot(ls,ls**2*dic['vperp1xvperp1'],color='C0')\n", + "plt.plot(ls,ls*dic['vperp1xT'],color='C1')\n", + "plt.plot(ls,dic['TxT'],color='C2',ls='--')\n", + "#plt.plot(ls,np.exp(-2*0.0581)*lsampvel**2*vel_deltavis_cl_sp(lsampvel)*norm,ls=':',color='C0')\n", + "plt.axhline(0,color='k')\n", + "plt.xlim([0,2000])\n", + "plt.xlabel(r'$\\ell$')\n", + "plt.ylabel(cl_label)\n", + "plt.legend([r'$\\ell^2 C^{\\psi_v}_\\ell$',r'$\\ell C^{T\\psi_v}_\\ell$',r'$C^{T}_\\ell$'],\n", + " frameon=False);" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Wall time: 34.3 s\n", + "Wall time: 1min 12s\n" + ] + } + ], + "source": [ + "#The camb.emission_angle module uses the above to calculate BB from emission angle and time delay\n", + "#e.g. compare BB from lensing, field rotation and emission angle/time delay\n", + "from camb import emission_angle\n", + "from camb import postborn\n", + "%time BB = emission_angle.get_emission_delay_BB(pars, lmax=3500)\n", + "%time Bom=postborn.get_field_rotation_BB(pars, lmax=3500)" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "" + ] + }, + "metadata": { + "image/png": { + "height": 290, + "width": 416 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "ls = np.arange(2001)\n", + "plt.loglog(ls, data.get_lensed_scalar_cls(2000, CMB_unit = 'muK')[:,2])\n", + "plt.loglog(ls,Bom(ls))\n", + "plt.loglog(ls,BB(ls))\n", + "plt.xlim([10, 2000])\n", + "plt.ylabel(cl_label)\n", + "plt.xlabel(r'$\\ell$')\n", + "plt.legend([r'$\\kappa\\kappa$', r'$\\omega\\omega$','emission + delay']);\n", + "plt.title('BB power spectra');" + ] + } + ], + "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": "3.6.4" + } + }, + "nbformat": 4, + "nbformat_minor": 1 +} diff --git a/pycamb/docs/index.html b/docs/index.html similarity index 100% rename from pycamb/docs/index.html rename to docs/index.html diff --git a/pycamb/docs/source/bbn.rst b/docs/source/bbn.rst similarity index 100% rename from pycamb/docs/source/bbn.rst rename to docs/source/bbn.rst diff --git a/docs/source/camb.rst b/docs/source/camb.rst new file mode 100644 index 00000000..9e386f6c --- /dev/null +++ b/docs/source/camb.rst @@ -0,0 +1,6 @@ +camb +================================== + + +.. automodule:: camb + :members: get_results, get_background, get_transfer_functions, set_params, read_ini, get_matter_power_interpolator, get_age, get_zre_from_tau, set_feedback_level, run_ini diff --git a/pycamb/docs/source/conf.py b/docs/source/conf.py similarity index 93% rename from pycamb/docs/source/conf.py rename to docs/source/conf.py index 46abfd09..dd0a06a9 100644 --- a/pycamb/docs/source/conf.py +++ b/docs/source/conf.py @@ -23,6 +23,20 @@ # -- General configuration ------------------------------------------------ +nitpicky = True + +#Prevent spurious errors for every field ivar (not sure why..) +def on_missing_reference(app, env, node, contnode): + if node['reftype'] == 'obj': + return contnode + else: + return None + + +def setup(app): + app.connect('missing-reference', on_missing_reference) + + # If your documentation needs a minimal Sphinx version, state it here. needs_sphinx = '1.3' @@ -34,9 +48,10 @@ 'sphinx.ext.mathjax' ] -intersphinx_mapping = {'python': ('http://docs.python.org/2', None), - 'numpy': ('http://docs.scipy.org/doc/numpy/', None), - 'matplotlib': ('http://matplotlib.sourceforge.net/', None)} +intersphinx_mapping = {'python': ('https://docs.python.org/2', None), + 'numpy': ('https://docs.scipy.org/doc/numpy/', None), + 'scipy': ('https://docs.scipy.org/doc/scipy/reference/', None), + 'matplotlib': ('https://matplotlib.org/', None)} plot_formats = [('png', 80)] plot_html_show_formats = False diff --git a/pycamb/docs/source/correlations.rst b/docs/source/correlations.rst similarity index 100% rename from pycamb/docs/source/correlations.rst rename to docs/source/correlations.rst diff --git a/pycamb/docs/source/dark_energy.rst b/docs/source/dark_energy.rst similarity index 100% rename from pycamb/docs/source/dark_energy.rst rename to docs/source/dark_energy.rst diff --git a/pycamb/docs/source/emission_angle.rst b/docs/source/emission_angle.rst similarity index 100% rename from pycamb/docs/source/emission_angle.rst rename to docs/source/emission_angle.rst diff --git a/docs/source/index.rst b/docs/source/index.rst new file mode 100644 index 00000000..fa2f85e6 --- /dev/null +++ b/docs/source/index.rst @@ -0,0 +1,63 @@ +CAMB Python +================================== + +CAMB is Code for Anisotropies in the Microwave Background, a cosmology code for calculating CMB, lensing, +galaxy count, dark-age 21cm power spectra, matter power spectra and transfer functions. +There are also general utility function for cosmological calculations. The main code is Python with numerical +calculations implemented efficiently in Python-wrapped modern Fortran. + +See the `CAMB python example notebook `_ for a quick +introductory set of examples of how to use the CAMB Python package. + +To install use "pip install camb", or to install the CAMB python package from source run:: + + python setup.py install --user + +If you want to work on the code, you can also just build in place without installation using:: + + python setup.py build + +In addition to building the library for the camb python package, this will allow you to use +camb.py to run CAMB from the command line (taking parameters from a .ini file). + +You will need gfortran 6 or higher installed to compile. Binary files for Windows are also provided, so these are used instead if no +gfortran installation is found on Windows machines. If you have gfortran installed, "python setup.py build" will work on +all systems (including Windows without directly using a Makefile). + +After installation the camb python module can be loaded from your scripts using "import camb". +You can also run CAMB from the command line reading parameters from a .ini file, e.g.:: + + camb inifiles/planck_2018.ini + +or from the source package root directory (after build but without installation):: + + python camb.py inifiles/planck_2018.ini + +Main high-level modules: + +.. toctree:: + :maxdepth: 2 + + camb + model + results + symbolic + +Other modules: + +.. toctree:: + :maxdepth: 1 + + bbn + dark_energy + initialpower + nonlinear + reionization + recombination + sources + correlations + postborn + emission_angle + +* :ref:`genindex` + diff --git a/pycamb/docs/source/initialpower.rst b/docs/source/initialpower.rst similarity index 100% rename from pycamb/docs/source/initialpower.rst rename to docs/source/initialpower.rst diff --git a/pycamb/docs/source/model.rst b/docs/source/model.rst similarity index 100% rename from pycamb/docs/source/model.rst rename to docs/source/model.rst diff --git a/pycamb/docs/source/nonlinear.rst b/docs/source/nonlinear.rst similarity index 100% rename from pycamb/docs/source/nonlinear.rst rename to docs/source/nonlinear.rst diff --git a/pycamb/docs/source/postborn.rst b/docs/source/postborn.rst similarity index 100% rename from pycamb/docs/source/postborn.rst rename to docs/source/postborn.rst diff --git a/pycamb/docs/source/recombination.rst b/docs/source/recombination.rst similarity index 100% rename from pycamb/docs/source/recombination.rst rename to docs/source/recombination.rst diff --git a/pycamb/docs/source/reionization.rst b/docs/source/reionization.rst similarity index 100% rename from pycamb/docs/source/reionization.rst rename to docs/source/reionization.rst diff --git a/docs/source/results.rst b/docs/source/results.rst new file mode 100644 index 00000000..97194ab7 --- /dev/null +++ b/docs/source/results.rst @@ -0,0 +1,16 @@ +camb.results +================================== + +.. autoclass:: camb.results.CAMBdata + :members: + :inherited-members: + + +.. autoclass:: camb.results.MatterTransferData + :members: + :inherited-members: + +.. autoclass:: camb.results.ClTransferData + :members: + + diff --git a/pycamb/docs/source/sources.rst b/docs/source/sources.rst similarity index 100% rename from pycamb/docs/source/sources.rst rename to docs/source/sources.rst diff --git a/pycamb/docs/source/symbolic.rst b/docs/source/symbolic.rst similarity index 100% rename from pycamb/docs/source/symbolic.rst rename to docs/source/symbolic.rst diff --git a/DarkAge21cm.f90 b/fortran/DarkAge21cm.f90 similarity index 100% rename from DarkAge21cm.f90 rename to fortran/DarkAge21cm.f90 diff --git a/DarkEnergyFluid.f90 b/fortran/DarkEnergyFluid.f90 similarity index 100% rename from DarkEnergyFluid.f90 rename to fortran/DarkEnergyFluid.f90 diff --git a/DarkEnergyInterface.f90 b/fortran/DarkEnergyInterface.f90 similarity index 100% rename from DarkEnergyInterface.f90 rename to fortran/DarkEnergyInterface.f90 diff --git a/DarkEnergyPPF.f90 b/fortran/DarkEnergyPPF.f90 similarity index 100% rename from DarkEnergyPPF.f90 rename to fortran/DarkEnergyPPF.f90 diff --git a/HighLExtrapTemplate_lenspotentialCls.dat b/fortran/HighLExtrapTemplate_lenspotentialCls.dat similarity index 100% rename from HighLExtrapTemplate_lenspotentialCls.dat rename to fortran/HighLExtrapTemplate_lenspotentialCls.dat diff --git a/InitialPower.f90 b/fortran/InitialPower.f90 similarity index 99% rename from InitialPower.f90 rename to fortran/InitialPower.f90 index 38ac8140..d3881d5b 100644 --- a/InitialPower.f90 +++ b/fortran/InitialPower.f90 @@ -212,6 +212,9 @@ subroutine TInitialPowerLaw_ReadParams(this, Ini) else this%r = Ini%Read_Double(CompatKey(Ini,'initial_ratio')) end if + else + this%r =0 + this%At=0 end if call Ini%Read(CompatKey(Ini,'scalar_amp'),this%As) diff --git a/Makefile b/fortran/Makefile similarity index 97% rename from Makefile rename to fortran/Makefile index f260096a..74831b4d 100644 --- a/Makefile +++ b/fortran/Makefile @@ -6,14 +6,14 @@ FISHER= #Set FORUTILSPATH to the path where the libforutils.a file can be found. #The OUTPUT_DIR will be appended. -ifneq "$(wildcard ./forutils)" "" -FORUTILSPATH ?= $(shell pwd)/forutils -else ifneq "$(wildcard ../forutils)" "" FORUTILSPATH ?= $(shell pwd)/../forutils else ifneq "$(wildcard ../../forutils)" "" FORUTILSPATH ?= $(shell pwd)/../../forutils +else +ifneq "$(wildcard ../../../forutils)" "" +FORUTILSPATH ?= $(shell pwd)/../../../forutils endif endif endif diff --git a/Makefile_main b/fortran/Makefile_main similarity index 95% rename from Makefile_main rename to fortran/Makefile_main index c4d1db5f..e4083283 100644 --- a/Makefile_main +++ b/fortran/Makefile_main @@ -4,7 +4,7 @@ POWERSPECTRUM_FILES ?= InitialPower REIONIZATION_FILES ?= reionization RECOMBINATION_FILES ?= recfast -NONLINEAR_FILES ?= halofit_ppf SecondOrderPK +NONLINEAR_FILES ?= halofit SecondOrderPK DARKENERGY_FILES ?= DarkEnergyFluid DarkEnergyPPF BISPECTRUM ?= SeparableBispectrum @@ -21,7 +21,7 @@ Release: DLL_DIR = Releaselib Debug: DLL_DIR = Debuglib OUTPUT_DIR ?= Release -PYCAMB_OUTPUT_DIR ?= pycamb/camb +PYCAMB_OUTPUT_DIR ?= camb DLL_DIR ?= Releaselib @@ -59,7 +59,7 @@ ifneq (,$(findstring cosmorec,$(RECOMBINATION_FILES))) camb: libCosmoRec.a libcambso: libCosmoRec.a FFLAGS += -DCOSMOREC -COSMOREC_PATH ?=../CosmoRec/ +COSMOREC_PATH ?=../../CosmoRec/ GSL_LINK ?=-lgsl -lgslcblas F90CRLINK += -L$(COSMOREC_PATH) -lCosmoRec $(GSL_LINK) -lstdc++ endif @@ -67,7 +67,7 @@ endif ifneq (,$(findstring hyrec,$(RECOMBINATION_FILES))) FFLAGS += -DHYREC -HYREC_PATH ?= ../HyRec/ +HYREC_PATH ?= ../../HyRec/ F90CRLINK += -L$(HYREC_PATH) -lhyrec camb: libhyrec.a libcambso: libhyrec.a @@ -128,11 +128,11 @@ libforutils: clean: -rm -f *.o *.a *.d core *.mod *.optrpt *.d - -rm -rf Release* Debug* + -rm -rf Release* Debug* WinDLL* delete: rm -f camb - rm -f pycamb/camb/*.so + rm -f ../camb/*.so ## CosmoRec make parts cleanCR: diff --git a/MathUtils.f90 b/fortran/MathUtils.f90 similarity index 100% rename from MathUtils.f90 rename to fortran/MathUtils.f90 diff --git a/SecondOrderPK.f90 b/fortran/SecondOrderPK.f90 similarity index 100% rename from SecondOrderPK.f90 rename to fortran/SecondOrderPK.f90 diff --git a/SeparableBispectrum.f90 b/fortran/SeparableBispectrum.f90 similarity index 100% rename from SeparableBispectrum.f90 rename to fortran/SeparableBispectrum.f90 diff --git a/SourceWindows.f90 b/fortran/SourceWindows.f90 similarity index 100% rename from SourceWindows.f90 rename to fortran/SourceWindows.f90 diff --git a/VisualStudio/CAMB.sln b/fortran/VisualStudio/CAMB.sln similarity index 97% rename from VisualStudio/CAMB.sln rename to fortran/VisualStudio/CAMB.sln index f6951fdf..46650e2e 100644 --- a/VisualStudio/CAMB.sln +++ b/fortran/VisualStudio/CAMB.sln @@ -20,7 +20,7 @@ Project("{6989167D-11E4-40FE-8C1A-2192A86A7E90}") = "CAMBdll", "CAMBdll\CAMBdll. {C7D790F6-3574-43A1-A5E1-1E6FC5478F95} = {C7D790F6-3574-43A1-A5E1-1E6FC5478F95} EndProjectSection EndProject -Project("{6989167D-11E4-40FE-8C1A-2192A86A7E90}") = "ForUtils", "..\forutils\ForUtils.vfproj", "{F7C12681-233A-4C5A-9639-1EF3573BCE64}" +Project("{6989167D-11E4-40FE-8C1A-2192A86A7E90}") = "ForUtils", "..\..\forutils\ForUtils.vfproj", "{F7C12681-233A-4C5A-9639-1EF3573BCE64}" EndProject Global GlobalSection(SolutionConfigurationPlatforms) = preSolution diff --git a/VisualStudio/CAMBLib.vfproj b/fortran/VisualStudio/CAMBLib.vfproj similarity index 98% rename from VisualStudio/CAMBLib.vfproj rename to fortran/VisualStudio/CAMBLib.vfproj index 717c90ea..3be98757 100644 --- a/VisualStudio/CAMBLib.vfproj +++ b/fortran/VisualStudio/CAMBLib.vfproj @@ -37,7 +37,7 @@ - + diff --git a/VisualStudio/CAMB_devel.vfproj b/fortran/VisualStudio/CAMB_devel.vfproj similarity index 100% rename from VisualStudio/CAMB_devel.vfproj rename to fortran/VisualStudio/CAMB_devel.vfproj diff --git a/VisualStudio/CAMBdll.vfproj b/fortran/VisualStudio/CAMBdll.vfproj similarity index 100% rename from VisualStudio/CAMBdll.vfproj rename to fortran/VisualStudio/CAMBdll.vfproj diff --git a/bessels.f90 b/fortran/bessels.f90 similarity index 100% rename from bessels.f90 rename to fortran/bessels.f90 diff --git a/camb.cbp b/fortran/camb.cbp similarity index 100% rename from camb.cbp rename to fortran/camb.cbp diff --git a/inidriver.f90 b/fortran/camb.f90 similarity index 56% rename from inidriver.f90 rename to fortran/camb.f90 index 961c6912..a1641c52 100644 --- a/inidriver.f90 +++ b/fortran/camb.f90 @@ -1,65 +1,265 @@ - ! Code for Anisotropies in the Microwave Background - ! by Antony Lewis (http://cosmologist.info/) and Anthony Challinor - ! See readme.html for documentation. This is a sample driver routine that reads - ! in one set of parameters and produdes the corresponding output. + !Interface module for CAMB. Call CAMB_GetResults to do the work. - program driver - use IniObjects - use CAMB - use Lensing - use constants - use Bispectrum - use CAMBmain - use NonLinear - use DarkEnergyFluid - use DarkEnergyPPF + module CAMB + use Precision use results -#ifdef COSMOREC - use CosmoRec -#endif -#ifdef HYREC - use HyRec -#endif + use GaugeInterface + use InitialPower + use Reionization + use Recombination + use lensing + use DarkEnergyFluid + implicit none + contains + + subroutine CAMB_TransfersToPowers(CData) + use CAMBmain + use lensing + type (CAMBdata) :: CData + + call SetActiveState(CData) + CData%OnlyTransfer = .false. + call CData%CP%InitPower%Init(CData%CP) + if (global_error_flag/=0) return + + if (CData%CP%WantCls) then + call ClTransferToCl(CData) + if (CP%DoLensing .and. global_error_flag==0) call lens_Cls(Cdata) + if (global_error_flag/=0) return + end if + + if (CData%CP%WantTransfer) call Transfer_Get_sigmas(Cdata, Cdata%MT) + + end subroutine CAMB_TransfersToPowers -implicit none + + !Call this routine with a set of parameters to generate the results you want. + subroutine CAMB_GetResults(OutData, Params, error, onlytransfer) + use CAMBmain + use lensing + use Bispectrum + type(CAMBdata) :: OutData + type(CAMBparams) :: Params + integer, optional :: error !Zero if OK + logical, optional :: onlytransfer type(CAMBparams) P + logical :: call_again + + global_error_flag = 0 + call_again = .false. + call OutData%Free() + call SetActiveState(OutData) + OutData%OnlyTransfer = DefaultFalse(onlytransfer) + if (Params%WantCls .and. Params%WantScalars) then + P = Params + P%Max_eta_k=max(min(P%max_l,3000)*2.5_dl,P%Max_eta_k) + P%WantTensors = .false. + P%WantVectors = .false. + if ((P%NonLinear==NonLinear_lens .or. P%NonLinear==NonLinear_both) .and. & + (P%DoLensing .or. State%num_redshiftwindows > 0)) then + P%WantTransfer = .true. + end if + call OutData%SetParams(P) + if (global_error_flag==0) call cmbmain + if (global_error_flag/=0) then + if (present(error)) error =global_error_flag + return + end if + call_again = .true. + end if - character(len=:), allocatable :: numstr, outroot, VectorFileName, & - InputFile, ScalarFileName, TensorFileName, TotalFileName, LensedFileName,& - LensedTotFileName, LensPotentialFileName, ScalarCovFileName, & - version_check, DarkEneryModel, RecombinationModel, S + if (Params%WantCls .and. Params%WantTensors) then + P=Params + P%WantTransfer = .false. + P%Transfer%high_precision = .false. + P%WantScalars = .false. + P%WantVectors = .false. + call OutData%SetParams(P, call_again=call_again) + if (global_error_flag==0) call cmbmain + if (global_error_flag/=0) then + if (present(error)) error =global_error_flag + return + end if + call_again = .true. + end if - integer :: i, num_redshiftwindows + if (Params%WantCls .and. Params%WantVectors) then + P=Params + P%WantTransfer = .false. + P%Transfer%high_precision = .false. + P%WantScalars = .false. + P%WantTensors = .false. + call OutData%SetParams(P, call_again=call_again) + if (global_error_flag==0) call cmbmain + if (global_error_flag/=0) then + if (present(error)) error =global_error_flag + return + end if + call_again = .true. + end if - character(len=Ini_max_string_len), allocatable :: TransferFileNames(:), & - MatterPowerFileNames(:), TransferClFileNames(:) - real(dl) :: output_factor, nmassive + if (Params%WantTransfer .and. .not. (Params%WantCls .and. Params%WantScalars)) then + P=Params + P%WantCls = .false. + P%WantScalars = .false. + P%WantTensors = .false. + P%WantVectors = .false. + call OutData%SetParams(P, call_again=call_again) + if (global_error_flag==0) call cmbmain + if (global_error_flag/=0) then + if (present(error)) error =global_error_flag + return + end if + end if + OutData%CP%WantCls = Params%WantCls + OutData%CP%WantScalars = Params%WantScalars + OutData%CP%WantTensors = Params%WantTensors + OutData%CP%WantVectors = Params%WantVectors + OutData%CP%WantTransfer = Params%WantTransfer + OutData%CP%Accuracy = Params%Accuracy + OutData%CP%Reion%Reionization = Params%Reion%Reionization + OutData%CP%Transfer%high_precision = Params%Transfer%high_precision + OutData%CP%WantDerivedParameters = Params%WantDerivedParameters + + if (.not. OutData%OnlyTransfer .and. Params%WantCls .and. Params%WantScalars) then + if (Params%DoLensing .and. global_error_flag==0) then + call lens_Cls(OutData) + end if -#ifdef WRITE_FITS - character(LEN=Ini_max_string_len) FITSfilename -#endif - type(TIniFile) :: Ini - logical bad - integer status - logical :: DoCounts = .false. - Type(CAMBdata) :: ActiveState - logical PK_WantTransfer + if (do_bispectrum .and. global_error_flag==0) & + call GetBispectrum(OutData,OutData%CLData%CTransScal) + end if - call SetActiveState(ActiveState) - InputFile = '' - if (GetParamCount() /= 0) InputFile = GetParam(1) - if (InputFile == '') error stop 'No parameter input file' + end subroutine CAMB_GetResults + + + !Return real (NOT double precision) arrays of the computed CMB Cls + !Output is l(l+1)C_l/2pi + !If GC_Conventions = .false. use E-B conventions (as the rest of CAMB does) + !Used by WriteFits only + subroutine CAMB_GetCls(State, Cls, lmax,GC_conventions) + Type(CAMBdata) :: State + integer, intent(IN) :: lmax + logical, intent(IN) :: GC_conventions + real, intent(OUT) :: Cls(2:lmax,1:4) + integer l + + Cls = 0 + do l=2, lmax + if (State%CP%WantScalars .and. l<= State%CP%Max_l) then + if (State%CP%DoLensing) then + if (l<=State%CLData%lmax_lensed) & + Cls(l,1:4) = State%CLData%Cl_lensed(l, CT_Temp:CT_Cross) + else + Cls(l,1:2) = State%CLData%Cl_scalar(l, C_Temp:C_E) + Cls(l,4) = State%CLData%Cl_scalar(l, C_Cross) + endif + end if + if (State%CP%WantTensors .and. l <= State%CP%Max_l_tensor) then + Cls(l,1:4) = Cls(l,1:4) + State%CLData%Cl_tensor(l, CT_Temp:CT_Cross) + end if + end do + if (GC_conventions) then + Cls(:,2:3) = Cls(:,2:3)/2 + Cls(:,4) = Cls(:,4)/sqrt(2.0) + end if + + end subroutine CAMB_GetCls + + function CAMB_GetAge(P) + !Return age in gigayears, returns -1 on error + type(CAMBparams), intent(in) :: P + real(dl) CAMB_GetAge + integer error + Type(CAMBdata) :: State + + call State%SetParams(P, error, .false.) + + if (error/=0) then + CAMB_GetAge = -1 + else + CAMB_GetAge = State%DeltaPhysicalTimeGyr(0.0_dl,1.0_dl) + end if + + end function CAMB_GetAge + + subroutine CAMB_SetDefParams(P) + use NonLinear + use Recombination + type(CAMBparams), intent(inout), target :: P + type(CAMBparams) :: emptyP + + P= emptyP !Set default values set in type definitions + P%Nu_mass_numbers=0 + P%Nu_mass_degeneracies=0 + P%Nu_mass_fractions=0 + + allocate(THalofit::P%NonLinearModel) + allocate(TDarkEnergyFluid::P%DarkEnergy) + allocate(TInitialPowerLaw::P%InitPower) + allocate(TRecfast::P%Recomb) + allocate(TTanhReionization::P%Reion) + + end subroutine CAMB_SetDefParams + + logical function CAMB_ReadParamFile(P, InputFile, InpLen, ErrMsg, ErrLen) + Type(CAMBParams) :: P + integer, intent(in) :: ErrLen, InpLen + character(LEN=InpLen), intent(in) :: InputFile + character(LEN=ErrLen), intent(inout) :: ErrMsg + Type(TIniFile) :: Ini + logical bad call Ini%Open(InputFile, bad, .false.) - if (bad) error stop 'Error opening parameter file' + CAMB_ReadParamFile = CAMB_ReadParams(P, Ini, ErrMsg) + call Ini%Close() - Ini%Fail_on_not_found = .false. + end function CAMB_ReadParamFile - outroot = Ini%Read_String('output_root') - if (outroot /= '') outroot = trim(outroot) // '_' + function UpperCase(str) Result (string) + !https://stackoverflow.com/questions/10759375/how-can-i-write-a-to-upper-or-to-lower-function-in-f90 + ! ============================== + ! Changes a string to upper case + ! ============================== + Character(*), Intent(In) :: str + Character(LEN(str)) :: string + + Integer :: ic, i + + Character(26), Parameter :: cap = 'ABCDEFGHIJKLMNOPQRSTUVWXYZ' + Character(26), Parameter :: low = 'abcdefghijklmnopqrstuvwxyz' + + ! Capitalize each letter if it is lowecase + string = str + do i = 1, LEN_TRIM(str) + ic = INDEX(low, str(i:i)) + if (ic > 0) string(i:i) = cap(ic:ic) + end do + + End Function UpperCase - highL_unlensed_cl_template = Ini%Read_String_Default('highL_unlensed_cl_template', highL_unlensed_cl_template) + logical function CAMB_ReadParams(P, Ini, ErrMsg) + use NonLinear + use DarkEnergyFluid + use DarkEnergyPPF + use results +#ifdef COSMOREC + use CosmoRec +#endif +#ifdef HYREC + use HyRec +#endif + class(TIniFile) :: Ini + Type(CAMBParams) :: P + integer num_redshiftwindows + logical PK_WantTransfer + integer i, status + real(dl) nmassive + character(LEN=*), intent(inout) :: ErrMsg + character(LEN=:), allocatable :: NumStr, S, DarkEneryModel, RecombinationModel + logical :: DoCounts + CAMB_ReadParams = .false. call CAMB_SetDefParams(P) P%WantScalars = Ini%Read_Logical('get_scalar_cls') @@ -82,6 +282,7 @@ program driver call Ini%Read('Kmax_Boost', P%Accuracy%KmaxBoost) end if P%Do21cm = Ini%Read_Logical('Do21cm', .false.) + DoCounts = .false. do i=1, num_redshiftwindows allocate(TGaussianSourceWindow::P%SourceWindows(i)%Window) select type (RedWin=>P%SourceWindows(i)%Window) @@ -95,8 +296,8 @@ program driver elseif (S == 'lensing') then RedWin%source_type = window_lensing else - write (*,*) i, 'Error: unknown type of window '//trim(S) - error stop + ErrMsg = 'Error: unknown type of window '//trim(S) + return end if if (RedWin%source_type /= window_21cm) then RedWin%sigma = Ini%Read_Double_Array('redshift_sigma', i) @@ -109,7 +310,7 @@ program driver end if !with 21cm widths are in Mhz, make dimensionless scale factor RedWin%sigma = RedWin%sigma / (f_21cm / 1e6) - write(*,*) i,'delta_z = ', RedWin%sigma * (1 + RedWin%RedShift) ** 2 + if (FeedbackLevel>0) write(*,*) i,'delta_z = ', RedWin%sigma * (1 + RedWin%RedShift) ** 2 end if if (RedWin%source_type == window_counts) then DoCounts = .true. @@ -151,7 +352,6 @@ program driver end if P%OutputNormalization=outNone - output_factor = Ini%Read_Double('CMB_outputscale', 1.d0) P%WantCls= P%WantScalars .or. P%WantTensors .or. P%WantVectors @@ -177,7 +377,10 @@ program driver if (P%DoLensing) lensing_method = Ini%Read_Int('lensing_method', 1) end if if (P%WantVectors) then - if (P%WantScalars .or. P%WantTensors) error stop 'Must generate vector modes on their own' + if (P%WantScalars .or. P%WantTensors) then + ErrMsg = 'Must generate vector modes on their own' + return + end if i = Ini%Read_Int('vector_mode') if (i==0) then vec_sig0 = 1 @@ -186,7 +389,8 @@ program driver Magnetic = -1 vec_sig0 = 0 else - error stop 'vector_mode must be 0 (regular) or 1 (magnetic)' + ErrMsg = 'vector_mode must be 0 (regular) or 1 (magnetic)' + return end if end if end if @@ -198,16 +402,17 @@ program driver endif ! Read initial parameters. - DarkEneryModel = Ini%Read_String_Default('dark_energy_model', 'fluid') + DarkEneryModel = UpperCase(Ini%Read_String_Default('dark_energy_model', 'fluid')) if (allocated(P%DarkEnergy)) deallocate(P%DarkEnergy) - if (DarkEneryModel == 'fluid') then + if (DarkEneryModel == 'FLUID') then allocate (TDarkEnergyFluid::P%DarkEnergy) else if (DarkEneryModel == 'PPF') then allocate (TDarkEnergyPPF::P%DarkEnergy) - else if (DarkEneryModel == 'AxionEffectiveFluid') then + else if (DarkEneryModel == 'AXIONEFFECTIVEFLUID') then allocate (TAxionEffectiveFluid::P%DarkEnergy) else - error stop 'Unknown dark energy model' + ErrMsg = 'Unknown dark energy model: '//trim(DarkEneryModel) + return end if call P%DarkEnergy%ReadParams(Ini) @@ -219,7 +424,8 @@ program driver P%omnuh2 = Ini%Read_Double('omnuh2') P%omk = Ini%Read_Double('omk') else - error stop 'use_physical = F no longer supported. Use ombh2, omch2, omnuh2, omk' + ErrMsg = 'use_physical = F no longer supported. Use ombh2, omch2, omnuh2, omk' + return end if P%tcmb = Ini%Read_Double('temp_cmb', COBE_CMBTemp) @@ -227,14 +433,22 @@ program driver P%Num_Nu_massless = Ini%Read_Double('massless_neutrinos') P%Nu_mass_eigenstates = Ini%Read_Int('nu_mass_eigenstates', 1) - if (P%Nu_mass_eigenstates > max_nu) error stop 'too many mass eigenstates' + if (P%Nu_mass_eigenstates > max_nu) then + ErrMsg = 'too many mass eigenstates' + return + end if numstr = Ini%Read_String('massive_neutrinos') read(numstr, *) nmassive - if (abs(nmassive-nint(nmassive))>1e-6) error stop 'massive_neutrinos should now be integer (or integer array)' + if (abs(nmassive-nint(nmassive))>1e-6) then + ErrMsg = 'massive_neutrinos should now be integer (or integer array)' + return + end if read(numstr,*, iostat=status) P%Nu_Mass_numbers(1:P%Nu_mass_eigenstates) - if (status/=0) error stop 'Must give num_massive number of integer physical neutrinos for each eigenstate' - + if (status/=0) then + ErrMsg = 'Must give num_massive number of integer physical neutrinos for each eigenstate' + return + end if P%Num_Nu_massive = sum(P%Nu_Mass_numbers(1:P%Nu_mass_eigenstates)) if (P%Num_Nu_massive>0) then @@ -243,12 +457,18 @@ program driver if (P%share_delta_neff) then if (numstr/='') write (*,*) 'WARNING: nu_mass_degeneracies ignored when share_delta_neff' else - if (numstr=='') error stop 'must give degeneracies for each eigenstate if share_delta_neff=F' + if (numstr=='') then + ErrMsg = 'must give degeneracies for each eigenstate if share_delta_neff=F' + return + end if read(numstr,*) P%Nu_mass_degeneracies(1:P%Nu_mass_eigenstates) end if numstr = Ini%Read_String('nu_mass_fractions') if (numstr=='') then - if (P%Nu_mass_eigenstates >1) error stop 'must give nu_mass_fractions for the eigenstates' + if (P%Nu_mass_eigenstates >1) then + ErrMsg = 'must give nu_mass_fractions for the eigenstates' + return + end if P%Nu_mass_fractions(1)=1 else read(numstr,*) P%Nu_mass_fractions(1:P%Nu_mass_eigenstates) @@ -282,76 +502,47 @@ program driver call Ini%Read('transfer_interp_matterpower', transfer_interp_matterpower) call Ini%Read('transfer_power_var', transfer_power_var) - if (P%transfer%PK_num_redshifts > max_transfer_redshifts) stop 'Too many redshifts' - allocate (TransferFileNames(P%Transfer%PK_num_redshifts)) - allocate (MatterPowerFileNames(P%Transfer%PK_num_redshifts)) - allocate (TransferClFileNames(P%Transfer%PK_num_redshifts)) + if (P%transfer%PK_num_redshifts > max_transfer_redshifts) then + ErrMsg = 'Too many redshifts, increase max_transfer_redshifts' + return + end if do i=1, P%transfer%PK_num_redshifts P%transfer%PK_redshifts(i) = Ini%Read_Double_Array('transfer_redshift', i, 0._dl) - transferFileNames(i) = Ini%Read_String_Array('transfer_filename', i) - MatterPowerFilenames(i) = Ini%Read_String_Array('transfer_matterpower', i) - if (TransferFileNames(i) == '') then - TransferFileNames(i) = trim(numcat('transfer_',i))//'.dat' - end if - if (MatterPowerFilenames(i) == '') then - MatterPowerFilenames(i) = trim(numcat('matterpower_',i))//'.dat' - end if - if (TransferFileNames(i)/= '') & - TransferFileNames(i) = trim(outroot)//TransferFileNames(i) - if (MatterPowerFilenames(i) /= '') & - MatterPowerFilenames(i)=trim(outroot)//MatterPowerFilenames(i) - - if (P%Do21cm) then - TransferClFileNames(i) = Ini%Read_String_Array('transfer_cl_filename',i) - if (TransferClFileNames(i) == '') & - TransferClFileNames(i) = trim(numcat('sharp_cl_',i))//'.dat' - else - TransferClFileNames(i) = '' - end if - - if (TransferClFileNames(i)/= '') & - TransferClFileNames(i) = trim(outroot)//TransferClFileNames(i) end do else P%Transfer%PK_num_redshifts = 1 P%Transfer%PK_redshifts = 0 end if - Ini%Fail_on_not_found = .false. - - call Ini%Read('DebugParam', DebugParam) call Ini%Read('Alens', P%Alens) call P%Reion%ReadParams(Ini) call P%InitPower%ReadParams(Ini) - if (Ini%HasKey('recombination')) then - i = Ini%Read_Int('recombination', 1) - if (i/=1) error stop 'recombination option deprecated' - end if - RecombinationModel = Ini%Read_String_Default('recombination_model', 'Recfast') - if (RecombinationModel == 'CosmoRec') then + RecombinationModel = UpperCase(Ini%Read_String_Default('recombination_model', 'Recfast')) + if (RecombinationModel == 'COSMOREC') then #ifdef COSMOREC deallocate(P%Recomb) allocate(TCosmoRec::P%Recomb) #else - error stop 'Compile with CosmoRec to use recombination_model=CosmoRec' -#endif - else if (RecombinationModel == 'HyRec') then + ErrMsg = 'Compile with CosmoRec to use recombination_model=CosmoRec' + return +#endif + else if (RecombinationModel == 'HYREC') then #ifdef HYREC deallocate(P%Recomb) allocate(THyRec::P%Recomb) #else - error stop 'Compile with HyRec to use recombination_model=HyRec' -#endif - else if (RecombinationModel /= 'Recfast') then - error stop 'Unknown recombination_model' + ErrMsg = 'Compile with HyRec to use recombination_model=HyRec' + return +#endif + else if (RecombinationModel /= 'RECFAST') then + ErrMsg = 'Unknown recombination_model: '//trim(RecombinationModel) + return end if call P%Recomb%ReadParams(Ini) - call Bispectrum_ReadParams(BispectrumParams, Ini, outroot) - if (P%WantScalars .or. P%WantTransfer) then P%Scalar_initial_condition = Ini%Read_Int('initial_condition', initial_adiabatic) if (P%Scalar_initial_condition == initial_vector) then @@ -359,9 +550,107 @@ program driver numstr = Ini%Read_String('initial_vector', .true.) read (numstr,*) P%InitialConditionVector end if - if (P%Scalar_initial_condition/= initial_adiabatic) use_spline_template = .false. + if (P%Scalar_initial_condition/= initial_adiabatic) P%use_cl_spline_template = .false. + end if + if (P%Scalar_initial_condition== initial_adiabatic) & + call Ini%Read('use_cl_spline_template', P%use_cl_spline_template) + + P%WantDerivedParameters = Ini%Read_Logical('derived_parameters', .true.) + + !optional parameters controlling the computation + + P%Accuracy%AccuratePolarization = Ini%Read_Logical('accurate_polarization', .true.) + P%Accuracy%AccurateReionization = Ini%Read_Logical('accurate_reionization', .true.) + P%Accuracy%AccurateBB = Ini%Read_Logical('accurate_BB', .false.) + if (P%Accuracy%AccurateBB .and. P%WantCls .and. (P%Max_l < 3500 .or. & + (P%NonLinear/=NonLinear_lens .and. P%NonLinear/=NonLinear_both) .or. P%Max_eta_k < 18000)) & + write(*,*) 'WARNING: for accurate lensing BB you need high l_max_scalar, k_eta_max_scalar and non-linear lensing' + + !Mess here to fix typo with backwards compatibility + if (Ini%HasKey('do_late_rad_trunction')) then + P%DoLateRadTruncation = Ini%Read_Logical('do_late_rad_trunction', .true.) + if (Ini%HasKey('do_late_rad_truncation')) error stop 'check do_late_rad_xxxx' + else + P%DoLateRadTruncation = Ini%Read_Logical('do_late_rad_truncation', .true.) + end if + P%MassiveNuMethod = Ini%Read_Int('massive_nu_approx', Nu_best) + + call Ini%Read('l_sample_boost', P%Accuracy%lSampleBoost) + + CAMB_ReadParams = .true. + + end function CAMB_ReadParams + + logical function CAMB_RunFromIni(Ini, InputFile, ErrMsg) + use IniObjects + use Lensing + use constants + use Bispectrum + use CAMBmain + class(TIniFile) :: Ini + character(LEN=*), intent(in) :: InputFile + character(LEN=*), intent(inout) :: ErrMsg + type(CAMBparams) P + character(len=:), allocatable :: outroot, VectorFileName, & + ScalarFileName, TensorFileName, TotalFileName, LensedFileName,& + LensedTotFileName, LensPotentialFileName, ScalarCovFileName, & + version_check + integer :: i + character(len=Ini_max_string_len), allocatable :: TransferFileNames(:), & + MatterPowerFileNames(:), TransferClFileNames(:) + real(dl) :: output_factor +#ifdef WRITE_FITS + character(LEN=Ini_max_string_len) FITSfilename +#endif + logical PK_WantTransfer + Type(CAMBdata) :: ActiveState + + call SetActiveState(ActiveState) + CAMB_RunFromIni = .false. + + if (.not. CAMB_ReadParams(P, Ini, ErrMsg)) return + + outroot = Ini%Read_String('output_root') + if (outroot /= '') outroot = trim(outroot) // '_' + + PK_WantTransfer = Ini%Read_Logical('get_transfer') + if (PK_WantTransfer) then + call Ini%Read('transfer_interp_matterpower', transfer_interp_matterpower) + call Ini%Read('transfer_power_var', transfer_power_var) + allocate (TransferFileNames(P%Transfer%PK_num_redshifts)) + allocate (MatterPowerFileNames(P%Transfer%PK_num_redshifts)) + allocate (TransferClFileNames(P%Transfer%PK_num_redshifts)) + do i=1, P%transfer%PK_num_redshifts + transferFileNames(i) = Ini%Read_String_Array('transfer_filename', i) + MatterPowerFilenames(i) = Ini%Read_String_Array('transfer_matterpower', i) + if (TransferFileNames(i) == '') then + TransferFileNames(i) = trim(numcat('transfer_',i))//'.dat' + end if + if (MatterPowerFilenames(i) == '') then + MatterPowerFilenames(i) = trim(numcat('matterpower_',i))//'.dat' + end if + if (TransferFileNames(i)/= '') & + TransferFileNames(i) = trim(outroot)//TransferFileNames(i) + if (MatterPowerFilenames(i) /= '') & + MatterPowerFilenames(i)=trim(outroot)//MatterPowerFilenames(i) + + if (P%Do21cm) then + TransferClFileNames(i) = Ini%Read_String_Array('transfer_cl_filename',i) + if (TransferClFileNames(i) == '') & + TransferClFileNames(i) = trim(numcat('sharp_cl_',i))//'.dat' + else + TransferClFileNames(i) = '' + end if + + if (TransferClFileNames(i)/= '') & + TransferClFileNames(i) = trim(outroot)//TransferClFileNames(i) + end do end if + call Bispectrum_ReadParams(BispectrumParams, Ini, outroot) + + output_factor = Ini%Read_Double('CMB_outputscale', 1.d0) + if (P%WantScalars) then ScalarFileName = trim(outroot) // Ini%Read_String('scalar_output_file') LensedFileName = trim(outroot) // Ini%Read_String('lensed_output_file') @@ -413,19 +702,6 @@ program driver end if #endif - Ini%Fail_on_not_found = .false. - - !optional parameters controlling the computation - - P%Accuracy%AccuratePolarization = Ini%Read_Logical('accurate_polarization', .true.) - P%Accuracy%AccurateReionization = Ini%Read_Logical('accurate_reionization', .true.) - P%Accuracy%AccurateBB = Ini%Read_Logical('accurate_BB', .false.) - if (P%Accuracy%AccurateBB .and. P%WantCls .and. (P%Max_l < 3500 .or. & - (P%NonLinear/=NonLinear_lens .and. P%NonLinear/=NonLinear_both) .or. P%Max_eta_k < 18000)) & - write(*,*) 'WARNING: for accurate lensing BB you need high l_max_scalar, k_eta_max_scalar and non-linear lensing' - - P%WantDerivedParameters = Ini%Read_Logical('derived_parameters', .true.) - version_check = Ini%Read_String('version_check') if (version_check == '') then !tag the output used parameters .ini file with the version of CAMB being used now @@ -433,28 +709,11 @@ program driver else if (version_check /= version) then write(*,*) 'WARNING: version_check does not match this CAMB version' end if - !Mess here to fix typo with backwards compatibility - if (Ini%HasKey('do_late_rad_trunction')) then - P%DoLateRadTruncation = Ini%Read_Logical('do_late_rad_trunction', .true.) - if (Ini%HasKey('do_late_rad_truncation')) error stop 'check do_late_rad_xxxx' - else - P%DoLateRadTruncation = Ini%Read_Logical('do_late_rad_truncation', .true.) - end if - - call Ini%Read('feedback_level', FeedbackLevel) - if (Ini%HasKey('DebugMsgs')) call Ini%Read('DebugMsgs', DebugMsgs) call Ini%Read('output_file_headers', output_file_headers) - P%MassiveNuMethod = Ini%Read_Int('massive_nu_approx', Nu_best) - - call Ini%Read('number_of_threads', ThreadNum) - call Ini%Read('use_spline_template', use_spline_template) - if (do_bispectrum) then P%Accuracy%lSampleBoost = 50 - else - call Ini%Read('l_sample_boost', P%Accuracy%lSampleBoost) end if if (outroot /= '') then if (InputFile /= trim(outroot) // 'params.ini') then @@ -464,18 +723,15 @@ program driver end if end if - call Ini%Close() - - if (.not. P%Validate()) error stop 'Stopped due to parameter error' - -#ifdef RUNIDLE - call SetIdle -#endif + if (.not. P%Validate()) then + ErrMsg = 'Invalid parameter value' + return + end if if (global_error_flag==0) call CAMB_GetResults(State,P) if (global_error_flag/=0) then - write (*,*) 'Error result '//trim(global_error_message) - error stop + ErrMsg = 'Error result '//trim(global_error_message) + return endif if (PK_WantTransfer) then @@ -500,18 +756,75 @@ program driver #endif end if - end program driver + CAMB_RunFromIni = .true. + end function CAMB_RunFromIni -#ifdef RUNIDLE - !If in Windows and want to run with low priorty so can multitask - subroutine SetIdle - USE DFWIN - Integer dwPriority - Integer CheckPriority + logical function CAMB_RunIniFile(InputFile, InpLen, ErrMsg, ErrLen) + integer, intent(in) :: InpLen, ErrLen + character(LEN=InpLen), intent(in) :: InputFile + character(LEN=ErrLen), intent(inout) :: ErrMsg + Type(TIniFile) :: Ini + logical bad - dwPriority = 64 ! idle priority - CheckPriority = SetPriorityClass(GetCurrentProcess(), dwPriority) + !Same as CAMB_CommandLineRun but does not read variables that change global state + !Intended for use from python - end subroutine SetIdle -#endif + call Ini%Open(InputFile, bad, .false.) + Ini%Fail_on_not_found = .false. + CAMB_RunIniFile = CAMB_RunFromIni(Ini, InputFile, ErrMsg) + call Ini%Close() + + end function CAMB_RunIniFile + + subroutine CAMB_CommandLineValidate(InputFile) + !Error stop if any problem + character(LEN=*), intent(in) :: InputFile + Type(TIniFile) :: Ini + logical bad + Type(CAMBParams) :: P + character(LEN=1024) :: ErrMsg + + call Ini%Open(InputFile, bad, .false.) + if (bad) then + error stop 'File does not exist' + end if + if (.not. CAMB_ReadParams(P, Ini, ErrMsg)) then + write(*,*) trim(ErrMsg) + error stop + end if + + call Ini%Close() + + end subroutine CAMB_CommandLineValidate + + subroutine CAMB_CommandLineRun(InputFile) + character(LEN=*), intent(in) :: InputFile + Type(TIniFile) :: Ini + character(LEN=1024) :: ErrMsg + logical bad + + call Ini%Open(InputFile, bad, .false.) + if (bad) then + write(*,*) 'File not found: '//trim(InputFile) + error stop + end if + + highL_unlensed_cl_template = Ini%Read_String_Default( & + 'highL_unlensed_cl_template', highL_unlensed_cl_template) + call Ini%Read('number_of_threads', ThreadNum) + call Ini%Read('DebugParam', DebugParam) + call Ini%Read('feedback_level', FeedbackLevel) + if (Ini%HasKey('DebugMsgs')) call Ini%Read('DebugMsgs', DebugMsgs) + + Ini%Fail_on_not_found = .false. + if (.not. CAMB_RunFromIni(Ini, InputFile, ErrMsg)) then + write(*,*) trim(ErrMsg) + error stop 'Invalid parameter' + end if + call Ini%Close() + + end subroutine CAMB_CommandLineRun + + + end module CAMB diff --git a/camb_python.f90 b/fortran/camb_python.f90 similarity index 100% rename from camb_python.f90 rename to fortran/camb_python.f90 diff --git a/classes.f90 b/fortran/classes.f90 similarity index 100% rename from classes.f90 rename to fortran/classes.f90 diff --git a/cmbmain.f90 b/fortran/cmbmain.f90 similarity index 100% rename from cmbmain.f90 rename to fortran/cmbmain.f90 diff --git a/config.f90 b/fortran/config.f90 similarity index 98% rename from config.f90 rename to fortran/config.f90 index 956f389d..7d8eaf48 100644 --- a/config.f90 +++ b/fortran/config.f90 @@ -48,7 +48,6 @@ module config character(LEN=1024) :: highL_unlensed_cl_template = 'HighLExtrapTemplate_lenspotentialCls.dat' !fiducial high-accuracy high-L C_L used for making small cosmology-independent numerical corrections !to lensing and C_L interpolation. Ideally close to models of interest, but dependence is weak. - logical :: use_spline_template = .true. integer, parameter :: lmax_extrap_highl = 8000 real(dl), allocatable :: highL_CL_template(:,:) diff --git a/constants.f90 b/fortran/constants.f90 similarity index 100% rename from constants.f90 rename to fortran/constants.f90 diff --git a/cosmorec.f90 b/fortran/cosmorec.f90 similarity index 100% rename from cosmorec.f90 rename to fortran/cosmorec.f90 diff --git a/equations.f90 b/fortran/equations.f90 similarity index 100% rename from equations.f90 rename to fortran/equations.f90 diff --git a/halofit_ppf.f90 b/fortran/halofit.f90 similarity index 100% rename from halofit_ppf.f90 rename to fortran/halofit.f90 diff --git a/hyrec.f90 b/fortran/hyrec.f90 similarity index 100% rename from hyrec.f90 rename to fortran/hyrec.f90 diff --git a/fortran/inidriver.f90 b/fortran/inidriver.f90 new file mode 100644 index 00000000..51225cd7 --- /dev/null +++ b/fortran/inidriver.f90 @@ -0,0 +1,18 @@ + ! Code for Anisotropies in the Microwave Background + ! by Antony Lewis (http://cosmologist.info/) and Anthony Challinor + ! This is a sample driver routine that reads + ! in one set of parameters and produdes the corresponding output. + + program driver + use CAMB + implicit none + character(len=:), allocatable :: InputFile + + InputFile = '' + if (GetParamCount() /= 0) InputFile = GetParam(1) + if (InputFile == '') error stop 'No parameter input file' + + call CAMB_CommandLineRun(InputFile) + + end program driver + diff --git a/lensing.f90 b/fortran/lensing.f90 similarity index 100% rename from lensing.f90 rename to fortran/lensing.f90 diff --git a/massive_neutrinos.f90 b/fortran/massive_neutrinos.f90 similarity index 100% rename from massive_neutrinos.f90 rename to fortran/massive_neutrinos.f90 diff --git a/model.f90 b/fortran/model.f90 similarity index 99% rename from model.f90 rename to fortran/model.f90 index db5527d8..ed11af36 100644 --- a/model.f90 +++ b/fortran/model.f90 @@ -180,6 +180,7 @@ module model logical :: Do21cm = .false. logical :: transfer_21cm_cl = .false. logical :: Log_lvalues = .false. !useful for smooth results at very high L + logical :: use_cl_spline_template = .true. Type(TSourceWindowHolder), allocatable :: SourceWindows(:) diff --git a/readme.html b/fortran/readme.html similarity index 96% rename from readme.html rename to fortran/readme.html index 7605924b..a546f689 100644 --- a/readme.html +++ b/fortran/readme.html @@ -1,6 +1,6 @@ -CAMB ReadMe +CAMB Fortran ReadMe @@ -12,8 +12,8 @@

CAMB ReadMe

Code for Anisotropies in the Microwave Background by Antony Lewis and Anthony -Challinor.

-This version August 2018. +Challinor. This version January 2019.

+CAMB is a Python and Fortran code for computing CMB, CMB lensing, lensing, galaxy count and dark-age 21cm power spectra, transfer functions and matter power spectra, and background cosmological functions.

Originally based on CMBFAST developed by Uros Seljak and Matias @@ -22,32 +22,40 @@

CAMB ReadMe

For latest information on this program see camb.info.

-CAMB is also supplied as part of the CosmoMC parameter estimation package. For an extension including perturbed recombination, 21cm, lensing and number count sources see CAMB sources (latest in the devel branch on github). + +CAMB can also be used as part of the CosmoMC and Cobaya parameter estimation packages.

Compiling and running

-To install and compile yourself you will need a Fortran 90 (or higher) compiler - you can get the free gfortran compiler, or the optimized Intel compiler ifort is installed on many academic clusters and also supports integrated development and debugging in Visual Studio under Windows. +To install and compile yourself you will need a Fortran 2008 (or higher) compiler - you can get the free gfortran compiler (version 6 or higher), or the optimized Intel compiler ifort is installed on many academic clusters and also supports integrated development and debugging in Visual Studio under Windows. Alternatively you can use CAMB in the pre-configured CosmoBox virtual machine.

- To install yourself from the command line: + +

+ Often it is easiest and most flexible to just use the Python version. This readme instead focuses on using the compiled binary Fortran command-line version. +

+To install the Fortran binary from the command line:

  • Download CAMB -
  • Unzip the file (tar xfv filename for tar.gz). All files will be extracted to a -directory called "CAMB-xxx". +
  • If cloning using git, add --recurse-submodules to get the forutils submodule as well
  • +
  • If downloading unzip the file (tar xfv filename for tar.gz); all files will be extracted to a +directory called "CAMB-xxx". Note you need forutils library in the forutils directory. +
  • Change to the fortran directory (cd fortran)
  • Run make to compile everything you will need. (you may need to edit the supplied Makefile, see below) -
  • Run ./camb params.ini, where params.ini is a file +
  • Run ./camb ../inifiles/params.ini, where params.ini is a file of parameter values (sample supplied). The params.ini file should be fairly self-explanatory.
  • To install and use the Python CAMB wrapper see the Python CAMB documentation.

-The Makefile comes set up for gfortran and ifort compilers. Edit the relevant parts of the Makefile to compile on other systems. If you have Intel's Visual Fortran you can use the projects in the VisualStudio folder, no need to use the Makefile. To run on multi-processor machines add the -openmp (or equivalent) option to the Makefile's FFLAGS parameter to compile a parallelized (OPENMP) version. The code is also available from GitHub. +The Makefile comes set up for gfortran and ifort compilers. Edit the relevant parts of the Makefile to compile on other systems. If you have Intel's Visual Fortran you can use the projects in the VisualStudio folder, no need to use the Makefile. To run on multi-processor machines add the -openmp (or equivalent) option to the Makefile's FFLAGS parameter to compile a parallelized (OPENMP) version.

-Martina Schwind has kindly contributed some introductory slides with details of program running and internal structure. For some further technical details about the algorithms, equations and code see the CAMB notes. For a demo of how to use CAMB with the python wrapper see the demo notebook. + For a demo of how to use CAMB with the python wrapper see the demo notebook. +For some further technical details about the algorithms, equations and code see the CAMB notes.

@@ -57,7 +65,7 @@

Input parameters

more complicated cases, for example to run with multiple neutrino mass eigenstates and sterile neutrinos at different temperatures see the documentation and examples in the
CAMB notes. To produce the matter power spectrum in addition to CMB Cl set get_transfer = T; the do_nonlinear input parameter determines whether this is output as the linear power spectrum or includes non-linear corrections from the Halofit model.

-The default params.ini file produces results in μK2 from the given primordial curvature perturbation power (scalar_amp) on 0.05 MPc-1 scales. To get unnormalized dimensionless results set scalar_amp(1)=1 and CMB_outputscale=1. To compute lensed Cls you must set the normalization to some realistic value (the calculation is non-linear, so normalization matters). +The default params.ini file produces results in μK2 from the given primordial curvature perturbation power (scalar_amp) on 0.05 MPc-1 scales. To get unnormalized dimensionless results set scalar_amp=1 and CMB_outputscale=1. To compute lensed Cls you must set the normalization to some realistic value (the calculation is non-linear, so normalization matters).

Outputs

@@ -112,7 +120,7 @@

Compilation options and code modifications

The Makefile should work out of the box in most cases for ifort and gfortran. If you define your own new classes, or want to compile with
CosmoRec or HyRec recombination support, you can edit the file list variables at the top of Makefile_main. You can also use e.g. make RECOMBINATION_FILES="recfast cosmorec" to override the default and compile with additional files. - REIONIZATION is by default a simple relatively fast single-step reionization model (following arXiv:0804.3865), but you could add alternative models by implementing other derived classes. + REIONIZATION is by default a simple relatively fast single-step reionization model (following arXiv:0804.3865), but you could add alternative models by implementing other derived classes.

It's rarely needed, but you can power spectrum produce files in Compilation options and code modifications

Version history

-xxx 2019
+January 2019