diff --git a/cmake/Modules/Packages/GPU.cmake b/cmake/Modules/Packages/GPU.cmake index 043d41e0ef..9aa917144b 100644 --- a/cmake/Modules/Packages/GPU.cmake +++ b/cmake/Modules/Packages/GPU.cmake @@ -35,7 +35,7 @@ if(GPU_API STREQUAL "CUDA") if(NOT BIN2C) message(FATAL_ERROR "Could not find bin2c, use -DBIN2C=/path/to/bin2c to help cmake finding it.") endif() - option(CUDPP_OPT "Enable CUDPP_OPT" ON) + option(CUDPP_OPT "Enable GPU binning via CUDAPP (should be off for modern GPUs)" OFF) option(CUDA_MPS_SUPPORT "Enable tweaks to support CUDA Multi-process service (MPS)" OFF) if(CUDA_MPS_SUPPORT) if(CUDPP_OPT) diff --git a/cmake/Modules/Packages/KOKKOS.cmake b/cmake/Modules/Packages/KOKKOS.cmake index 63895a5a9c..1dfb0bf389 100644 --- a/cmake/Modules/Packages/KOKKOS.cmake +++ b/cmake/Modules/Packages/KOKKOS.cmake @@ -51,10 +51,12 @@ if(DOWNLOAD_KOKKOS) INTERFACE_INCLUDE_DIRECTORIES "${INSTALL_DIR}/include" INTERFACE_LINK_LIBRARIES ${CMAKE_DL_LIBS}) target_link_libraries(lammps PRIVATE LAMMPS::KOKKOS) + target_link_libraries(lmp PRIVATE LAMMPS::KOKKOS) add_dependencies(LAMMPS::KOKKOS kokkos_build) elseif(EXTERNAL_KOKKOS) find_package(Kokkos 3.3.01 REQUIRED CONFIG) target_link_libraries(lammps PRIVATE Kokkos::kokkos) + target_link_libraries(lmp PRIVATE Kokkos::kokkos) else() set(LAMMPS_LIB_KOKKOS_SRC_DIR ${LAMMPS_LIB_SOURCE_DIR}/kokkos) set(LAMMPS_LIB_KOKKOS_BIN_DIR ${LAMMPS_LIB_BINARY_DIR}/kokkos) @@ -66,6 +68,7 @@ else() ${LAMMPS_LIB_KOKKOS_BIN_DIR}) target_include_directories(lammps PRIVATE ${Kokkos_INCLUDE_DIRS}) target_link_libraries(lammps PRIVATE kokkos) + target_link_libraries(lmp PRIVATE kokkos) endif() target_compile_definitions(lammps PRIVATE -DLMP_KOKKOS) diff --git a/cmake/presets/oneapi.cmake b/cmake/presets/oneapi.cmake new file mode 100644 index 0000000000..ef04167305 --- /dev/null +++ b/cmake/presets/oneapi.cmake @@ -0,0 +1,18 @@ +# preset that will enable the LLVM based Intel compilers with support for MPI and OpenMP (on Linux boxes) + +set(CMAKE_CXX_COMPILER "icpx" CACHE STRING "" FORCE) +set(CMAKE_C_COMPILER "icx" CACHE STRING "" FORCE) +set(CMAKE_Fortran_COMPILER "ifx" CACHE STRING "" FORCE) +set(MPI_CXX "icpx" CACHE STRING "" FORCE) +set(MPI_CXX_COMPILER "mpicxx" CACHE STRING "" FORCE) +unset(HAVE_OMP_H_INCLUDE CACHE) + +set(OpenMP_C "icx" CACHE STRING "" FORCE) +set(OpenMP_C_FLAGS "-qopenmp" CACHE STRING "" FORCE) +set(OpenMP_C_LIB_NAMES "omp" CACHE STRING "" FORCE) +set(OpenMP_CXX "icpx" CACHE STRING "" FORCE) +set(OpenMP_CXX_FLAGS "-qopenmp" CACHE STRING "" FORCE) +set(OpenMP_CXX_LIB_NAMES "omp" CACHE STRING "" FORCE) +set(OpenMP_Fortran_FLAGS "-qopenmp" CACHE STRING "" FORCE) +set(OpenMP_omp_LIBRARY "libiomp5.so" CACHE PATH "" FORCE) + diff --git a/doc/src/Build_basics.rst b/doc/src/Build_basics.rst index 5e2235e29b..af6120630d 100644 --- a/doc/src/Build_basics.rst +++ b/doc/src/Build_basics.rst @@ -234,6 +234,8 @@ LAMMPS. cmake ../cmake -DCMAKE_C_COMPILER=gcc -DCMAKE_CXX_COMPILER=g++ -DCMAKE_Fortran_COMPILER=gfortran # Building with Intel Compilers: cmake ../cmake -DCMAKE_C_COMPILER=icc -DCMAKE_CXX_COMPILER=icpc -DCMAKE_Fortran_COMPILER=ifort + # Building with Intel oneAPI Compilers: + cmake ../cmake -DCMAKE_C_COMPILER=icx -DCMAKE_CXX_COMPILER=icpx -DCMAKE_Fortran_COMPILER=ifx # Building with LLVM/Clang Compilers: cmake ../cmake -DCMAKE_C_COMPILER=clang -DCMAKE_CXX_COMPILER=clang++ -DCMAKE_Fortran_COMPILER=flang # Building with PGI/Nvidia Compilers: @@ -243,8 +245,10 @@ LAMMPS. provided that can be loaded with `-C ../cmake/presets/clang.cmake`. Similarly, `-C ../cmake/presets/intel.cmake` should switch the compiler - toolchain to the Intel compilers and `-C ../cmake/presets/pgi.cmake` - should switch the compiler to the PGI compilers. + toolchain to the legacy Intel compilers, `-C ../cmake/presets/oneapi.cmake` + will switch to the LLVM based oneAPI Intel compilers, + and `-C ../cmake/presets/pgi.cmake` + will switch the compiler to the PGI compilers. In addition you can set ``CMAKE_TUNE_FLAGS`` to specifically add compiler flags to tune for optimal performance on given hosts. By diff --git a/doc/src/Build_extras.rst b/doc/src/Build_extras.rst index 9180933007..2081dc4bcd 100644 --- a/doc/src/Build_extras.rst +++ b/doc/src/Build_extras.rst @@ -128,9 +128,9 @@ CMake build # default is 'gfx906' for HIP_PLATFORM=hcc and 'sm_50' for HIP_PLATFORM=nvcc -D HIP_USE_DEVICE_SORT=value # enables GPU sorting # value = yes (default) or no - -D CUDPP_OPT=value # optimization setting for GPU_API=cuda - # enables CUDA Performance Primitives Optimizations, must be "no" for CUDA_MPS_SUPPORT=yes - # value = yes (default) or no + -D CUDPP_OPT=value # use GPU binning on with CUDA (should be off for modern GPUs) + # enables CUDA Performance Primitives, must be "no" for CUDA_MPS_SUPPORT=yes + # value = yes or no (default) -D CUDA_MPS_SUPPORT=value # enables some tweaks required to run with active nvidia-cuda-mps daemon # value = yes or no (default) -D USE_STATIC_OPENCL_LOADER=value # downloads/includes OpenCL ICD loader library, no local OpenCL headers/libs needed @@ -230,11 +230,12 @@ GPU architectures as supported by the CUDA toolkit in use. This is done through using the "--gencode " flag, which can be used multiple times and thus support all GPU architectures supported by your CUDA compiler. -To include CUDA performance primitives set the Makefile variable -``CUDPP_OPT = -DUSE_CUDPP -Icudpp_mini``. +To enable GPU binning via CUDA performance primitives set the Makefile variable +``CUDPP_OPT = -DUSE_CUDPP -Icudpp_mini``. This should **not** be used with +most modern GPUs. To support the CUDA multiprocessor server you can set the define -``-DCUDA_PROXY``. Please note that in this case you should **not** use +``-DCUDA_PROXY``. Please note that in this case you must **not** use the CUDA performance primitives and thus set the variable ``CUDPP_OPT`` to empty. diff --git a/doc/src/Howto_cmake.rst b/doc/src/Howto_cmake.rst index c23113b0a5..655c90bfd9 100644 --- a/doc/src/Howto_cmake.rst +++ b/doc/src/Howto_cmake.rst @@ -411,10 +411,10 @@ interface (``ccmake`` or ``cmake-gui``). .. note:: Using a preset to select a compiler package (``clang.cmake``, - ``gcc.cmake``, or ``intel.cmake``) are an exception to the option - of updating the configuration incrementally, as they will trigger - a reset of cached internal CMake settings and thus reset them to - their default values. + ``gcc.cmake``, ``intel.cmake``, ``oneapi.cmake``, or ``pgi.cmake``) + are an exception to the mechanism of updating the configuration incrementally, + as they will trigger a reset of cached internal CMake settings and thus + reset settings to their default values. Compilation and build targets ----------------------------- diff --git a/doc/src/Tools.rst b/doc/src/Tools.rst index abab37b080..376489dcce 100644 --- a/doc/src/Tools.rst +++ b/doc/src/Tools.rst @@ -93,6 +93,7 @@ Miscellaneous tools * :ref:`i-pi ` * :ref:`kate ` * :ref:`LAMMPS shell ` + * :ref:`LAMMPS magic patterns for file(1) ` * :ref:`singularity ` * :ref:`SWIG interface ` * :ref:`vim ` @@ -641,6 +642,39 @@ This tool was written by Ara Kooser at Sandia (askoose at sandia.gov). ---------- +.. _magic: + +Magic patterns for the "file" command +------------------------------------- + +.. versionadded:: 10Mar2021 + +The file ``magic`` contains patterns that are used by the +`file program `_ +available on most Unix-like operating systems which enables it +to detect various LAMMPS files and print some useful information +about them. To enable these patterns, append or copy the contents +of the file to either the file ``.magic`` in your home directory +or (as administrator) to ``/etc/magic`` (for a system-wide +installation). Afterwards the ``file`` command should be able to +detect most LAMMPS restarts, dump, data and log files. Examples: + +.. code-block:: bash + + $ file *.* + dihedral-quadratic.restart: LAMMPS binary restart file (rev 2), Version 10 Mar 2021, Little Endian + mol-pair-wf_cut.restart: LAMMPS binary restart file (rev 2), Version 24 Dec 2020, Little Endian + atom.bin: LAMMPS atom style binary dump (rev 2), Little Endian, First time step: 445570 + custom.bin: LAMMPS custom style binary dump (rev 2), Little Endian, First time step: 100 + bn1.lammpstrj: LAMMPS text mode dump, First time step: 5000 + data.fourmol: LAMMPS data file written by LAMMPS + pnc.data: LAMMPS data file written by msi2lmp + data.spce: LAMMPS data file written by TopoTools + B.data: LAMMPS data file written by OVITO + log.lammps: LAMMPS log file written by version 10 Feb 2021 + +---------- + .. _matlab: matlab tool diff --git a/doc/utils/sphinx-config/false_positives.txt b/doc/utils/sphinx-config/false_positives.txt index 1b2c98ee73..1d66028621 100644 --- a/doc/utils/sphinx-config/false_positives.txt +++ b/doc/utils/sphinx-config/false_positives.txt @@ -160,6 +160,7 @@ atwt augt AuO automagically +Auvergne Avalos avalue aveforce @@ -1740,6 +1741,7 @@ lwsock lx ly Lybrand +lyon Lyulin lz Maaravi @@ -3256,6 +3258,7 @@ Tz Tzou ub Uberuaga +uca uChem uCond uef diff --git a/examples/ELASTIC_T/displace.mod b/examples/ELASTIC_T/displace.mod index b121f2f694..4f300b6326 100644 --- a/examples/ELASTIC_T/displace.mod +++ b/examples/ELASTIC_T/displace.mod @@ -100,22 +100,12 @@ run ${nrun} # Obtain new stress tensor -variable tmp equal pe -variable e1 equal ${tmp} -variable tmp equal press -variable p1 equal ${tmp} -variable tmp equal pxx -variable pxx1 equal ${tmp} -variable tmp equal pyy -variable pyy1 equal ${tmp} -variable tmp equal pzz -variable pzz1 equal ${tmp} -variable tmp equal pxy -variable pxy1 equal ${tmp} -variable tmp equal pxz -variable pxz1 equal ${tmp} -variable tmp equal pyz -variable pyz1 equal ${tmp} +variable pxx1 equal f_avp[1] +variable pyy1 equal f_avp[2] +variable pzz1 equal f_avp[3] +variable pxy1 equal f_avp[4] +variable pxz1 equal f_avp[5] +variable pyz1 equal f_avp[6] # Compute elastic constant from pressure tensor diff --git a/lib/gpu/Makefile.cuda b/lib/gpu/Makefile.cuda index e03b59979a..7020f18cf3 100644 --- a/lib/gpu/Makefile.cuda +++ b/lib/gpu/Makefile.cuda @@ -29,7 +29,8 @@ LIB_DIR = ./ AR = ar BSH = /bin/sh -CUDPP_OPT = -DUSE_CUDPP -Icudpp_mini +# GPU binning not recommended for modern GPUs +CUDPP_OPT = # -DUSE_CUDPP -Icudpp_mini CUDA_MPS = # device code compiler and settings diff --git a/lib/gpu/Makefile.linux b/lib/gpu/Makefile.linux index 5fff81072b..0b3084cbe9 100644 --- a/lib/gpu/Makefile.linux +++ b/lib/gpu/Makefile.linux @@ -70,7 +70,8 @@ LIB_DIR = ./ AR = ar BSH = /bin/sh -CUDPP_OPT = -DUSE_CUDPP -Icudpp_mini +# GPU binning not recommended with modern GPUs +CUDPP_OPT = #-DUSE_CUDPP -Icudpp_mini include Nvidia.makefile diff --git a/lib/gpu/Makefile.linux_multi b/lib/gpu/Makefile.linux_multi index aa7d92572d..05b869879e 100644 --- a/lib/gpu/Makefile.linux_multi +++ b/lib/gpu/Makefile.linux_multi @@ -77,7 +77,8 @@ LIB_DIR = ./ AR = ar BSH = /bin/sh -CUDPP_OPT = -DUSE_CUDPP -Icudpp_mini +# GPU binning not recommended with modern GPUs +CUDPP_OPT = #-DUSE_CUDPP -Icudpp_mini include Nvidia.makefile_multi diff --git a/lib/gpu/Makefile.serial b/lib/gpu/Makefile.serial index 82d10deea2..d24b03f8d6 100644 --- a/lib/gpu/Makefile.serial +++ b/lib/gpu/Makefile.serial @@ -66,7 +66,8 @@ LIB_DIR = ./ AR = ar BSH = /bin/sh -CUDPP_OPT = -DUSE_CUDPP -Icudpp_mini +# GPU binning not recommended for most modern GPUs +CUDPP_OPT = #-DUSE_CUDPP -Icudpp_mini include Nvidia.makefile diff --git a/lib/gpu/Makefile.turing b/lib/gpu/Makefile.turing index abc9657219..390de9c558 100644 --- a/lib/gpu/Makefile.turing +++ b/lib/gpu/Makefile.turing @@ -16,6 +16,7 @@ LIB_DIR = . AR = ar BSH = /bin/sh +# GPU binning not recommended with most modern GPUs CUDPP_OPT = #-DUSE_CUDPP -Icudpp_mini include Nvidia.makefile diff --git a/lib/gpu/geryon/nvd_device.h b/lib/gpu/geryon/nvd_device.h index 52b2ed478e..87d5faaf48 100644 --- a/lib/gpu/geryon/nvd_device.h +++ b/lib/gpu/geryon/nvd_device.h @@ -24,6 +24,10 @@ #ifndef NVD_DEVICE #define NVD_DEVICE +// workaround after GPU package Feb2021 update +// todo: make new neighbor code work with CUDA +#define LAL_USE_OLD_NEIGHBOR + #include #include #include diff --git a/python/examples/pylammps/README b/python/examples/pylammps/README deleted file mode 100644 index ac69622287..0000000000 --- a/python/examples/pylammps/README +++ /dev/null @@ -1,28 +0,0 @@ -# Compile LAMMPS as shared library - -git clone https://github.com/lammps/lammps.git -cd lammps/src -python Make.py -m mpi -png -s ffmpeg exceptions -a file - -make -j 4 mode=shlib auto -cd ../.. - -# Install Python package - -virtualenv testing -source testing/bin/activate - -(testing) cd lammps/python -(testing) python install.py -(testing) pip install jupyter matplotlib mpi4py - -(testing) cd ../../examples - -# Launch jupter and work inside browser - -(testing) jupyter notebook - -# Use Ctrl+c to stop jupyter - -# finally exit the virtualenv -(testing) deactivate diff --git a/python/examples/pylammps/README.md b/python/examples/pylammps/README.md new file mode 100644 index 0000000000..a0f60b52f1 --- /dev/null +++ b/python/examples/pylammps/README.md @@ -0,0 +1,89 @@ +# PyLammps and Jupyter Notebooks + +This folder contains examples showcasing the usage of the PyLammps Python +interface and Jupyter notebooks. To use this you will need LAMMPS compiled as +a shared library and the LAMMPS Python package installed. + +An extensive guide on how to achieve this is documented in the [LAMMPS manual](https://lammps.sandia.gov/doc/Python_install.html). There is also a [PyLammps tutorial](https://lammps.sandia.gov/doc/Howto_pylammps.html). + +The following will show one way of creating a Python virtual environment +which has both LAMMPS and its Python package installed: + +1. Clone the LAMMPS source code + + ```shell + $ git clone -b stable https://github.com/lammps/lammps.git + $ cd lammps + ``` + +2. Create a build folder + + ```shell + $ mkdir build + $ cd build + ``` + +3. Create a virtual environment for Python + + ```shell + $ python3 -m venv myenv + ``` + +4. Extend `LD_LIBRARY_PATH` (Unix/Linux) or `DYLD_LIBRARY_PATH` (MacOS) + + On Unix/Linux: + ```shell + $ echo 'export LD_LIBRARY_PATH=$VIRTUAL_ENV/lib:$LD_LIBRARY_PATH' >> myenv/bin/activate + ``` + + On MacOS: + ```shell + echo 'export DYLD_LIBRARY_PATH=$VIRTUAL_ENV/lib:$DYLD_LIBRARY_PATH' >> myenv/bin/activate + ``` + +5. Activate the virtual environment + + ```shell + $ source myenv/bin/activate + (myenv)$ + ``` + +6. Configure LAMMPS compilation (CMake) + + ```shell + (myenv)$ cmake -C ../cmake/presets/minimal.cmake \ + -D BUILD_SHARED_LIBS=on \ + -D LAMMPS_EXCEPTIONS=on -D PKG_PYTHON=on \ + -D CMAKE_INSTALL_PREFIX=$VIRTUAL_ENV \ + ../cmake + ``` + +7. Compile LAMMPS + + ```shell + (myenv)$ cmake --build . + ``` + +8. Install LAMMPS and Python package into virtual environment + + ```shell + (myenv)$ cmake --install . + ``` + +9. Install other Python packages into virtual environment + + ```shell + (myenv)$ pip install jupyter matplotlib mpi4py + ``` + +10. Navigate to pylammps examples folder + + ```shell + (myenv)$ cd ../python/examples/pylammmps + ``` + +11. Launch Jupyter and work inside browser + + ```shell + (myenv)$ jupyter notebook + ``` diff --git a/python/examples/pylammps/dihedrals/dihedral.ipynb b/python/examples/pylammps/dihedrals/dihedral.ipynb index 6b919816d7..240e3e8bd6 100644 --- a/python/examples/pylammps/dihedrals/dihedral.ipynb +++ b/python/examples/pylammps/dihedrals/dihedral.ipynb @@ -19,9 +19,7 @@ { "cell_type": "code", "execution_count": null, - "metadata": { - "collapsed": true - }, + "metadata": {}, "outputs": [], "source": [ "import matplotlib.pyplot as plt" @@ -30,9 +28,7 @@ { "cell_type": "code", "execution_count": null, - "metadata": { - "collapsed": true - }, + "metadata": {}, "outputs": [], "source": [ "from lammps import IPyLammps" @@ -194,9 +190,7 @@ { "cell_type": "code", "execution_count": null, - "metadata": { - "collapsed": true - }, + "metadata": {}, "outputs": [], "source": [ "K = 80.0\n", @@ -232,9 +226,7 @@ { "cell_type": "code", "execution_count": null, - "metadata": { - "collapsed": true - }, + "metadata": {}, "outputs": [], "source": [] } @@ -255,7 +247,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.6.2" + "version": "3.9.2" } }, "nbformat": 4, diff --git a/python/examples/pylammps/interface_usage.ipynb b/python/examples/pylammps/interface_usage.ipynb index dbaae5a209..36cc7c77db 100644 --- a/python/examples/pylammps/interface_usage.ipynb +++ b/python/examples/pylammps/interface_usage.ipynb @@ -4,71 +4,29 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Using LAMMPS with iPython and Jupyter" + "# Example 2: Using the PyLammps interface" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "LAMMPS can be run interactively using iPython easily. This tutorial shows how to set this up." + "## Prerequisites\n", + "\n", + "Before running this example, make sure your Python environment can find the LAMMPS shared library (`liblammps.so`) and the LAMMPS Python package is installed. If you followed the [README](README.md) in this folder, this should already be the case. You can also find more information about how to compile LAMMPS and install the LAMMPS Python package in the [LAMMPS manual](https://lammps.sandia.gov/doc/Python_install.html). There is also a dedicated [PyLammps HowTo](https://lammps.sandia.gov/doc/Howto_pylammps.html)." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "## Installation" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "1. Download the latest version of LAMMPS into a folder (we will calls this `$LAMMPS_DIR` from now on)\n", - "2. Compile LAMMPS as a shared library and enable exceptions and PNG support\n", - " ```bash\n", - " cd $LAMMPS_DIR/src\n", - " make mpi mode=shlib LMP_INC=\"-DLAMMPS_PNG -DLAMMPS_EXCEPTIONS\" JPG_LIB=\"-lpng\"\n", - " ```\n", - "\n", - "3. Create a python virtualenv\n", - " ```bash\n", - " virtualenv testing\n", - " source testing/bin/activate\n", - " ```\n", - "\n", - "4. Inside the virtualenv install the lammps package\n", - " ```\n", - " (testing) cd $LAMMPS_DIR/python\n", - " (testing) python install.py\n", - " (testing) cd # move to your working directory\n", - " ```\n", - "\n", - "5. Install jupyter and ipython in the virtualenv\n", - " ```bash\n", - " (testing) pip install ipython jupyter\n", - " ```\n", - "\n", - "6. Run jupyter notebook\n", - " ```bash\n", - " (testing) jupyter notebook\n", - " ```" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Example" + "## Setup system" ] }, { "cell_type": "code", "execution_count": null, - "metadata": { - "collapsed": true - }, + "metadata": {}, "outputs": [], "source": [ "from lammps import IPyLammps" @@ -90,7 +48,6 @@ "outputs": [], "source": [ "# 3d Lennard-Jones melt\n", - "\n", "L.units(\"lj\")\n", "L.atom_style(\"atomic\")\n", "L.atom_modify(\"map array\")\n", @@ -116,6 +73,13 @@ "L.run(10)" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Visualize the initial state" + ] + }, { "cell_type": "code", "execution_count": null, @@ -205,9 +169,7 @@ { "cell_type": "code", "execution_count": null, - "metadata": { - "collapsed": true - }, + "metadata": {}, "outputs": [], "source": [ "L.variable(\"a index 2\")" @@ -225,9 +187,7 @@ { "cell_type": "code", "execution_count": null, - "metadata": { - "collapsed": true - }, + "metadata": {}, "outputs": [], "source": [ "L.variable(\"t equal temp\")" @@ -283,9 +243,7 @@ { "cell_type": "code", "execution_count": null, - "metadata": { - "collapsed": true - }, + "metadata": {}, "outputs": [], "source": [ "L.variable(\"b index a b c\")" @@ -321,9 +279,16 @@ { "cell_type": "code", "execution_count": null, - "metadata": { - "collapsed": true - }, + "metadata": {}, + "outputs": [], + "source": [ + "L.lmp.command('variable i loop 10')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, "outputs": [], "source": [ "L.variable(\"i loop 10\")" @@ -379,7 +344,7 @@ "metadata": {}, "outputs": [], "source": [ - "[x for x in dir(L.atoms[0]) if not x.startswith('__')]" + "dir(L.atoms[0])" ] }, { @@ -479,6 +444,15 @@ "L.runs[0].thermo" ] }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "dir(L.runs[0].thermo)" + ] + }, { "cell_type": "markdown", "metadata": {}, @@ -486,14 +460,48 @@ "## Saving session to as LAMMPS input file" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "PyLammps can keep track of all LAMMPS commands that are executed. This allows you to prototype a script and then later on save it as a regular input script:" + ] + }, { "cell_type": "code", "execution_count": null, - "metadata": { - "collapsed": true - }, + "metadata": {}, "outputs": [], "source": [ + "L = IPyLammps()\n", + "\n", + "# enable command history\n", + "L.enable_cmd_history = True\n", + "\n", + "# 3d Lennard-Jones melt\n", + "L.units(\"lj\")\n", + "L.atom_style(\"atomic\")\n", + "L.atom_modify(\"map array\")\n", + "\n", + "L.lattice(\"fcc\", 0.8442)\n", + "L.region(\"box block\", 0, 4, 0, 4, 0, 4)\n", + "L.create_box(1, \"box\")\n", + "L.create_atoms(1, \"box\")\n", + "L.mass(1, 1.0)\n", + "\n", + "L.velocity(\"all create\", 1.44, 87287, \"loop geom\")\n", + "\n", + "L.pair_style(\"lj/cut\", 2.5)\n", + "L.pair_coeff(1, 1, 1.0, 1.0, 2.5)\n", + "\n", + "L.neighbor(0.3, \"bin\")\n", + "L.neigh_modify(\"delay 0 every 20 check no\")\n", + "\n", + "L.fix(\"1 all nve\")\n", + "\n", + "L.run(10)\n", + "\n", + "# write LAMMPS input script with all commands executed so far (including implicit ones)\n", "L.write_script(\"in.output\")" ] }, @@ -503,7 +511,7 @@ "metadata": {}, "outputs": [], "source": [ - "dir(L.runs[0].thermo)" + "!cat in.output" ] }, { @@ -530,7 +538,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.6.2" + "version": "3.9.2" } }, "nbformat": 4, diff --git a/python/examples/pylammps/interface_usage_bonds.ipynb b/python/examples/pylammps/interface_usage_bonds.ipynb index 2ee9899b80..54df488de9 100644 --- a/python/examples/pylammps/interface_usage_bonds.ipynb +++ b/python/examples/pylammps/interface_usage_bonds.ipynb @@ -4,72 +4,29 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Using LAMMPS with iPython and Jupyter" + "# Example 3: 2D circle of particles inside of box with LJ walls" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "LAMMPS can be run interactively using iPython easily. This tutorial shows how to set this up." + "## Prerequisites\n", + "\n", + "Before running this example, make sure your Python environment can find the LAMMPS shared library (`liblammps.so`) and the LAMMPS Python package is installed. If you followed the [README](README.md) in this folder, this should already be the case. You can also find more information about how to compile LAMMPS and install the LAMMPS Python package in the [LAMMPS manual](https://lammps.sandia.gov/doc/Python_install.html). There is also a dedicated [PyLammps HowTo](https://lammps.sandia.gov/doc/Howto_pylammps.html)." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "## Installation" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "1. Download the latest version of LAMMPS into a folder (we will calls this `$LAMMPS_DIR` from now on)\n", - "2. Compile LAMMPS as a shared library and enable exceptions and PNG support\n", - " ```bash\n", - " cd $LAMMPS_DIR/src\n", - " make yes-molecule\n", - " make mpi mode=shlib LMP_INC=\"-DLAMMPS_PNG -DLAMMPS_EXCEPTIONS\" JPG_LIB=\"-lpng\"\n", - " ```\n", - "\n", - "3. Create a python virtualenv\n", - " ```bash\n", - " virtualenv testing\n", - " source testing/bin/activate\n", - " ```\n", - "\n", - "4. Inside the virtualenv install the lammps package\n", - " ```\n", - " (testing) cd $LAMMPS_DIR/python\n", - " (testing) python install.py\n", - " (testing) cd # move to your working directory\n", - " ```\n", - "\n", - "5. Install jupyter and ipython in the virtualenv\n", - " ```bash\n", - " (testing) pip install ipython jupyter\n", - " ```\n", - "\n", - "6. Run jupyter notebook\n", - " ```bash\n", - " (testing) jupyter notebook\n", - " ```" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Example" + "## Setup system" ] }, { "cell_type": "code", "execution_count": null, - "metadata": { - "collapsed": true - }, + "metadata": {}, "outputs": [], "source": [ "from lammps import IPyLammps" @@ -135,6 +92,13 @@ "L.fix(3, \"all wall/lj93 ylo 0.0 1 1 2.5 yhi\", y, \"1 1 2.5\")" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Visualize initial state" + ] + }, { "cell_type": "code", "execution_count": null, @@ -144,6 +108,13 @@ "L.image(zoom=1.8)" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Run simulation and visualize new state" + ] + }, { "cell_type": "code", "execution_count": null, @@ -254,9 +225,7 @@ { "cell_type": "code", "execution_count": null, - "metadata": { - "collapsed": true - }, + "metadata": {}, "outputs": [], "source": [ "L.variable(\"a index 2\")" @@ -274,9 +243,7 @@ { "cell_type": "code", "execution_count": null, - "metadata": { - "collapsed": true - }, + "metadata": {}, "outputs": [], "source": [ "L.variable(\"t equal temp\")" @@ -332,9 +299,7 @@ { "cell_type": "code", "execution_count": null, - "metadata": { - "collapsed": true - }, + "metadata": {}, "outputs": [], "source": [ "L.variable(\"b index a b c\")" @@ -370,9 +335,7 @@ { "cell_type": "code", "execution_count": null, - "metadata": { - "collapsed": true - }, + "metadata": {}, "outputs": [], "source": [ "L.variable(\"i loop 10\")" @@ -428,7 +391,7 @@ "metadata": {}, "outputs": [], "source": [ - "[x for x in dir(L.atoms[0]) if not x.startswith('__')]" + "dir(L.atoms[0])" ] }, { @@ -479,9 +442,7 @@ { "cell_type": "code", "execution_count": null, - "metadata": { - "collapsed": true - }, + "metadata": {}, "outputs": [], "source": [] } @@ -502,7 +463,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.6.2" + "version": "3.9.2" } }, "nbformat": 4, diff --git a/python/examples/pylammps/montecarlo/mc.ipynb b/python/examples/pylammps/montecarlo/mc.ipynb index 0275171bdd..8058a9eb41 100644 --- a/python/examples/pylammps/montecarlo/mc.ipynb +++ b/python/examples/pylammps/montecarlo/mc.ipynb @@ -9,10 +9,8 @@ }, { "cell_type": "code", - "execution_count": 1, - "metadata": { - "collapsed": true - }, + "execution_count": null, + "metadata": {}, "outputs": [], "source": [ "from __future__ import print_function" @@ -20,22 +18,18 @@ }, { "cell_type": "code", - "execution_count": 2, - "metadata": { - "collapsed": true - }, + "execution_count": null, + "metadata": {}, "outputs": [], "source": [ - "%matplotlib notebook\n", + "%matplotlib inline\n", "import matplotlib.pyplot as plt" ] }, { "cell_type": "code", - "execution_count": 3, - "metadata": { - "collapsed": true - }, + "execution_count": null, + "metadata": {}, "outputs": [], "source": [ "import random, math" @@ -50,10 +44,8 @@ }, { "cell_type": "code", - "execution_count": 4, - "metadata": { - "collapsed": true - }, + "execution_count": null, + "metadata": {}, "outputs": [], "source": [ "from lammps import IPyLammps" @@ -61,27 +53,17 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "LAMMPS output is captured by PyLammps wrapper\n" - ] - } - ], + "outputs": [], "source": [ "L = IPyLammps()" ] }, { "cell_type": "code", - "execution_count": 6, - "metadata": { - "collapsed": true - }, + "execution_count": null, + "metadata": {}, "outputs": [], "source": [ "L.units(\"lj\")\n", @@ -107,28 +89,16 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/png": "iVBORw0KGgoAAAANSUhEUgAAAgAAAAIACAIAAAB7GkOtAAAAGnRFWHRTb2Z0d2FyZQBMQU1NUFMg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\n", - "text/plain": [ - "" - ] - }, - "execution_count": 7, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "L.image(zoom=1.6)" ] }, { "cell_type": "code", - "execution_count": 8, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -137,7 +107,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -146,10 +116,8 @@ }, { "cell_type": "code", - "execution_count": 10, - "metadata": { - "collapsed": true - }, + "execution_count": null, + "metadata": {}, "outputs": [], "source": [ "L.dump(\"3 all movie 25 movie.mp4 type type zoom 1.6 adiam 1.0\")" @@ -164,10 +132,8 @@ }, { "cell_type": "code", - "execution_count": 11, - "metadata": { - "collapsed": true - }, + "execution_count": null, + "metadata": {}, "outputs": [], "source": [ "random.seed(27848)\n", @@ -176,7 +142,7 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -189,7 +155,7 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -198,21 +164,9 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/png": "iVBORw0KGgoAAAANSUhEUgAAAgAAAAIACAIAAAB7GkOtAAAAGnRFWHRTb2Z0d2FyZQBMQU1NUFMg\nNiBKdWwgMjAxN0qvz8YAACAASURBVHja7L1psGXZVR74rX2GO9835fCyqiRoOjrC0TZuTLij+YEN\nNGAMmIBuu4PGIWMad+DAOMAN2GpAYZCDSUADHjAgM8lImEkgEBICjaVZqlKVVBpABoSZpJKqKvMN\n994z7b1X/1hn77fPPfe+fFmVpcos9hc3KkqljLz3nLPP+tb61kTMjIiIiIiIv3xQ8RZERERERAKI\niIiIiIgEEBERERERCSAiIiIiIhJAREREREQkgIiIiIiISAAREREREZEAIiIiIiIiAURERERERAKI\niIiIiIgEEBERERERCSAiIiIiIhJAREREREQkgIiIiIiISAAREREREZEAIiIiIiIiAURERERERAKI\niIiIiIgEEBERERERCSAiIiIiIhJAREREREQkgIiIiIiISAAREREREZEAIiIiIiIBREREREREAoiI\niIiIiAQQEREREREJICIiIiIiEkBERERERCSAiIiIiIhIABERERERkQAiIiIiIiIBREREREREAoiI\niIiIiAQQEREREREJICIiIiIiEkBERERERCSAiIiIiIhIABERERERkQAiIiIiIiIBREREREREAoiI\niIiIiAQQEREREREJICIiIiIiEkBERERERCSAiIiIiIhIABERERGRACIiIiIiIgFEREREREQCiIiI\niIiIBBAREREREQkgIiIiIiISQEREREREJICIiIiIiEgAERERERGRACIiIiIiIgFEREREREQCiIiI\niIiIBBAREREREQkgIuIvJX6dKN6EiGcQxMzxLkREfBLwANEpYIAEIIABDTRACayAJdAAFfCt8ZWM\niAQQ8ZcErycygHbWUP4pn697thzOdxPVwBjIgRQQt98ABqiBGiiAFbAAjoHHgQL47vhiRkQCiHi2\n4m1EDTACUidEWmcQK6AAlsApcB2ogRfctaf0EaICmAFjohxIieRiGTDMGqiZa6B0lywccB34OHAM\n/Hh8PW8RbyTSzp8Qx6J2/kQN/LN4PyMBRDzj7jABE2AAZETK6SFiEEUGEYO4AE6BI+Ax4Aj44bvt\nrL6baAzsEI2VGiqVEaVEZxdrbcNcM1fMJXPhhKBTxwGfAP4M+M/xDb0AHiBaAkMgdwqbBayz+2UQ\nYB0DFfBd8a5GAoj4JOODzh2eEg2JMqVSgIjAbADD7A1iFagiJ8AR8ATwUeAYeMldcmLfRzQm2lVq\nmiSjNEWaIkkgWV9rYS2MYWMqY0prC2sLZh8ECO0JB/wp8LLbdMlvJSqdd6y7alsNfP3daQreR7QE\nZsAIyIkSp7BZQEuMBZRA6e7tiQuwVsC/+0tv/SIBRHyS8BBRDuwQTZNkrNQgSaAUlAIAZrGJlTG1\ntaV4xMwrYAWcOg54HPgY8BfAy+/4Q/sBojHRfpruZBkNBhgMkOdIUyglph9Ng7pG06Bpaq1XxhTM\nK2uF88RO3QCeAD4O/MlTu+RHiK4DKTBwGQgOvOMq8I5PgAr4zk/K7f11ov/tKX+RxFgzojFRTpQR\nKSIAzGyYNXMN1MwlcxnoisIBjwF/Afz0bbrY1xE1PVr9mjv+oEYCiPhk4D1EU2AnSXbSdJRlyDLk\n+ZlHbAy0htZoGmtMIR/mgnkZqCI3gMeAjwF/BPzuHXxuP0A0IdrLst3BAOMxplNMJhgOkWUggjGo\na5QligJFgbJEXVdNszRmZe2S2QcBIgQ9DjwKfORJXfKHiT4hGQjRRlwGwkq85WqQyiDY8t7xv72t\nd/g9RCeABs4Uv6dWAfVhohKYEs2VmiTJKElI/AkiMIMZxlhrK2sra0sXYK2Ce3vDiWw/9xSu9E1E\npqs7eRnT39LmDq7sigQQ8cnw/WdEO0myl2XZcIjxGKMRBoPWIFqLpkFVoarEGnLTrLReGbNi9gbx\nJFDG/wL4CPCWO/LovpdoTrSTZQfDIWYz7O5idxc7O5hMkGUA0DRYrbBY4OQEiwWWSxQFqmrRNEtr\nl9YumRfOJfdC0EeBR4E33MolP0iUAnOiMdGAKCNKut5xA7QZCCAMtoRo/xz4qdtxhx8gKlzKJwGU\niz+0C0HCCqgngNUFKqA+KGkkpfaSZC7OhARYSdIqbM6fgNaN1oW1K2sL5lVwnEKR7Rdu8Uo/RPQ4\nMOlmHdilnX0eK6TV68D33HknNo3mKeJpxQNEO8A0SfbzPJ1MMJthZwezGcbj1iBqjaJobWKSQCkC\nhsxa0qRAw5wDA2AAjIApsAtcBj6f6PV32Bv1DqIDYJgku4MBZjMcHODyZVy5gv19zGbIMliLosDp\nKW7caAMgUYSMyaxNmVOilDkFUiAD8uCqJ8DnEb3xYpf8MNEM2FFqkiTjJEm8d4w2A+G949TaBFDM\nEhyIgM4AA/+E6Drw60/2Jr/fqfOXiAbbK6BGwAgYus914P8lOgH+45bv/RCRAiZK7WfZdDDAaNS6\nFBJTMkPrNsaqKpRlRgStLWCtle/13CPpgcvAlxP9xoUv811EQ+BeYESUE53FVcwGaJgbZiGAgfvI\nc/xOoo8DP3EnHdpIABFPL6ZiEMX67+3h4ACXLmF3F9MpsgzMKEssFjg+Rpa1KQFrE2tz5ppZrGHm\nrGEODIExMAeKO/Jic6WmWZaMRtjZweXLuPde3HMPLl/GfI40hdZYLHD9esdU1TWaJjUmMSYBFFHC\nnABJlwaGgL2w5Z0TiXecioPsU9DCN1qrphlpnWqtiMhaiQysK8YNtewvJvrtW7dZDxANgXukAooo\nVyqhtu95rQIqc4SXBJ8U+GqijRVQDIyV2suy6WjU+hPzOaZTDIdtiqWqWn9iuRTay4CBuBREDXMd\n3NIxMAUOgC8get3NLvPDRCtgn2hGNFFqoFTuaRVgazVzbW1lbeaObuJUL//5v4l+6o7hgEgAEU+7\nHjJN09Fw2BrEa9dweIhLl1oCMAbLJY6OkOetPu4i99SYVKnWFDJ7a5gBA2AMjIC/Q3TnJAPeTrRP\nlCbJdDDAdIq9PVy5gnvuwXOeg6tXMZ8jSVDXOD5GksAYlCWWS6xWIgElTaOUImsVs1gK5T6pIz9z\ngbhHMhAHabrjvePhEINBK49IBkLUtqrK6pqahsU7dmUzDTB2+WEpnvkKolfcyn1+L9EO0a5SM6mA\nShKJ7YTdlbWZMUNjKmNSaxN3yQLrPgZ4HtFLu98rJ2qepjOhWPEn9vexs4PRCEStwnZycnbJzLA2\nt/bMn3BeRRhgzYH/legcke39RArYJ9pJklmaJlnW0qpS8hVkTGZMpnVmTGqtspaYwczdizLA/0X0\nKPDbd8DRjQQQ8XThfqIrQJYk0zyHuP9XruDee3Hffa1HnCRomvZdZW4zAWUpmYBUa2WMIhLrIKYw\ndIpzYAR8CdGr7wwOGAIJ0TBJlFyvmKerV3F4iMNDzGZQCkXR0sBi0ZpmsSNKgYiIvDvpHcbwwnNg\nfO5veIRoSrSXZTvDIaZTzOetdzwaIUlgLeoaRYHlshXciFJgKF65SwsPnHcslnEf+JNbVH5mRPtJ\nspPnKs8hRVBp2qZnXQUUNc2waZTWJMGHtWvBh0g0/4DoV93zfRvRJSBPkrlQ7P4+Dg9x7RquXMHe\nHkYjAChLnJycXa/4E02TOLJJmIVTQ51tCEyABvh7RL+16Tg9QpQDU6X2smyS5xgOW1r119U07QGu\n67yuldYSE4jeZXq6UwF8KdGrnumjGwkg4unCBEiJBkmSy+u6u4vLl3F4iHvuwdWrmM2QJCgK5DmM\nQVFgscDpaZscThJSipxoQF2D6GnAAvWdcbGvIboGKKI8TSGut9jfnZ02CTydgghKoSzbqtDQhVQK\nRGIMmEjcRm8b5MI9B2xzVB8k2iWapOmeZCD293HpEg4OWu84Sdp0y8lJG4WI5RLvWDIQQLrJO969\nmEIi1n9CtJeme5Ltn0zaCigf4XUroHIiBowxhsh3AkpiYALMgcvAFxH9DrOcqEypSZqmwyHmcxwc\n4PAQz3kOrl3D/j6GQzBjucSNG1AKWrfOhCQDmiZRcqQ2uxRCe8tNF/VBogwYK7Wf5+PRCJLKElqV\nPJbEc5LKWq2gVFpVQ/H3rW2Ym4BTx8AM2AdOogQU8SxGCiilBmIQx+O2JEaskkhARBgMYAwWi7O6\noMAgnn2c6QlpIAUMMLwzLrb9GUqlSYI0betcxdCLrRc5Ym38p1wXM1xtTPjh4IOuqdqIMZArNffx\n1tWruHYNV69ifx/jMYhQ1zg9xfXrSNPWGdcaTUMiuDFLEiLZ5B2XN1NIADzs9Jk94b+wAirPAbTx\nhzC9KwIeOLufWZsxZz2B/hLw+UQvAK4AiVKjLMN43BKAXOO997YEoDVOT0GEqsJy2QaX7lCRACAi\n6upsibtYs+m6GBgptZtlY9Gd9vawv4/d3bayixl13X7dyYkvRc2ZJSGcEcl1rdHqPvCFRK99RoOA\nO7EM9L3vpc/4jDmgrTXRjEZERNztKEvz0EP6xS/GP/j5tgXhceDjwKPACfDGZ84I34kRwGd8xmcC\n3wq8UqlH49GJiIi42zEeP37ffR/87M+26ufXRadJlIBCPPgg/c2/+TXApwNvAk7j0YmIiLj7sahr\nYsZ/+Yf4sl9oBUwRhYbPqBB0xxHA8TGA3wdeBjxS1x+JByciIuJuR57n16/boyOkaae4KwUsMIoR\nwEb8+Z8fffCDTTw9ERERdy++7Mu+DniV/59hcZcQQA58LtGbnokg4E6vAjo54Te/OR6hiIiIuxI/\n+ZP/eO2/hJVdvg51HCOArT8xxateFQ9SRETEXYY3vnGDumOCSt+wCDUSwFb8t/8WR5beTfhhovuk\n4UWpvTTdy/P98Xji22fGYwwGbQO9NE9K+8xqxUWxKMtlXS9lRL61K7cYwA9JPgGWrqVeu/2Rv/xM\nVzP/NNEEmBDtKjVPknmez/N8Nhzm0gMlvb6A74O1db2q66KuV1oXWhd+ZHGwGszPBGV3vdIkteyu\nB3gF0R4wVupSnl+dTMZ7e+3IDWm429/HZAKl0DRYLHDjBh5/HI89hscfx/XrOD7GYrEoy9O6Xmi9\ntHZtAqtMzVwE05sXwNpYiDcRzYjmWXY4Hs/29nB4iOc+F5/6qfiUT8E99+DgAMMhrMVyievX8eij\n+NjH8NGP4tFH8dhjuHEDi0WxWp3U9cKYpTHhQGw/AlbmRT+P6CBN9weDS5PJYD7H7i729jCft30G\nMgdCBmycnvphq2VRLKpq0TQrY1bWrphXzH7vgoyGXgYrmivgBPhN5vuJpkQ7WXZtMpns7eHaNTzn\nOfiUT8Fzn4vDQ+ztYTCAte1wp49/HB/9KD72MXz843jiCRwdYbH4Yyw2EoBxNBA2o0UCiHiW4JuZ\nX0KkgJR5YEymdVKWIJrIKILlsu3NkWlobhZ0U5bLul41zUrrwpjC2tINK/YfmU7D3VDa3gGXvJTN\nxsyZtQpA0xjm2tpR0wzTNEtTWVRirdXG1FpXWpfyT2NKmVnPXLi9JYW73sJdIAfDZHT3q2XpVQpU\n1hZaj4VQj4+R52BGUWA0aglAhuQcHeHGDZyeYrVCVVVaF8ZU1tZuI5vfEeYXm/juNQr+PbRo2g2T\naBlOur1kxJPWraFcrXB0hOvXcXTkvx1Nw1rX1jYyrK27sMyv9pWsaQmsrB1onVfV/mqVyOi3smwn\nasBNOpI249UKq1VZlou6XjqKLd2+ubWPF2f8uXoJ0XPct9fWToxpPZWTk3aWX1W1TexyXY8/LkZf\nJjuhabTZ3MYUXlrY2BgJIOLZg5UMQWTOmJXWIDJAbcy4aQYyAsGPJta6bpqqacqmKbQutRZfuHSb\nckMCKAC9ySY+4zgFFGCAlBnWWq1lMGShdZ4kqVJnm6qsbaxtjKmNkcmRlVilwPoXbkB/1WsPFk88\nRAXUQMJcMq+0HlfVSChWxiEsFm28JaMRvHd8eoqiaOp62TSFkBBz5YbV+H+pe3yzhp8k+lThCeZK\nWotlvOuNG8jz1vGXf5EpFNev4/p1nJxguURZommEAmtmmQ7dBB/pEDaOdQrmAXNuTNI0VBRz5ly+\nzi8Xkt0SdY2qslW1qqrWn3BLN8vAn6jcv5iuM2Hdf2mJkLkyhuuaZI639FHLDCs/3/vkBDdu4MYN\nHB/76yr05jvnrw7dGSeRACKePVi41R8pM1nLWotHvNJ6kCSpUolSYLYyGdiYWuvamMraypiKWexR\naBD9p2/974RCsSeABDBy1czWWpl3XxiTKZUGqwqt7GORETFi9ZxbWnat/6o3RVJ87WWPACpAMRfW\nLo0ZVFW6WmV+MHJ/Do8T3JqyXIgGZYzQrfeO6653zIGPvKa1WWf9a+bS2mVdT8RQypdWFSaTdvJE\nVbVrcI6OvKFs6nqltbBgLX9PEHzUwcMloABy5tRamWCqrZ1oPaqq1E3Tk/kWWmvxJ0rxJ4wpjSm6\noWTpwqy1E8VuwJR8ewbIQrFl00zF0Mu1FAXGY6Rpe5NluMXxsSe2VV0XWyKAuntdzywiAUQ8LTj2\nBpEZgDVGM1fWDgKDSID1HGBtI26gtecYRONe0dAglndC2oP524mMs4+GubG2Ys6JMmtlZ0i7jFcu\nGdAyK8btRVm73oWLdcLrFat0f1eCXwJDsY/MuTFp01BR7AC5qBaSgfATK2UWdFUVVSWCm6htffso\nv6fujiTiXrxVABWQAiVzYcyiaYZFkZyeQqlWHhkOW6MZDiJdLLBa6apauB+wLQQJ9ZnfBb6YWVnb\nEo+1pTGDpsmTJCEZ8MPGWm2MBFiVuBQuxioDl2Ll/mk3KWyvY/73RBWQSlxlzKKu86LI0xQAtMZq\n1Y6blphDFKflUva7FVUlSayNnn1IABwJIOJZie9mfiFR+wbIpiRra+bc2lSWKBGRW0JimI2bnNXu\nCQki9JVLila9OF0kgtfdGfOsnnDuMMsPE72CKHXLeMm5zLI6qt0eFVi68Hrrrs31F7sCXk0ULmw5\ndZ1EKXNqrQwi1swTrcfiHfvBn8aw1mXTVF5tE3HcCW59B3lNG7E9ReibmV9GlAAp88qYvGmystxV\nSgnfrFadRV0y7rsoUBR1WS6doSysLYGyq86X3R/gpTZiZmuNiDPW5lqnwbYZKyIbs7a29sqSxDfu\nulaBwhYepzCgvAHsSXqWeWlM1jRJWe4SZWLx1/JYElqVJcpyKaksrVfGjDYZ2PC68EznsSIBRDxd\nOHJmyzpvtyJaM4jsnGLZRtIEIkDoES9dqI7ADGlXl3KH4CeZ/ynRxNFALbsAmTMgYVbOQrWc52yN\n7hJA4aw/uu6//LF/4bKF1v2XEvjvgE+ISMKceO+YuTJm1TRZkqRKtau4NnrHLjVadEOQAmh66YeN\n8VYhe6+E3bVWVcXAzNpcCEAYyA8frWtb10VVrZqmaBqpgCp69FP2CEB+w4nsXhf7zlxZmxGlSikn\nOcpx0u7THidn/f0dXgLLYORqSLFygf+a+T8RqeC6qKosMLV2UtdnlV3MbRDQNFVdF/6itC6t3dji\nG8ZVYfARCSDiWYWPOTnVbwAfMOfMKZEs5aDQxvWWZqz5a+h6xH719mvupHG2nwD23BteAUNgAGTO\nPoZLr0KL0wQ+bxFsOODu/vTvdcsFrVfeXRXsDvAHAAPKeceN844z8Y6lBkkUEhHcQrVtk3e86k2o\nlh/cH125BBKAgYw5MaZN+AcVULKM3gQVUG0RlDGlK86RhP/ax/bUeZkOJu5CLfxKlFqrgoXDbYDF\n3Lg/VnfvsBCA9n8+eBw14HfMLR3dnuWxgNqYomnyqspcHsswa2MarStjKvmnS6rvbzokRc/6m5tl\n2iMBRNx9+EXm5xHNgoSebMfOmP2iVGxywfoEgE1/sg7+rzsEv878ZURT9/tHjgBkN+za1sP+9RZd\nQxBah5/oqhw6SB7IUMm/CrxPONVpIJW1km6RPcNw6QfjXGMRoCT7WnbjreUmZVwHinyIU5fvEUO5\nsQKKQvqR8if5Z6DOr+X8q95vMMCJK82UXz6Q40SUrC2VDPyJJiAAH9+E1t8G+ZVw0fSJq+xK5LoA\nyWO1if3+dVkrlV2eVjcekqZ3UWbLjY0EEHF346XMX0lUBAYxdwZROfeKtxhEbxGoaxC9+lHcMep/\niFcyfyHRAiiAiQsC/HJwfyEbIwATVAR6tvvZNB0kSea3RboiIm89/fLxvwE87AS31juW/0u2oHS9\nYx1kIPrecdPLP8s93zie9zG3nEc6ITZWQPlv19Zq5sYthQ8T/mVAP8tN9a/fAWSAAn7GbQ2TzaAp\nswpur+2mzZtuiqVwnQ3cO1Fl4P7LdYWVXcZaLXRlTLqxsstdVyPZ7C2H0246878Tp4FGPCvxUWDP\nZRTHwDDwiNW5HrEUoqwZRO+sfT1QAC8lOnHe4rffMWTw+8B9wBKYBZecBEHA2vU27krlhoS26ddG\nIwqWBovinBiTaD0wJjMm8cvHAQY+A3hP1ztO+96xIwC9xTuuN91wEcffsukm/9ugAorPrYBiTz9B\nBVTVtc5Lp8+spUBeRJS5v+pbAcP875iHQgDuONGmuqk1AtC9E6VdbmON3v498/OJTHDTGmBgTE6U\nnnNdQR5rI0zwvWZ7XBUJIOLZgLcw/89EM2AFzIIgYE0F6nvEOvgDoR7yIvcHSmAGzN24gn9NVAA/\neAfQwJ8x7xLdA5z0LnnNu9cu0arcxVJwsb+1s9NuHpeUI3DW6FTXqOth05BbPu5Fj/8JeAAYea51\ngltfVtpIAHUv3eKHQBxtv+THg3yP2V4BxYE4o3sVUF6A6ldA/Via5oHTLZHEtzHX1r7IWh9T0rnX\nWAK2e6I4CG6WwJt7h+cxNx/C+soumeMvd9Ut+PSJfR2sNT6fAEJ3ZxEJIOJZjAeY/wrRFDgFpoD3\n2rzJWxOa600dki9Jkta7dJ5j6ZIK/vM48A1EP3YHcMARM4BDItlqO+pesjc97IhQdd3/V45G+XiM\n6RTTabtUXQhAZt1I1XlRoCwH/tZZK+apAf468G53n7Oe+rRWRhV6x/WmeEtc1CXwju039sXM/5Ro\nHMgpN62A6ud7SleaufYDXjIaIU3P5ikxK2tzrXNjcmO+w41R+hG35nftGv1XqG5ZfkhvK2DjNOaf\nYf4nRJMgSTCUZrRuYn/jXT2HAMLKrqLX2BEJ4JbxWlcZHdZH/2OOI+TuFPw+81WiKTADJkFqVPV8\nMXTdYQJeNXazcq01rllMtO8kyCf7zzcSPXoHjIcD8CgzEY2AuTPH/temTrhIgusVvGY0yicT7Oxg\nfx97e9jZgVhAmXsjy8dl0gMA5oFfPg74peqfDrwrqEFKut7xRgIwjoHW/pjYxzfc7H5+HNgDKhef\n9SugqJd07ZfAVl333AL/2YdB/pLdQD00TVbXidbKGBjzL4AV84uc0hWmLmyPYhH8jGKLtOU1zEsu\nc7B+Xb08lu5GsRuhu3HVE8/oEb2LCeD9RHLvcmDuHoMOauNeSnTsTtV3RDK4TXg9kelxrXy+7tyb\n/HFmItoBJgEHhLJ40jWIb5zN2l4bee2thTGJ1iOtc2NSY5S1JG1BvahfA19M9Nt3wENnZgBElLui\noNztAgwJQOzjLyu1m2Wj0Qg7O7hyBVev4soV7O214zy1xnLZTliTCnRjoLUyJrM2tVbo0K+c/WvA\nDeAj3YzLmrDTBN2229ItJfD6C9zJVwQVUJLvWauAok0VX2EJbNN1zy3wssuXMZlgOsVodDZBVrqu\nZOKbUqqqhlJGbK0BvoVZZnz+f8HEzaQbUPqfIVf3zu1X93aifwkY4Ce3X9c5eayNaIJ4YgE88Iye\n0ruSAD5I9AQwBa52jUh490snOp8AN4AXEJXAD93We/07gSn079LXPkuZ5u1E4v7sdHuRPN0ugRcT\nHQE18IItN8Fbw8SJ1IOgLsgbxAemUwyH7Tsvfp/vt6xrVFVS1+OmgTFszFoPQROUVP5tojffGY/D\nX3gWpASyrvv/m0Cm1GwwwHSK/X1cvYr77mvHKQsBlCVOTjAYgKi9G1UljnCilFJKuivaf7pbegD8\nURBsoVdK62dt9qut5OFefFPVK5m/YHsFFPWUpTDh36+A+sWrV7Gzg7097O5iNsNw2F64DJuTkXZE\nABJgwNwAmTFyY3PgG4Bj4Ce6FIvA95epSo9subq3ExEwBnaABPged99+KBD0wjzWxQmgDoqY73+m\nz+fdRwDvIhoC9xGNgJwodQ0gNhCIpQQiFIgHwGPA1xP9+FO74w8QyZizDNgJ7KCnnJ8mOgVq4F99\n0h/tG4iqILi+XTrYu4kA7ABDQIrK4Yo9dJCPnbjPEfBdRCfAD9+MBsJKeeGAhweD2XCI6fRsc4B4\nuzLWRibJrFZQioiGdS1+n2Tn5CkPAZHdd4ErwOcTvf6OoWTu/pIBUQoQsGB+mChVapym6XCI2awl\ngHvvxX334dIlTCYA2rk6MlVNxs4MBtJnq6QmnYiYKUgqCA3sA3/QDQI8AXgTtlaA5KX/twW/+XVE\nVXC0vmrTjX0d82cRLYB5t+hrY4Y2NJRrP+DlEvpcvowrV3DpEkQIkulyMmha5j9LI64xmTFScSTD\nG/zK9X8EPAH8Zi8EqYD3bzkYDxIBOABGRBmQhkMmgBcCNfN3OkEv2X5d24bUlk53uhO8k7uJAP4r\n0Qo4IJoRjZUaJkkmtXFdgbiyNpPiaFcd7MmfgG8g+gTwK7d+699DVAJT4J7gQIfJHF+XIks8XkR0\nBHzf0/+M30ykgQwYAqOeDvYSomOgBr711n/Jh4hWwA4wIRoS5US+F0mc7sbVcXuuzdwnv1k+1ltD\nInovMCPazbLZaIT5HHt7rfw9nWIwaJOfMopdJnARgTlhzkX7Fvk7IPshMAF2eoMz7yj4RqHXEh0C\nSqlhlkH4b3cXBwet+bt8GeNxu3hEpupPJhiN2tKgNEWSkO8SCOAHzSfAFeCDgRuOruBGXfsoPk0B\nPMQsHo8FUudRefniV4gWrmjnm4MH/U7m/5HoBJj3KqCoZyg3VkD95t4eZjMcHODaNdx7Lw4Psbvb\nkp8M389z0Y3S8AAAIABJREFUAO0yibpGXSutE2MSaxP31vsYKAM+B3gUOAb+K9AAf7j9WL5HMlVE\nY6UGSmVEiZ/jzaxd78L3y5A44IXdNICXBNT2Ef8yZuMdd4ZfctcQwAeICNgj2k2SWZYpKY4Ox8pv\nEojRFYj94/m7RBcfIfBhoiNgBlwiGhJlrrOmbWyRvhvXzJJ3w45vI3oCePHT87DfSjQEDpyTRd3J\nAfJ75q5Q8keJHgOqC+tgDxNlwBWimVLjJBmIFu96kWAtSy+So1vlpjuE+OdEH+uur9oQa4sclCQ7\nXv04PMTVq7h0CfM5BoN2+u7JCYbDdqqMtdBa/L4z7ZvZv/Ny88fACPg7RL/7FO7/m4i0S1F44bhy\nr3HdM39PAiNAESmlsjRFnmM0gmxPm88xn7fqhzEw5qwkNEkQPBEm4t7YzpAJEuCvAG8Jgq20V4CE\n4AJvAL8KvJVoAlwNFCTbVVlF+pPT9QRQAT/ADOBDzIdENzZVQCEYuL+xAurXJhOMx9jZwaVL7RKu\na9fa9VvGYLFotwvIXGtZNuDCIHJhkArIL3XOwQD4NOBVWx7Wh4gMsE+0kyTTJMn9TfbtF9bmxgyM\nqaT9AiDm7wKWwPOD2CINsg4bcQQ8dMdEpXcHAbyfKAWmSu1n2UTeEF8YII8nkETPEYjDkufPI3rj\nBR7Dw0QJcJVoptRIqYEMAHF2kN0QY28H+16VAp5H9NLb+sgfJEqAQ2Ak49W8DhZMVZN5+sOAjS6u\ng4kftJMk8yQZZxny/Cwf63KPpPVA61TrJKBbu6nL6XwTPAEypaZZlshrf/ky7rkH992HK1ewu9uu\nlJJtgn76blW1z1prZYyyVjnhO/T7BsAIsE9KCHof0Q1gDOy57lMOoiuv+Em0931EBfBvnuwjFmpJ\niJIkQZoiy9qPH+TpvRz/ERZkhkzb7n38qBkE/v5nAW8O0g9J4Jh74/5h5g8QLYEJcJloAGRBx1N4\nunxJzMBFXY8FYV9YATUKfJTzK6BelucjecHnc+zvtzGQ7F/MczTN2XmQ6lhPh876S1AJV6Dp30F/\nJDa++GJhdpXaS9NpnmMwaM2Lb7+QbQpNk9T1WGvSmqyV9gsLfK9bLfkDXWFtIx66k9KEdwcBpMBY\nqf08n3iBeDbDeNwSgN/WJh+lFOALA0KBeOQE4j3gFPgiovM7sN9DNAF2lJqn6UTezO5wXTJG6pEz\nrRNrydow5gjDjq8i+i+36cE/RDQD5kpNlBoqlclIEvlJ0oxubc2cSYOMi4hV8DJ8PdHj23Wwh4jm\nRHOl9vM8k2SsMK7EW6EJLkuhWzbGGmOCxEBY3rcCPpdoYy7xrUQHQJok4zzHeIzd3Xaf7b334to1\n7Owgy9A0OD6GUqhrrFbtiivXH6tk0oCTv6nr+uUyhO7WM95T4D5g6FqZ4GrYdTC+X/LYorzdAL6D\n6Ah4cl0ILE+Q6CzMkmJHmZ/sRxBL+b/cfK1hjNCAZjZuxLQJhht7MvDs+JnA/b0cpgU+5n72g0QD\n4BqRnK7B2gwiN0XOz2BIu3ZcAd9A9DjwS8xhBdQw6EvYWAEF4KVKZUop0cGkDWI+x84OdnYwnyPL\n2qS3hEHikYhTohSIfBiEbgy0xgGjTUUlKTAR/3I4xGTSfvwmA/Evpe6oLFGWI0Bmw8l8iIE7898E\nXAceA179zC35ehYSwFCp3SybSHnc3h4ODrC7i+m0lQL9rk4xEwCY055AnHUF4t3u4KdtdnBHqb08\nzwYDDIdnHgcQLp9DXQ+I2p5MZmvtxi7ELyf6jafGAb9PpL0OlqapJ6SgUDLTOjMm1zohSpxjjgvr\nYA8Q7QDTJNnP88wLEZ5ugbO928tl63k5utXWNkAe5GNHN6PbIZAoNUiSVAhgNmuf7+XLuHwZOztI\nU1QViFCWZ9p3OB2ByCcT5Er9Cy9WT7IjF8R7iQAcEk2IRkpJdEVEEtxoN8GmkrGmPWc2Bb6W6Gdu\n5Sn/GtEVb7Vl24nMzV+tcHqKoyMwtywoewePj9vFs2WJphFpSGofdPB8TffjnYAMWG7/eQ8TzYh2\nlZolyVgkVt9+Za2yNjcm13ogypsrw0V3bqh845cSidjiaaDoVUCF8cfLACZKlGpjIHHD8/zMxw+T\nHC70CbExDOJuGCQ+wQYVTqm9LJuMx5Bd87u7mM87O7/kcciiG8nhA43Wa+0X4mVOgL8N/FkkgNuF\nUZLsSHXEwUErEB8cYD5v1UCx/l4glrHjWmfGpEp5gTjtqoEiEH8h0Ws3vQ8PEO0CsyTZz/NUDNNs\n1nEKxA76sIMoJzKAMUYTSZg8CA7EHLj81IpSfo+IgZlS+2k6y/OWkNZ0MPEZ6zp1gSpba32uold5\nvfZ7Pkg0BYZJsivWX2yxp1vZgCplGMfHYS9SKgFHl26zoCxnZ9Mc+VcTHUpxZJLA+33COlIFNJm0\nb743+qH2LdY/cP245/p5v+8iWZ8HXcA3S5JJmir/XQCYE2szY0bGVFJ3z6yYvfkLLeDXEP3crTzl\ns9EI1mZ+c+/xMcZjELUj9ZumXbQrS9WD5eOltbWbQeZX6YYf7pLiNjxCNCPaS5LdLEvkaG1sv6rr\ntK4nWpPWsJaD/TZrHk8Y9oUVUBITpG7W5or5d9wTJHmyweCj9kvLsi2EFTdcYqCmCcOgtRjIdv+d\nA4dgzc/bIZqmaVuAcOlSm3jf22sJQPZ/HR+3BQiu7ihx7Rdp4AqENDCLBHC7MM2yM33AC8QSFWrd\nbmqWYkG38Q51nYpATKQCGWQtKWQDV6XjBwHDJNnL81RKMnxP5njcKtFSjNwNOwbWNm4Eo3cK/IEQ\nX/iCuYcNKoHoYFnWFkrKRwolfWG4DAlYraBUIg0yWmtrtSuUHgIVMAEK55iHl98Ac6Jpmo6Gw1aO\nPzzE4SEuXWoJIOxFEjlIa0+3iWvNTYJXIqTbLyAK53fmoiwTKfH7vPwdWl6RX9f+GTiA1k0XCJ0+\nGzBB4ipYbur77xDtKrWTZblXgb3/K+avaVDXA62V1mQMW3s2CKzLr19FtAR+8wIP2hfVNMylMWN5\niCcnGI2QJKjr9sh5MyQEcHqK1QpVZZumlNUubqdu09urTt2M1Lacx5RoN00PBgP4KRS+/cras33C\nrv1qBFitvco6cKdrDMyAPWCxxcHiTbfFAobIuoq+Thg0HELrNgqUfcJy+UWBuhYOkDGcIe2FAZDt\nBoX+V72TaAfIlZrlOcTjkerba9fO2i/qun0cch/kGDQNtE6NSWS9XbcGweefIgHcHkzkUIYC8eEh\n5nOkKeoaR0dnArEcF7evRylFEqh2T0DiHpLZ1K+RAEOl5lk28GnJw8Oznswkad0xKUb2dtCYbT2Z\nWcAB1ZNqUhXvbMf7KVIoGepgcvknJzg56ehg1tZuYnDW9VBEB/uY+4r7ia4AWZJM8xzTKfb2cOUK\n7rsP996LK1cwm7X2SGoxRQsShboskaZJ07SLHoM6PH+rhQjH3YtSPlEZzDpuAzixNfIfi0JWyLau\nn3vnYa3M3gpdP9OVvz3xpzdL9c+IdpLkYDBQUoQjcpP4v/Lay5UWBcoyI2pd/kACllinAubApQtP\n+Gr3j8tGFGPqqsrF/U8SGIPlsg1tfQOU+BwnJ3I3Vm75VLv70GVf6mCz+U3xANEu0TRJ9gYDzGbY\n3W3br6QjT9wLyb6E7VebVNZB93Rd8Ca03jqzlgMgd1teMan+PD1tmwCOj/HEE7hxw69fl/Mg2wUa\nV5W3xgQ6sAAUBAEZkBEN03QQ9t+F7RdE7f53pTpBf5a17RdKkcSCvfaLPBLA7QIJP4vhkxjNm6Si\naG2E6DOuNcanhkJ1ODQ92wTidxDtE2VJMgurEsOeTH8QxQ6Kq+J7MrXe1pOZuaqJW93+8y6ifaJh\nmu56Hezq1XUdLCyU9I6zFEr6kfFdGhh2HfMJkBINkyQfDDCZtHR7eIh778XVq5hO2xh8MGi/ToyR\nqAS+CK/nb4ZRl+1KMSxOn/h98uaL/3t6iuNjpCnKsq0BvXEDR0dn77xLgbbj152Esub62e47+beI\nNo58eTfRHjBJkv3BQE2n2NnB7i52dlpyFfMnPWinp16Mzt1M44woY/a1v74TbX+7wBiicnPKSmtX\nWp/W9YFoPkLqUvXoo1u/VH25RFEs63rZNH6pb9XdpV65nSoIZDHeFPpMgaFSO3muPPGH7VfSeiYJ\nCckDudOVW1s5DWRNZZX7MLlYGe5ZF7e1hdYj6XQ7PsZw2L7dYRfYmg5W17XWVbD+dy0AatwCgDUd\n7M1Eu0Ci1DBNIW/W7i4uXcLVqzg8bNsvmLFctsHH6elZd/pa3VG36NYfuUgAtwlZhjAyFXVYbDFz\nmynqlgS09dFdQYB7z0nOa3hGR0BKNE5T5Xsyr1w5cwpkMNlq1dpBkWt9XUrrEnR6Mvv1yOYWkwFj\nICOaZhn5iOTee1vHXAgg1MG6hZJtmeYWHUzCdgu8nugSoJQapCmEAIRuDw5w6RIODjCdtnq01lgs\n2jchKMLzlRjo3Wd/q22Xbtt0JXMjIZS3/jduIMtQ12fv//ExHn98ze+z8to7+Vv3tG/dfee3pYKn\nwCBJdvM8ERFA8s9CrsLx3hv16RZrYW0YXYUxltzVKTC+gOK3AsYAMReyfLyuE6V2iEhq2xaLThTi\nQi4rG9XremVMIUvVg73nZUAACApjNu6eZSAnGqfp0Ivg99zTsv7ubnvOV6v2oUj2S2ZyNI1yRcDb\nynDHgL7AaZdIJWMWFhzJDRf1Sc6bhLm+H/D42CfDbV2vtC7cFsZ+AFT3rtrbbEVESuVy5kejtuTB\newCjEaxt33fRFXwxtD/wPcMSmpdIALfrZ7oSTF+WEHQktT0yYYm0S82ZXmV0SAaqJxC/gehy6BSI\nIyxGUOyCnInBoD2X43GoOMFXZPYs4Fpt4sULE99OtE+UJslkrVDyvvs6OpikIpqm9c3FcPR0MNXT\nwYSQfhD4AYCI0iRpCzBGozYlOx5jPMZo1L78oUbvixfD5d1EUjHZ70USu+DNQeN7ia2ttB7Iay+G\nxrf8ePsrft/xsSeAQuvSmL7TVwfe3xoJbaz12iEaS9pDzJ9ojFeuYGenbT7qd582DZpGyDVxK45D\n8+czHzdd9n0KTESXYM6sTbRGVRlgasygqlrPRgjALVUvwuXjxpTMfql60d2obroJau7NJ7if6BKQ\nKjWWNJvcAQl5r11rCUDcC3koa+1XQRmuH/mpevehudlNqGSyAnNh7bJphmU5WSzaZFtVtVqc3Hz5\nAXLCl0suy0Vdr7Qu3X40aVDwMdDGmTwc2L5EqTSsO/Kpbznnoh9sKT1aMywbHc1IALdFAwoEYvGD\niqL1xaQecbk8K4zTWphAiqP1JmnYVwWsFQYM+j2ZEnb4uhTJR2l9Voq+5hE4dXhbXcoFc5IIflJC\nNEwS5XWw/f0zHWw+b3UwiVIlWxWUyW/UwUIy8NoUE5FSbemLmzHQufPip8sdlk9AuhtvcvhWJG6i\nwLDr99XMpbXLphlIlC2vuohs3uUU+UUyHIsFyrJqmo7TF7h+20Zx9euy30K0D6RKTdaqDJ7znHb8\ngDQfnZ62OpscPMlGOHKVJjjVk4AzZ/vObzf5Nub/QASAmBNryZh296wxw7oepKnsnmUpOde6ls3j\nbqN6JUvVXV9uuWmpuu1O9+yfrixJNrRfXb2Kvb02FPNlSOPxWeQnHk/3gIXtV0lwus4XgqSFXgGF\ntRIGqdVqJBa/KFpdV6QnyUWXJYpCSxjUNCtjCmsL5jD08aVudfdNDMMgbluHqX1TwixUVbUxh6v9\nl6Cn037RyzyteZyRAG4TfCeeSASS9V2tzoJTLxC72jhsTwrpXnF0EuQGJDDc0JPpz4cckX5RCjO2\nGEHuFqUkXUf4HPw20TUplBRCkqDEE5Jwkrx+q9V6iNrzzfuc5MWZvFs5s861i0V77iUN6O+zz8e6\nXa+ml5Jdy8eGdFuKgWBeGTNsmkFRTKTXTF77sA3HO57LJVarqiwXTSN+X2mtl7+rrvwdeny8yRnP\ngdSbP/F/RfE7PGz9X4muRGTz1cZBnom65NqP9rILVIMsXJ9twgxrZed7Ze1Aa9mpS24NlrG2sbYx\nprG2ci3oFeCXqq/cWsdVb6GuCG6L3vvfKcOV0yUyiPR/SCamqs784jXRb7uv4/t+s5sJ4isgA5h5\nwJxqLZu2DPNUHr13xr0LUtcrHwlpHYpgZTcGKjdZ/wb4VaJrwflUYfJZNi4QtWVvJydt2VVQetu2\nXzgLs639IhLAbYLv9T05aUcCyImU4VBeIHa1cWgao3Vtbe2Ko88RiOV1/RyifwY8F7DyvoV1KSJP\niw2S8+csUftu9MKOc/wCrxUMLub+wzfIhJy05p57KawrgoWBqgUskXWNyv5d9abK/9SzIjx5E7zq\nJUUpvgbDvw9awxi51f1MrP/3fnKsdF1UA2tzrZOqIqXG4vIXRat+eNVFvLCqWpXlyiU/5bWv3Gsf\nKuB9w6Q3nX4iykX1kuIfLwGLCpwkbVgZxlVr3aduGo8vb6Qg2ssAfbNs8BFAboIYW2uIGqCyNjcm\nlSpDRwCyfLyxVsZPNU7xWFupuHJur+1tSH9r8DNeTXQVQNh+5cd+hK12/oytfdZOV28KBV845D0V\nAgAyZmUtaW2lLlbrYVVlaZoqRUKBxjQ+BtK6NEaqYMX6F90AqOi6//5WvJb55W6Wu4wQTuUdDy1M\nWbZNAIsFnngC16+fnfm6RmheehbGv/iRAG4PmqbJvBDsn4roA6Ib9AViY3xtXBOIA/5ju36KV8O9\nHUzDYmRvByUWlm+UNJTQQNNAaxkN1PRK0EJfOOzJvCkUYNeGBPhRaJIPlOE8XgTzHooLVMUoG1dm\nd45j3u7Pk7/c9yKNRm0aViRgUcOFAwK6rYIyjH4dug6mvYda/ErOn3ROaE1ETNRYO2maVF4/3wqg\nNZqmapqirkuvfRtTbBK+5b/0/b61nVavIboCQNIeEmCJ/huu4e3GUtikJp8vAV+kFfn7mb+DSDt7\nqplrawdE0mys3KAn33Ogu8vHNxIAdwc7azeCuFNaIX/GayB+oEiYcJY6SD8Foevu8KZob60nw3sY\n5+BxYCB/mFkBMMa4xog8STI3joKl7laGnRhTu3GEVeAE+NX2hbsP4a/yW+esP6LMpTEjSS9LJYVY\nmJOTtvpWXoTr19fOfOk5oHvgm6DuKBLA7cGyaXalzFE0gbJsJxNIgZo8OSmOXi5RloXoA8ZUQX10\n0y2R3vgyn61JMib1lddHR60dXC7PxNDr1/HEE52eTJeTDJ2C5kn1ZPadd+N1MJ/mlVLxomgJQHSw\nTQ0y2ulgpheiho55DdTWlsaYuk58Uak0WIgcLzlAkeDEIVouUZa2aQpjKsnH9og2LMJDdy/HwpUG\nZcyJtay1YZZCwGFVZUmSEIHIWmusbYypvfbtWp+2+X3cy85tdP875s/b+kBnaFPQLvg4y3+I+Qvu\n6kZHmLZ0n/Zxw50QP25owJy5SURns5rdPCLj7I5fqFIG4g/3Vq/IcP/f3TQ+ofVVQ7svkZ/kP4QA\n/OkSP0PUcNFA/AE7dwRFcq7m+UPM/8Y3A8s1GlMzl8ZkMiAIaAdyuLHMfixH3QuD5CYsXQ7c9tbw\nwr/mzBVzofWsqlLREsTCFEXb+WXM2esW9N+tmqZ0LmYVWJiwDCEmgW8bFk0zKIqRF4ilKkvasnsC\ncVlVy6Y5kwW70vAaAXBvAV7j7ODY+/5iB6uq7ckUZ+H4uGNzq8q4nkwfG9Zb7ODauvPzpC/3UjU+\nC+KjVJGn/bTko6OzQknnpFhHgU2vOLqvg7UvgzGLut6Rb5FepNWq7Ur1q0ikA8B90TLMx25qR9rW\ni3TdSU8JMwHWGInHS2PypkmVOpvCJi+8uH7i97mSjzW/b+X0nzX1Y2NOWFoQ1rtP5YUfDlvzJ0GP\nhP9BtAdv+7p5ppAP6GJtaAD+FLgX8Pt82j05zJlzitfWaYULHf0GNO/zorf6UeZXbz1d/fYrUfxG\no7a4IFRZJchuGriwr3FByZrHsxb2ZTejQHZ2UyaX1MbkRJm1qRQatckptq5lrHFhUNVjwWUgA9pu\nGHTSa78ojDmt6z3ffiEenhSh+pdO6o4WCxRFWVWrplkZI/mntcaL6txtMJEAniQBpEpBqZE4KZLw\n9D36vjCgqpZlufR1wVIZHeSFql5eyL8qb2B+GVENpMwV88qYSV0PxNCHPZlyJsKezNNTiQCWa3Up\nmz7nF6X0oV2dTGWtbpo0LJNfm43udTCfDK/rQuvK2+UeG2lnpORTAQXzyphF02RlOT49bV8G2Tzl\nRzFLN6ybTHnqyzCCXqS1j+ndbS99vNB3/7tpazVzbm0mM65d4M99v89NJA5t3xJY9gyl2aR+oJul\n2NB9au2Z/CWqlyf7NfMXZD7WPirggPPTAL/F/PeJ5u6cjN3szLW9g9tWuldB6ENdYcqvq3td79t1\nWImr9UDYXay/eBXSBuHbr+QmuNNVBWW4da/xSvc8nvND3h9h/maixgfizLVMjmOWPV9nd8DP3gjC\noKpLAEWw+T0cTl66LIjIhop5xTwwJqvrtChmEv9J/91a+4XTwVa+/cKnnTcde45VQLeTAIyhuraA\nCMSJK8ILBeLSFUeXritkm0BcdR1/XxzdOgWuG+W0qvLlksTz3daT6cT306AbpexFG/5MYMvKjm2Q\n7hiJhZdNsxMWSsp0TIlY67otlJQGmeUSZVn6+mhrq6BQstlCSCWQMg+szZpGlSWAsbwMy2VbhhHu\nXaiqpqpWQntae29orQyjcnS7FmyF+U+fnhX3vxbtm0jk71D6MIH23QQvW0gAZpOnXPcSAHBWRtIe\nWus07D4V3cN3gckYzm6SqZbxA11m1d1/D5NMN+0LfTnzlxGNgRqYBMsy+3sH1wjA72ahnnjo3f8b\nG1NrvgzXmLMyXGl+ruv23xFMGfHtV2Vp3Ona6PE0Lvt6Sx7PE+6iJGIbATmzH2kutVAyY3pt+FLd\nOwnUy4LIfTjd1H6RG5M0DRFZYGpMInVfYftF06Cum7oupPpI60JrLzD0P00kgNtOAPIga2uLphlU\nVZYkYh0sszamFYiNkU+5RSBeBenBtdUlkpMcAQpYMefGiB3cJVJSg+QnI4YTCstSipFXTbPSeiWs\n0+3JLLs9mby9KrGPCkiBknllrehgQ9HBRJlZG03qCWm1qgIdrApE0rVYNUQBEHNmrTIGdW2B2tpx\n0+S+tFQ8Za0brcu6LrUWuhXTX7i7vZaMNT1FPoyO/wT4FGcs2reUufX7xPN11TXWJUjXZppWQfJT\nd197r5OstpCrN3+rpplLdCWBv8xezvMzcpVawG73aelqMUOr5wmAu0LfRQK+VzJ/PtEC2OkFAeE+\nRduVgKpulgVd3aMGToF3bgo+pP2qlPYrrYdlOfbtV2V51n7lEwNuCoWR9itJxvTar+pNpwsXMIgv\nYX4e0TjYZzcItompcIJITwergk6Itfy8CZaw+1kgz2f+j26iUcJMxnDTGObKmFFd51mW+fYLb16k\n7khKj5yFKZyFCaVIjgRwe3HKLAJxbW3hBGLlPIJ2Er0xjdPf1wTilTP9xZbyOPGFT6QpH5DhxknT\ngMgyT4wZVVVbGOdWwaBpbNMUYdgR2MFzejLDc3lTSKGkOOZ506RVBaWGYvFDHcw75mWJsmwLJV19\ndCjOlL0o1X9EPk7lZQDkZVg1jfQiiRzf1mAY07YjWVuJCXDeUD8fa3vWP8yP/RrzPyKaB2/y0Pl9\nrecbzFve6Pf5L222vPYb1Q9PAGXQfZp78yfzv7wi7CfwSPdpVS1c81HpTlpo++pu9eEFzZ/gj4FL\nwBKYAeMgCFC9nb0+ArC9/VM22N247C52XztdGUDAytpc67SqlFJDBO1XUobrh+wWBcqyKctFVa20\nXmldyIEPKpH86dK9A3aRA/9RYB8o3FTRYW+lMHqyfrh6qOqyIAcveAGsSXC+/UIxk7VWa81cWjtM\nkqyuU6WUV5zEvBgjRUc+BRWeeW9k9PapG5EAngIBANraapNAbB0HSF6odq2hVTc9GJbHrRVHS2D4\n7a4nU0lPJmCbRkuVWF3nvidTFo0ZU7uwo5TIg7kM7GC5qS4lJJ6LjGlcOSOYW5s6HWxm7aSuSXSw\ncEdu09Td7hivg6155WuJEPlJS5ePBWCN0bLt3ZhM6Nal4IxvRxLnN4gw1l6GVbcMw5vvtcUAP8/8\nVUSl8/tGzu9Lup4vd7fZ1F0C0D2/z0f9J+eSq4wfWGidVtXecpmK+ZNZT0IA4TaoojBluXBpjzKo\nMljrPm02lYpeBB9h3ie6DBwDs2ChbqgChQ0WaxvVQ/tYA0vg3dsTD1KGK+1XmTGqrgHMmCdakxT+\ndtuvbFcDKV0fxpoSUvTar/jCB/4NzJ9NNAMKd/kDt0FM9QjAdGNB3WVBvpkIduzbL6SF09qGubK2\nMCYL9qC1NQjBNrQwBVV2D3xxix5eJIAL4cTVvQ1kE5MTiOGtkhOIpYRuo0C86M6L14GN8N0xp+7o\nKGZYa7SWpvyV9GQq5XfjGV+P3K1L8a/BqluWZ3ui0+9cYBjc0k9QCBzz2tqV08GSrg7mhwSco4Ot\nRan+J526sg25n43QLZG8DN4DPavD83TLXHff/2WvDCNMxPVrAb3fN9+U/9wY+IcEYLarH8sg6t9o\n/lpy1bo1f9YOxeX3i1D8oLqqKsQC3kr3qX/o5YVP+3VmAJeIZLD+0NGhClSgtY3qfe+4BhbAI+ee\nMd9+lTMnxrTV8cxF0wyzLE+SxLVf6UAGKcMpFN3TFUZj/Tj7gmsw3sr8mURjYOlyIWsUiF5hT+Ua\nDvruvxyDk01E+Khrf5Ezr5lrInExpf+O+mde8k9b2i8WvQMfCeD24MgVRw9l4KIXiNfe+XMFYrNJ\nIBYbEX7RWU+muLpAaa2EHWdOgduPql3Vf1uPvKUnE72O/ObCF35GANImqnVtbal1liQiU8L9VLOJ\nkDZ1CEIUAAAgAElEQVTqYNUmTjpyP0/K2xvmgWyctzYkAHYNZX26Db9otSVpudEO3s/8WURzoACm\nm/y+jXnd2gnNtMX9LzblfkNyDbsQ0DSWuWEeaz0syyxNE6UAsLUtuUrCw8V85cXMn//Zb77FDRCP\nMxNR1uOArLeHMrT+7Ezewxf4uutuBIiU4bJrvyq0HkgZrlLkXWAvsRrTjqDYUoZbbLL+tzQC/SHm\n/55IYqBJEBGqXjjYbAmDwgqoU+A9m+7GTzN/I5F2Zbtt+wWQMadEofPhd+qZbt3R2sveL0CIBHB7\ncN3Z9CEwcHuot5VG9PWBlXsYawKx2KPQMXkR87dv6snMnFOgAgKwrgB8Y0/malPO2WzpyVzDA0TH\ngAY+C3jYqwfMsn5EtKbMmNYuy/RNEWdkKfy5Oli/UFJ+0scB6ybIt3K87Ppw0y47LnawY7LuyfHL\n4M1ZK8PYtpfxncyfTjRx7/zwXL8v3HWlHAeEIx80UAD3n2sEj92KgpRZWdvKFGL+kiQ0fxLt1UID\nQfdpuan7dK0N7UmYvzMRw23TzQJlzC/UTQPDh4D5PnhhpnlR0H6FoP1qQJQZE1bfb1BZu+1X/RlE\na5df3eK1/xHzrjsPYS4k1MH6YRC6t6IGbgC/t/2GfAy4stZ+wSzL7n0EgGDrnAmS/Gsvu+4lHnQk\ngNuFJ7oC8VptHHrmdc0kmU15IbH+R5vIRrtZEU3Yk8mcbKxFc2HHRgLYyDpVLx915gsTETAA9tzV\nXQE08BZfKAkMXINMxzHv6mAhIa3pYKZ3x+RVeTnzVxNNg3tY+kLsc0vR+y9D3x/3ZRjn4P3Mzwk4\noB8EhLnN/msfMkS5PfPp8ULm7yVqOyGEXF0PoMh9SZdcRQJuXG95FRR63bT7tHoKh9/TQOIWCmVB\nBEDuwhvgz2991ejR9vartvqeSE67dWFf2H4VEoBcfr3FvXjNk/htzJBNGI4DUldNG96BpNdkIN9b\nAu+92Zf+CvNXEs2CF9OzbNLtv1sbqrHWgK273GNvJcqPBHBz3ABKJxAPNtXGcc899EfTdgNkDjSE\nBfCO3hH5Q+DTnFNQu7Ajc2FHWItmzz0Tq96Z8Pmo5aZrfBvRCLjqRlQqb9GYG+BLgFcFOljrpLhK\nefhK+SBKbTY55nqTEfem+Q+B5zoRo3Ty61oKDjcjAGx6GaQMY2M1zuuIfOj2I0ADfOO5fl+ySf0I\nrX+xJeTfGAR4rVaCJ+lCODN/oeoVdJ/Wjl/73ad9cn1y5m8jDdx2/HCv/apyrJ869+Is5PXL63vt\nV0IA5Sbib24l/9FHw0xERy45JK9/E3iBa2GQvGUXD4N+ifl/JxJddBpQbHjA+nwWdh7Y7ZnnSAC3\nB48C00AgzrtPCD0C8BEAbS8LWwFv2miPmL+CaMf9JZPQKTi3FGGNALAlLdkXph8iAnAIjJUaEGVE\niT/NPtcK/H3mEnitlG+79XvKTWBfoxm9SZk5p1BSErNvZ/4col2gdCZ4GHhbGwty1jIu6NLtOWUY\nbyYywACYu7/WE/PPAkvga9zN9xum/KJ51fP75Npr4Bj4owu//J9w/u9Z9ylzTpQ6Dqa+6uXMXxV0\nYHn9B5vkvouYv/uJiu4tbYCv5k9GKfkT7uuMK8MdSBmuWyGHm5Xh+puwkfgr4PptIj8iGrkzmXXb\npOUX1sCf3vpN+1PgknuCfRdzo9NT9w58/8KXkQBuF97O/NddUcRGgbhfGmw2CcQ2GAxwTlLuFcxf\nSjR25/scR7jvFGwsRraBLXh8Ld9FNAZ2lJooNU6S1LdcoZ3PZdzgs8zahPmLgFf05BHaZHfWHPML\nFkrez/y/EE2B1Xa63Si46U3FiNYJIKfAu9wNfxvRALjkHiIFN9NLTzPg5cApcAw8311vmP9UXULS\nwAr441t8+b8J+DFn+7y1yr35W0v5bEkylYH13+iLHG//AW8jqtwk2kGXBQvgZUQnLmn/bU8bGUj7\nVdlTWbexflh8WQd1nxuJX+zgu27Tj18Lg4Sk66f8lz/I/NeIdlz7xTlnPiSAZlMG3gZtB/cz//Ef\njyMB3B48wvxconFXCFrL1JtgBovaUhYm1v8dNzs0r2L+PNeTOek6Bdt8opv2ZIqpDdWJR4jmRHtJ\nMk/TTEax+0H/bgVgovVY60zrhIisBfOXM6+AV/cKJc8hgHMKJRfdGfEA3sX8VzfR7TnxFvXk+DDY\nWrhOVIl1rgJjopwoc2lGyaj7uTRDoAgSnj8MXAceBX42IABvmBrgL27dBLyf6AYwB77F7aL68X6S\nyUVXG+/tWnRF3dW74Qi2t2/6ee8gUsDchTgbWVDqYk+BI+CFREvgB54eGpAy3LLbftUvw93WflVv\n94KLTVW/twv69v3NH2B+LtEcmDoh6Pwzj8D6U++5FxdIQUUCuGX8KfOIaNoViMXQe/r1+kCfnI2b\nCvDwxZ7NHwCH23sysakpH70z4e1gFdhBb4OmRPtpuisz6EcjjEYtB8BtQZHm3qrKiKC1zEMXOeIL\ngV/b7pjrXpRK3fFYvhhpY3X2B5nvCWowhsG1r73kfLMyjAXwEDOA9xBNgLlSE6VGSuXCc9JZzSyr\nFKSpOGNOJOXefY5fC/wJ8EtP+dV6J9EEeA7RSOpcAUX0AmYGvs8YrzCoLeZvjVyrIMpEz/z1s/3v\nJWqAg5AFvQgm1egu0zNwnod8ngC+iWgB/PTtNi799qt8e/vVGgGYc2cQPR94tcvxyH173p1qGcW8\n7AMT5/f4OxBePnUTD2sCrLxTD/BdsxX4biIAAIWriBj2BGJ5WjqwiWuuen1h0y+Qmor/geg4KE7v\n605+jLvqOgVrSssCeDD49vcRzYh203R3OGyX8M3n7c5hP35utWrn0CYJiDJg4FICYhH+HnAC/Fbv\njIY68rY20eZmhZIfZU6cTzTpXbt1U477cnwYCPvY/xGiXaJdH+usbdk0hrTOtc61To1JrJVYhzcV\nHX0F0Sue7Av2e0QVcJloRjROkqFSabgMlvm7hYes/X5j0gv4v80W8yeVSH3t+0GiMXCJaKrUMEkG\nMtDEsWCbiBbFjzl19VfhuXoU+EqiX7rdJuatzH+DaOLar4Y3a7/ywwTVJvdfrP93us134VDSXyA6\ncXHDv7rDDKWYl5RoAkx7Pl8oPyab2g6k5+D3+S7aCX+3EUAoBQoNjJx/lG3qjvEm+ORJFckB+APm\nPaeHjDYVJqL7pRvt4FG3GPkBol2icZruDYeYzbC/j4MDHBxgZ6edvC/DWGS6p3jKzGDOmWsxDW5Y\nfA58PvDL2wslaYufcpFCSePucwqMnFHYWIrer0Yvg0qMD6zFOvKRgYsyYVRinapCXY+ahnysI6WH\nvdLe8zeMb1URiVJgX6ndJJmlKQkP+aSLtSK4JVpnxryASMYo/aAbRtQ3f3aL+fNy35on+D6iHaI9\npWZpOhAK7LJgonViTK51aq0yRnr8+ollDXwJ0atvt6F5mPnTtqis1CuFtJu8YB/v/mhQssndFIvo\nWgvgCPgeogXwfXeYxdTMRHQCDLvtFyEBqK70Kgf+w3eV6b+bCOAXicSf/drgFodtMt5hWfPQa+Bj\nT/mp3GCW8v950JOZBduuN/ZkWleM3G/HnwADpeZZRpMJ9vZw9SquXcOVK9jfx3h8NoxX9l/K7Dmt\nobUSB5k5McZ/bwp8KXAd+I1uoWR4TKmXBXnPhW+Lv8+hRN6nW/+qV906HFG69rJsV3aOz2aYzzEe\nt8sVZOK0xDoyaJ5o6EturJVwZ+DexgkwB64Cn0v0plt5su8jGgBTpfazbOw1t3DCazDpOqnrcdPA\nGDbmW4Al83d3yVVfoPv0we7P84rfnuye9N8uLCgzh6sKda3k2wFYy1tY8L5bvwMXwUeYd3rtV/4U\n2WAKRbIl3v1PREMgD3oIbNA0Xrk6y4HLe18H/iXRMfDip8F6vpvotLunLNxYVwP/fMuXhnVHw2Am\nXUgA/sAXwEfvQtN/JxLA24jwug3//Yqrtfg5oiPRFn09/lO+9a8m8pPc/89zDwQRLQLn6PyezHpL\nMPgg0Q7RMEnG4v4fHODwEPfdh3vuwcEBxmPALSFJ09Y+ukwA6jpRKrFWClRkV5Sngc8FXtFrkKGe\n9T8G/vDWb9paKd4gqMiUq9bAo72/9j1EO0RTUbok1pHPfN6O3ZfJa2uxjrW5tbUb+iSxTuZoQKKx\nKfB5RBccL/MhohwYK7Wf5+PRqNXcplOMx+34e7/8WRbdKEVEw7puR4ABz2deAKfA916g+/QY+ED3\nhz0iLCgxn7DgdIrJpA2D/FIjIcLVCkQjQOZTSltfDgxdmnoK7ADXgL9F9JbbbXqOnQwStl+pYApF\nskUEfwnRlGis1ECmZrlt8iaYoeZ1rbV7qIB/SPQLt+9a3krEwBA4CNhLB4Oml8Ap8KNEC+AF2783\nNC+KaOBeq9O71uLfoQTwTiIF7AKPbvp/L7t6O3nzT4AfJHoC+P4n+xjeROTrRMfB8INfJvIDfP6f\n3l8eGsGx00PSXia2AD6x/YflQKrUKMvgbeKVK7jnHtx3Hw4OMBqBGYtFu3xYjKOs5khTJImMwaZu\nwtnv3f4c4Drwvu2Fkh+5wB17BVED/B83c45uigeIZhLr5DkmE+zv4+pVHB7iypVW7AJQVe26FUl9\niyeudWZMZm0a2Auf7BkAI2B2K+N2DTBTajfLxuMx5vNWc9vdxXTabr/yQ//FIgNgTqzNmRuZh+GK\nNb8ZOAJ+alPAJ8rPQ9tZsFX89vawv4+9PcxmZywYKn7ycJ3il1qbBj/As+AOcAz8XaLXPA3GSGSQ\n46D9alsZrlz+K5WaJ8lUhLUkCbk8MSbRemBMaUxirbL/P3tvGmzbdpWHfWOuZrfn7NPee+57T5gi\nTTmVpJyQSlXiKhsTEhMChEqMYyjbUI7LkDIibkSZRmAa2aYHg4xKBLABOcamtRBCdLIkhGQJ6T21\nBsomYEyBkN5793R779XNOUd+jDnnnqvZ555773lID51Vu05dxHlnrT3XnOMb4xvfGMPGLb7jTrGf\nS/Tjj/1d3kmUAEfyzHGC3ddwCABM/ecc+CaiZ4Fvf9Ct7R8Vo/+xBQDvJ6qBA2BKNCL6g6FzvSAa\nMwdpYPj5cqKPAN937RfzfqL7wAw49LEt2uLrypd0XgLfRXQfqIZg5pHDjrcSHRAppcZZBnFFFwtn\nj46OcHiI8RjGIEncCOKgCxKyWClI8xY/JiVcAQlS4L8A3hl9Ow387vYHfrcPk0Ph6wxogJ8kktYR\nsjIve/ivnAIZ0TRNR5MJdndxdIR79/CSl+DkBPv7GI/BjPXaWf841qlrNI0yRkms0w50UiC4w1fP\nWQw4tE80SZJdsb9HRzg5wd27ODrC7i7y3A3+lllgSjlCxhgYkxmTKiWSJPkpIPR5wPPAR4B3RRz3\n2VAV0ruJhPFb5Dnmc4eCd+/i+BiLBcZjh4KB8RMUNKaFgkTx3fMIBc9f4ExbHPPlPQBg4GeB3STZ\ny7JxnreyO4gaqdY1+ewOgMBrmV4V/WcSvf5RD9cHiSpgH5gTjZXKffOu0M6z8R0bpeFP1q4u/DKi\n54Af/KNo5T92AeBdRBPghGieJBOlRkoNFk7OiVJ/AlVvuNJfJnrNNV7b24nmwEuAsa+2pai3ZeN7\nGo/9R1yt54AvJXrlDW0Lmb+RKpWlKeTATKeYTjGbOXM/GqFpEGcIvd2HNP5sD7PszBshP2b9vwZ+\n6hqWsQRmwHFbih5HyoIB58A3Eq2Av3ftdXgT0R0gTZJpnkMAQMiuJ5/EE084ANAal5dIEjd0Zbls\nxTrkQh0iIuYwXFeQQMKvyTWeZAJkSs3zHNMp9vZwfIwnn8STT7pAJMvcEPDJBErFmQDUdZokypgA\nQioKtiQW+Y/8GPptbngC5IKC4/EGBZ96Cicn2Ntzw4djFJRhc1WFuiatE0HB6IvHMDAGauB/IPpX\nL6TZ2ubuvJtoF9hJkoM8z2UP7+xgNnNKNmAzQXq9Dtkdl8qWvnJRQFMCC+DOwzB78fUM0Qi4Q7ST\nJNMkySW3HxLs1sIY0Xdl1oYS+k6dEAN/jugnPp4w4KMJAO8lWhDtKbWbpuMgDRwCgFmaJsYoZhLN\neK87x+cT/cj21/Z+IgvcJZoTCcxIa8/NuB9pcGhtFrf9iQ78/030LPAjj70zCGAiJVtTIuV2vBzy\nvU4bozWMgbWwVgQhpt3G2UapOXm4YKGuOEgfIFoBu8AxUR61PQgND0Krr0mEiKfAVxGdAa+6xjqM\nAUWUhlhnZwd7ey7QOT7G/j7yHE3jYp2LC+c5ivUPmLdlDZXPw48eFAS8g2ifKEuSmdBQAgCCQycn\nWCyQJKhrnJ0BcESQTP7yAiGlFFkbs21xOJJfOerkzUTHAQWFfeqg4GjkUDBNHREkD+DXgXzDV+lY\nR20QEhScbSHBY5F+IDnXvilINURyXv/6ANEMGCfJXp7nsrD7+9jfdxn+MFdSQD0MV2AeeVYtVrLl\nUXZnH/gUorc8zLM9TTQHFkmySNOJFFTKAsoWkjPVNJnWWdMkxpC1sJb9qFHTbmz1WUQ/83GDAR81\nAHifpMWSZD/PlUgyxATg2f4vj7JM+pVf0Yj4c4heO/TaniaaAAuldpNklqZKSm2VEo1CYq0I70bG\nlESJtcqPIezQlBb4bKLXPcbOeC3R3cBc+xRZKwEoEFjXuLjA5aXzm6oKdQ2tBQa0//qm/QlIEKzD\neLvjPwaeIJopNSbKlEqj2Wra5+tymb3T0xQlwBcS/dCD1iEV/WiSUJY50ctshtnMJT9lnH2SuNEr\n8u9QGiaxDhH7ZsWd8YphzPoVXzNkXBTRKEkgJlgoeAGh42Ps7rpnYN6wQKEeO8YhQejoUtdY6jGQ\nELmUj6Dg/j4OD3F8jDt3HArWtXvpl5cbaZB/APKr0YfAgIJ5Owh4K1EKzIC9SIipIyV+ASx9Im0J\nfP0jbWkGxkrtpukkxFXCa+3vYzZzsdRyifNzjEabQarGJMJrCbUVpXYCrzV/yDZqzxDtEu0myUGW\nZZOJi6TH49YEb9FQlCWUmjSN1FQaa03UyrcGdoASOHl4BLoFgIe73kO0S7RI08PRyEWOoosYj4Ff\nHzrHubhaxhhN1ETB48Q7DkfApxF16s6fJtoBdpNkP8tGIr8bjTajdGVzNA3qOm2aWdOQMTBm0/y2\nx1E+zs6g2GTLDKZAfZydtWzBxQXu38fZmYOBspRoQFtbMze+57OORgNq34g4WOr0yqhrJ0kmwjKJ\n2QXIWmVtaszYmNKY1FqZixmn7IIg/Wra7XVE9wAQJURQCmnaIrXicKfzYQ52Np4o0gl02LMr4gVv\nu36e6K4IhQUAhHATEJKPiG6tRZ4jZC+HODc7NOk7JF2yLaUJabi75PwDTyKf2czdtCzdA8TRDxF6\nENih+8Ldpz7/mQF3heQEEt+63NF6voNp4Q/OBDgFvo7oeeChSM63ER0BuVI7oxHmcydljpVsSqEs\nHaAiKmuvazRNIqMsvJItaUdUEnR+OtF1Rua9i2gBzJPkIM+z2Qy7u1gs3Nrmubt1Wbq4yscEY19Q\nGRRWIx/mzoAFcAL8aaJf/jjAgI8CALyTaB+YJMle2D2Hh04aON3SO2k8BvPI2o0kI9JFSPA4B/bb\nvMe7iPaAnSQ5HI0y8UDlzMu0a7H+Muq6KFAURDRpGgsYY0y77W34+088hv460OsNc2XMNFj/01OM\nRrDWxc5N41KCzz+P83NcXro4oGlKY8Q9b6JaXx19EEmDkqGwfYfoIEkWea4CForRkYIsn7IbN02i\nNRHB2gCHna5H/wfRj25ZhywMxQ4ObCx1l2nGYiOWS6e89LlfhwQS68gYpijK6cQ64gVvI7sEGxzn\nliQOgYJ3D1f96+4obFtMuPmpD9sIN74yCHg90V2AiZJw98BziiUKQBiw0N83fIxfebsFBQMGPEN0\nAMyVmhDlSkmfJQQZvh9jUDJnvaLWBPi/iF597V099Uq2JEiZ797Fk0/iqadwdORO8Xq9SXGLvtbX\nPSRK0RZiLUQDk+s9idBQiyzLpKTm6AhHR05hledgdnvs/BxZFgoqKeiMfSASdMYhu758YartbgEA\nc18GlU6n2N/HnTuuDGp//yoAMEZ5tzTpSQNzXyVU+df2DNEuMEmS/dEom82wWGB/H3t7Tnsn1bbi\nGlxe4uICfhy8a7dgbQdjJt47OHtULmgTTFhbGjOVg3F+7lyVonB5SFF/np/j7Aynp1guBQAqrUuZ\nSMVch7kcUW/CuC0B9VLlHyCaBSm6uKKzGSYTFykLEyVYWJYoy6yqxlq7WSjACGja1VhHwGcQvWHL\nOlgflLRornAUq2rjJJ6e4vw8fE3BgNraJgKA+KeJpgAq32xgW8hlA6c0yLnJ/yLuYYdwMwbM2n/9\njhU2PRBKh44WxygoDyDCGKEjZOVlE8rdBQV94oe99R/k+jiqyUqlv0WSzNM0DXEMkYhZM2NkSUtj\nEmbJpXV6WFrgi4g+BDxwY7+R6A6QKDVOU0gjk709HB3hzh2nrZpMYC2WSxiD9doV/cXEmk/ux6xa\nP71xxe6KiYRZmk4nEywWODrCE0/g3j2n78oy9wASXhOFZAB8xxGZqBEUVmnERI1fJP2cX2QA8KtE\n+0SjNJ0HFXy/DGoQAOralUEp5SQZ7eAx89Kdlff+BGZGgaO8c8dp7yYTEDntR9gcnpTIra2slZlw\ngaYMHKXor08f6bsLj5Qwl8xrradVNV6tnGMiDyNsqTGb7JlPBmiZRe5HvVe+GW/80Q86Krtpui/a\n07097O1hscB87uBHrP9yiYsLLJchXydhUObhMNahz4HDIdoNcVaNWRuTSqwjYU2eQ2v3CkT++Pzz\nuH/f3bcoxAKWMn7WB0y6F+tQ9Em3h1whbnBetnzNy0ucnUEprNcbEc7pKS4usFrFVniDQ55zixMw\nto1Dww9A1EXBUHBQ1yBCWeLsDGdn7u4CQlqLaqVp37qDgsF9/u4k2UvTiZCcwibFE+2bBnWdN01C\npCTOaDe4jvubDr7QfnpfKZWn6Sa7IwXeu7vOwZKARoj4KKUxSG11MJv8rObRlafprUSHQJYk8yxz\n+i6pp3nJS5y+SyppLi9dqYdkAuRT10mSOIVVW9+VRDBgX5hy649rAJC02FR8BwGAu3ddGZT4DoOw\ne70yqMyrMt5JdEA0DtLvUG179y4ODlwJkiT9xOb6QyInPzVGiXfQ096Jd1A+klgtjAoorF1pParr\nbLVKJE8lprDjjPu60KYsl3W9MqawtvSj3qtoDEsYj85tWVvg3PaAUZIshHOT0jPpPBEi5WCghZ0Q\nXkI0c9amERZ2Qq7ZUF4kMF21tYXWO1WF1cphrWj/ZdlFdSOBztlZCAJk8HrlA5064rvCB+09MHht\ncEisfwi5ZjOnPhLmTXbCc89trHBZomm01tWVhJtub8KOsXAxELNmttYqMUAxCoq7IyKogIIRAlUe\nBQMCNVEvivjuB3k+khpjieoCySlhrmgxyzKp63HTWK1l/qVmHgMNIKMvdoBDYPWg4jKpL0mIksBr\nhQRGFHk4j6rz078X0x4d3M/uSH77Cvs7BlKiPElGkkeUCODkBE88gbt3nb5LXrHUeUiOPSR7fIK9\nEzTHOmMDzG8jgBu8fpnoEEiSZCQ5MXFFDw6cJOPoCOPxMADEooh28EjtQxjySCnRVO4i2rt795z6\n++DAia+FlGR2dkE+ZYm6VtKnXhR4kYMQB4mPsDPWwhQzr5lzY9K6JqUWQCacgGxNMb5BDF6WZVWt\nxP3Xem2tDCKPx7GWvrciR6afo0LZieTr0jSTSFmE8E884WQwEilLKkJaDwUsbJpU60S8JB8pJ1H7\nVQm5drbEOilQWrvWelaWSoSVYvTF/5W4J4QdEgGUZVPXa60La0OsU/c+1wTexuNQaW3TNFmwv6K5\nlJqDoFY8Pe2Y4CLGoR7b1vgV3haIbKaHW1s0zSwwYLLrAkVe1y4SlbR/hIKlv/sgBIbJE6+aTEaS\n/5SoTnxw8SQCySm+BVHKHMqbc6BuqzBnwD5wuX1J/wXRJ3hijUK+Wuy7bOOicMmewGvFrJpXspk2\nu9XJcAQrPLnScnX1XSJFlbLKnR0ohaJwYqTxeCOvigIR+JrKvsgqKKxeoFrrj0cAyGS2dQgehYwW\nXWBIzw6zue5tWYCJbFsayD1pYAokSdLS3h0duT4EBwfOKbi4cBShOE0RR0lKYSgyjXUX+cMX4Fz6\nDZ0xZ9YqrVFVhnlmzKSukyDI8d3fqqYpm6ZomlLrQuvS2tLakrlgLqJJTPKPmMwNLT8B/ArREZAl\nyUwcpThSFkdJdEfn50hTZzIEC4sCVaWUUr5KYDBfJ5FyR4wv4KSYXaxTVXurldPklaVjBkIHHhG/\nr1Yu1mmaldaFMSHWqaMopxrSCA6+g+8k+iRpQMZcGrOq6z1xAwXkyhLTqfu3dKOTTgweAIpAuAkO\nSZv+SBJWXwN+aiBlrjwKOoF/aPYn5JukfAQbPA8WUNClfKIuZuFn+Nbj6dThunhRUmAceEVJMkme\n35OctZCcQJwCjcX426orRoFYIzLMSaj1lQWcTsHsuJeLCxdRSX5Fsjtas/BaPT5NtzMr5E3w4PVL\nREcAlEpFYRW6+wUNqISYUmjSFlbFxsRGEi87pDPObiOAG7xcGRQRSZ4qFoC7o7zFnnp1oNQBdBJx\n/eCRiFKlsqC9E4JyscBi4ar/pcYq9gsijpKDCN0XnaHn6wXt3fWvr2T+bp9qToSHFf/UmHFd52ma\nKCWV68ZabUxjTG1MpXUlZkjcf+YwhSpMo23apt/4RqSOc1NqlCSpVEItFk6HfnKCkxPs7ro8pKiP\nlstWyk6pTaTsHaUO85YBpuepSdMOMK+tzbROq4qIFkGTF4beBCFWWcaxztqTXWU0dCX81G3st1ua\nAv0t5h/1veTW1i6bJi+Kqew06UAXRi/IU4lSZbXCel1U1TJ6jA7VFv6Ndshl2g8g09UT5sIYQUk7\nFxcAACAASURBVMHdGAUvLhzbJncPJWDrtS7LZdOstS6NkTdeDT3D5gok55NP4u5dV2XdITnFK5ce\nG1onkgJtZ9HSCAOaLf7NpiM0c23tRCBcYEYYrdXKAcByifv3nZItyu5UQckWwUDMrXHbz9hqtog2\n+q6Q9w7pFq0duPpYtqXyYrZtXVk/Ckn8gKnRLQDcyPUviU46oohO5LhaodpSAuLjRx1FjvHLM+3g\nEUF7F8oCg+QxxIAxtETycwxJ7mw71HigAn3btfSnSDGztcZLQvMkyZom8Yyk1CeLGClMCHHObHsQ\nuXw67r+0NnoT8xuI7sVC+JCvEywUuoAIaerY0jhMDq2H2vk67nGmshRxUmQF5ADL8HpjVNMwkWae\naT2uKge3svhaQ+u6rotOrMNceLQLsY787Fv/bc544Sc7jozJtE6qCkRT4bjW6005iCRdqgplyWW5\nqqp1Xa+1XhvjnsHb39LjUNV2O+QfnZxQISEv85pZUFApNZfNXBSOpg+m2ecnq6paVdW6DT/xfeUf\nAQVfLSgeOkyENhtCcgoSCNUWhEZJSKYN9NhIvRqy2ZJW2RBrxkzE95cchlKugZVI7FYrnJ/j/n2c\nnrpylqqyTROUbA0QuDXd5rXQ/rktw7/ZjR1xlwiQRN8lIYjQel5jBmsbX1NptuiMr66nuQWAh75U\nvMqhDComRrV2juFAON3AGNMrg+rXxCofZ5CUIHXkd3JHsXex8C6Sn8NvC/sgjjJ9+FTwqc+RSoWO\ndKFw/UmIBADCjFzjy1UaPyYwHvK+9n3r7NDAkMoH7EKgpSFfJ1Y+wKEY4hgOe3FYP0zmoc4TcTx0\n7gEgZU6YYYyt68ba0phxVWVpmjrjw9pabUwtbLt8tsc6hR9F0ol1fmnLK1iLN8CcMSfGUF1boLF2\n1jRpqEXwe4Obpmyasq4LASHJQ3gEij9FGwDCk3SuFZAJClq7QUFrZ5KNkFRkkCc1TVPXZdMU4QGs\nFfgpomco2owfA47klETayQnu3XMkp9a4uHAp7ouLVo2xN/6u0ZIP7Drk3ngoCAi8VmltofW8qjIx\n9MIfCuQEjbXI2KSWZb1GVa2appBX7HMbHXarvrb11/7nJo4Uc3//PqxtNVnqaMwinXHjAxHTVhvr\nNuF5CwA3cMVlULUxk2D9z87c21ouoRSOh/7jLWVQekgUobzJ3viYQeN4fr7ptXl25rZmW3tnQgnS\nFhU2R0dl/JCL8K3MX0Gkw4Iw10AurVF8f7rQlcFEnXkaH/7HEcDKc8Hcm1q+9NaZA4ETNzYI1G1Z\nOq5AsDDO14WQqx11dWKj2GSE62uZv5XIBUzWun6rzKW1uVKZUokHANeLyQc68n6rdqyzjn5yz/o3\nV8ZbEshnzMoYWXMRJo3SNJM+P4C1Vlvb9HCo9O5/H4dsL+Oih1I+goKZ58oFfkpjRnWdSz0UEFCw\n0loeQHxkyYGXzMWVKIgwYECkvfLJMtQ1jNl0WAmzz4IK07+gbT1ls6HtLfGHkvS+MZdVdbBeOyST\nbLbEVaK5CrzWagUJrTyshvR+R8zWETJsuzYl+oFCkNMtAj+RmQV91/37rfR+09ReYTWYWu/rux6t\nP90tAGBAGgjUzEUIHgNHWZauDGoLADTby6CaXhmUiwyMScQ1EJiRzSEwI1qU55/vq7+r4B1cQ/n3\nCMt33y+FG5zNLM3WUy83immo0PiojtpRBLNYRaclHk9fAr/cHiVo4XsiCu6KryQFWRIpx/k6WQqJ\nlEO8tV0IP7gU5/7uBLC1mrlmHlmb+U58blCBAIzMXfF6m0B5F74j6Woo1jFRrDN4nfneqIkkkIzR\nzJW1hdZ5kqRKKT+1ylirrdURCMU41CHcmqHH6NNQL2f+diLBSBLGT2thTkZJkgoKyp8Sn0P8my0o\nGANheOOvPjlx9KZks+Sn8JzGYKiPUJz/tERSDdDXU2wjOQtgKul95pUxWdMkRbEQ6ZqwiEHJFurd\nisKW5aqqVk2zNmaT4Gnr2SqfteIhJVt8fQ/RJ8pxYC6NKet6LOn9+/ddHaXs7bgMWIoNVyuUpa1r\nCbCCvqtui7uaIenHbQTwuFcog5ITWFXVaLVy/oJItUYjKIVPHooe6lqCxzgh1pEGxp5gwyyu1iwM\n+ggcpSjkgvbu+edj7Z2WneG5pmZIA97Rnj7s9f8w/1Wi0lsNN3gvakEaZ9tsewht3WYhwm/adhvn\n83bUJd63a7gftx7SeiNJDEvho3U0DWvdz9fpXqSshiLl5/xLD7nu2tqcSMgusbzwnWoEAxofEgXH\nMBi+lX+/tjeb9wqJ3t9n/gY/+cc1RZA+d0plvh1N6JYjrcGaiHOrIv698CC0bmeJAgBcDD3ARYS+\n7O8+Uiozpo+C2jN+suAxCm5j/FrdwiWZIWlPyTNLSCfEt+e+heQ0fs3NFj2F2qKBufRcX8aciYNF\nZJjnWuciZY6VbE2Dui58gqfw4q44uxOzW7Zn/c2gNwjUQCaWxJhV0zgAkNIHqagP+i75f8lHApGm\nWYeCykjfVV9b33ULAI9yVT54DNLAbLVS/TKoQQFlRxvupYGdMqgYbJwCPZQgCS8Zqm3jSYTB6tX1\nOhJfV21qsmnDzANpyiuuDwN7EaUTJo4mvZnyMQA0UR6ybgszbDTTZhVNe48LsrhpKAjeRf8uABxE\nKZ1Iua5LYypj6rYQPq5FMm0sjCnjVzO/lGgWIZN0GM18PUF3krgvdGqGACCQAzEA1IOtw3tBgPUp\nU7HvFZF7DEBFJlgYOcGhJsKh0kchsf3lGFyBKlrzTrTHAbrEuPu7p/7uiCaWSKTVv3tAwbr9xlv5\nT+FbLi7A7JRdQnKGFKgn9yTe6jeUDZ+Y5Ow0ufty5u+JlGxkjK1rbW1lzLhpRkmSJokIxoxn1Wqt\npbJPXKvS2k4+o/D/7vdcGrTFf5v5R7y+q7D2smmystyN9V2SYBf6N1T5FAUXxdIHIh19V/zRvUBE\n3wLA419SBkWhDKppVFEsiBKhC6NefQNk7hZpYCyQiF9YySwAcFmWO6uV2w0BZuIZsNL8fbVCWS4F\nZoyRPVpHCvS6rfxDTxLzUNfPMH86kXQumkeT1pP2RPvYwWwii6B7gyzCwOsCCHX8/4jojwGZtAAz\nZtU0c/GGRIpeVa4bpQCw2A4xGatVKMhykbJfjSuE8P1I+cPAoT9RTZgsyJy2I4ZO9qIPAIOxTn3l\nGJZw/T7AHj/kvxpLm2sBgP5qt/sDV20GxrQzLuE3l1vu/krmv0HUxFPnAgrKIkRhUBievg0Fq/Yi\nvGI6ZWsp5D+DEHO9du/3/NyRnKGnbCA5o+i2H9vF+c9su5ItYYa10jaxsnakdSadWjzg6ZBc8VF1\nZW0lx9PDaghubC+9r4FtDUFL7y3l1qZaJ1XFRLuyGtJWXY586D9YVbWIu5pGznhMQ5XtmsqOuMsC\nb7ktBHv8q1sG1TSiKptpPa0q9862AUCwy1EZVFwJxW2lSikwo3Va18l6PZXouCwdQyocpSj/iqLF\nUUZJqrLnGpS9JNUj74ufZ/5TREtg149djccLdyx7bBG4TT1xFCWUbT3MS5l/giiT1bB2Vdfjokgv\nL12Obr3GZOLOicgEwyyU9VpX1bJpirj5RBsI+wDQZ2x/jPlzieb+4aXBVtabKcg9Vie2fXU7VrCR\n0728xjr/c+YvINppr2HuC6BUPxAZGjURUq+DIVcJXNEu5llgz3dqqnsoKCrMzt37i1C08z2bpLrW\nEyE5Jf8pJKf0WZJaM+kpG0jOujahw8QWkrPpVdejl90hQIvEwPNmpbW5MZlPbGAwu+Nj946QIUR4\nthfhbbtW8mDMmbWJMdQ0kmCfNs04y1RocGstpJJGJF6RyLj0Cfb4YUKVSQeKbimgG7i+gvmV7TIo\nBrR3TiUpR9sAwKsyqiFRRF+TVwJra4WjJM9RkpQgxQr0pkFdl1W1DhxlwJg2R9lXoPMW7cf1r7cy\n/wmiC48BI28cY8sY5xh1NImbIkok5EKf2+IopcxrY3Kt07LcUyqJhfAhUhZFUFGgKGqBQxHC95pP\nhPCrX4/drxv6cebPJhLvddYjuzret47SGHEw3vmyxk+2uqYw44eZP58ojMGa9JaahmRUTfRliwjb\n4t8UW3b/yrv/M+a/QDTzfzB+0clQGNTB+9KjIHq/KULMiaT0z842Qkwpp5dXLCpMITmLAlUV6stC\nh4nOT91mOGkoqFLA1I+Qk4qwEVHGnFo7qGSTHFIdMbcdAIiBTUcOzRXepCvUYlbWstbyGEXT5KLv\nIqIw78+YWmoqvQJVfvbFXeteh6KrZWa3APBwV6cMynpp4KhpsiSRCc7DgB8yNm0VfAgeO6qMtSjQ\nraWgvdNaqm1Tr70z1jZaV/5Txhxl1GshuAbVUL1V+XgL8j7mP0Z0Bux6w5T2WCDtTb+KDBbaIFQB\nvzJkDUUIr5glUlZETLRj7ShEyqESSmvUta2qQvoOeTgsIilkBxGvU44L4D8Ah8Aa2PHmL4+ML3on\nvx6KdTruf8x0Xef6ELAPlBHW5ttNcB8AeOgxtI9C3vmgJ/kd4MRzOIUPAtI2Cto2rRQDQNML+Czw\nxUSltSutJ1U1WS43JKcIYEKBcYjqJP/pSU6hYmItZiequ4Lh/EHmLyHSXo0qvNYoSmxsltQX3Maj\nNTpKtnUv6xucgF/YvrCnvgQ9AYhZetvVvuIvDen9MPZLRJ9eXlV7n6aj7zLtCYAPlJndAsDDXWc+\nMxlMsGydnCjVOiHaFgGstgePuu0syztbi7lklpSXE197mHFJKmZjTGNt7eV3le8+1legr4fqj/S1\nndCrrAPzlEgasEzaxlG+V2dAMbVlQrJB373lMVZA4guyYiH8ROtxmmZJkigFkSGKCl6w0CtuQ7Dc\ncZTKXpn0FZHy+5j/E6I94DL6jlnP+MbOb9OGuhgkxDQ87LK/mfm/J5oDhU+65FEQgF4gEgOAijzi\nGKsaYHU9dvgdzP8t0R5QRCiY9VBwEABs2wcPkF94MUVWVSpJRqGL+HjsSM5QGSs1wGW5LMtV00hP\n2SIqb+4Edp2GsnZLZuUEqCIebKNkY75Cydb0Ehs8RHjWXm217foW5r8rfbY91+RkZkqlRGkbhEyo\nqZQoxAcinfR+1UvwyLv4hdt20Dd1fTPzV/bKoEbGZESuDGobBdQLHuW1lVs4BFFrkNfeSUfGzJjM\nS7/hEUj78S9uZ/QA4KGk34+YHpdSTKKRjwPyyELFABB7xHJULoHf3L5BL3yknDCHgqxYCJ/ESxGw\nULJ2kghpS9FjAOB2sfQVq/HvmI+I9oEZMI8SHh3/t6MrpSGzuy3WeeD1r5n/Sw+0s3bSpZ91Fxtk\ne2JfjsifAnjrtZ/kXcz/OZHMmZpHSH8FCtZ+Kfp3/zygYF4xp0JyFsUO81Rcfqn1RVTrV9ch/ylC\nzG1RXTkkxBwkOX+K+XN9ZqUeSmKF18rtgxmf4nUPaUJ6v9he3R0rrKw/mK6lCpAbE/RdXiTFtl1Q\nGXOMwZUset9a+5KaWxnoTV6nfnFD8Jj7pJwc+8kW7qgPAOWQNFDe2aUPnK2Qj8aMggLdewc2VqB7\n8V/VC1Flc8S7OZzS9Y2uDHsYmIRUYQQASWSJ5MuugP/woEPyrJ/O6ITwHgtLY6Qga6NCCV6ST9nV\nEecWC+FXQ4KNxq/Stus5ZgD7RAEDsnbG20ajF/ruv/Gk8Lsfwx37APNLIgwY9YIAG/UDUO2MC3oc\n1Dse8kn+DfOTRDvAPEKgJOp3FqMgrkTBtS8wTo2h0FJQ60lVSUtB2U9GuO+mKYMQU5QU1sZpz6LX\n3yJ+udss4I8z/69Ehc/uxEq2GLT6qBbOV5zdid3/ylMFV1//iPmlRNMINsbMGxCKRp5Zbwf66f0Q\nAWCLvuv0FgBu9vpt4BN8fk9ew0hahnkbN9mS86l7jRAwFDwKLXsepN9AwxykF4lvt4BQgNPjKKsh\njrIPM9VQzvMGYSD1VrJjKCtvTK9zvZL5K4kCQS/KPJGip9amkaMk3Ye0nz1SezjsA4Aeku4011uN\nU2ah+Xaib5dFSdGkZ0FCrLME/u1jL/jvMo+IdtpUTCcbkbQ5N7RtmQD/ex/pSX6POSXa9xgw6r1c\nEzVl24aCFbDyiTTR4dim2ZCcSkmHCSE5dSA54/ynF2J22mzYISnOFQKn3wbuAquekk0NKdniCKDe\nEleJTbi8Nrg+CyyACmhiicHD67t4KA8kNNQ7bmcC3+z188yfQ7TwryHeNylAwMkWKiMGgHJLUk7e\n2VuY/zKRjjjKChjJLGyJM/x42CsU6H3XoAMzL+i8UL65bfecL6hxjhLzmDkjyoDEN/qH95KMh8xt\nkXLdWw19Dfd/EOHWEd+VRWUQ/VhnDfz2zS1I5R8gj6xw1ou31JAnWz+q6Q+Xjui+eYQB6YNQ0Hrs\n+TXmV/j+rK6nrGQ1PQMeslytqC6QnECnz9L6kYSYElH9p0QHwMpnd0Z+Dfup9SYi1gYjG9MrY3zg\n9S+Y/1yksJq0FVa0Jb3fAQBskZkVwC/+Ubf++Kj0On0t8/9CNAXKoTIobAeAyhfBdnSQNiJ/5J29\nhvkvEk29x9QRn6hIfG2HOMqyzVF22EzZHC+W5lDfx/xFRLPo4asQcjHHqm37IEepGgJdWfaHTZQF\nhBPKq6+MlLqt33/BFjng0Dgi3LIeAMR511+/uYfhCAbGEQqmbRo9zveUwL/zDyAMiZCcwm7X1ubM\nrqds/B+GJhNS3tzOfwaScz2US9PAS4HXEZWeca2BL20vwr9lvhtldyZDEq/4b6qhyMZG1v9XH3KR\n/z1wAqyAcksqor9dgytZb0mwC9l4ho+L66PT7Ppnmf+ML4OatYPHbZmDWBSxTZMXK7J/Fzj22rty\nSIHOQ+0W4uob6iWpgr37yIvqHf8BcOgFhVVHA+OpUvQKjztS9Kq3Gg9VkPWHEOs8PuGWD9VjV8CH\nX5iHHLx7x3iZoUzPtzN/GZH05BECs2bOfVTXbbMR9fKrh2Lc1dBpenmbCheoWAKvJnoOqIBX+KeS\nxTmOsjt5+yvYKMGj2sVl8Ua6BN7/8Ov8NPOfINpr64yvKDQJoa3ZIjN7WBrqFgAe8Xoz8ycTLXuv\n7QoA6Isi4nd23s4Q/jLznyRaAOWV2rtBlUIdFcLEOCFb5wJ4z4tqc/w082cRzf23m3TioS2RciyE\nb3qOUsi8rYA3M7+VKET3iKoTCmDpF/Zvfqwu2scCCD3s1e0pK03FheTsKfH1UH1ZGZU+dV7rdygl\n6THtU0ET/xkDE+A+8OVEl8Cr/MM/yxx4rUlkggd5rdjnkF30OAfqfcyfRLQALnsKq7jKL97YtL2k\npr5ebcctANzA9QzzJ7Ul8Nl2Ckhd+c7OhtyHtzP/V0RzYBX5JllvZ9h2Daptwwza9m4JvP1FuDl+\nhvnTiETRNIsOSdom3DstGaqer9QPhr4WeAfRrs+mIu57E2HAJfAdROfA13/cHK0X9PrHzF/gSc66\nQ38z05VtNupe/jP85g/keaiSCa1Jc+lf1OPHPgJ8AdEPM3cCmryd3RmUMoesxr+5if3wW8x7RHs9\nhVWnqL7TvLbfT0UO+Hs+nrboR3ne2W8x77YxYPCqtr+z6kre8L3Mn0Q080FAZ2egndq9gqPUj8pR\nfuxcb2T+74guI81GdiVdK+abokoo7hVkfZsgqycfQgMA7RtqVt5tHPths68g+gjwyptYxjcR1RFh\n3fjH/j8/Pg7wH/jy5upKJf62AuN+hfNrFoswIi2xNjeGjSmtzaxNrKVIWBmHxX+R6P+NFrzDa416\nvBZ50/+7N/qazpgBzImmbZ1xeOZ+er+z7SvgXVc+0i/5+mfdnmH5V1/M++2jP/DygpmIPuw908Gr\nHHpn2osiroMxOz3tXdiL1teUJ1tgxnhasBNkvJboc15U7/4dzP+Z7z40aTckQE8EbXurEQdD3wzM\ngblSU6JcqcyXFNioLLNmLoc8xwR4KdF94J89WkkXUQlkgBz1GKGF1/5BojOgAr78jzQS/E3gW4D5\nFjHFYHVbDAAdL+dHnnoKoYeaNNFsGmqaSdMkMmDdt2/pC+c+l+jH20v90WLVlsxE9KxHxFhjlm6n\noUTG9htbnvmXiSwwAhZRYibstxXwT4iEo/6KF+F++5iYeBy8hm1qwnXbqRG4/s1rL/cFM4CMaBZh\ngPzBvvJPDbkGzzADeAuR9t3SAcyANxDVnuWQ5MHfemE2wZt84btq++BhWEoFvOwat/515rtE99ud\nJ5J2pMw9R6kTR78K2FVqV6lZmqYyWFhmkjAra1NjRsY0xpTWJtYmzBRYgrbW8LOJXvcwy/WrRAzs\nAEeRZIAj61b5dgs7wDnwbUTPAd/0RwgG3kxk/HffAb4e0MArtpc3YwgAdBvXf+wTPxGzGSaTzTCv\n0EOiLFGWORED1hhDFLfLngAzYBc4Bj6d6Oc/NtY5GJPSR5+5V9kmQ9F/AfzOlid/G9EYOPZ/gYKL\nE0HpHBDn8hz4ZqLngW95Ue23j6GR9/Lm3vjGgW4Q5xH2/l60vm8jKtrTnOPRbl/cmWfNTETnUby8\njaOMg4wL4GeBtxBNgH3/m+iNJXmBmO5niC6AuTd5MQQ2kZZDat++iWgVyTO2XR9mFvnjrs/XBWMa\nNOnKG5FOXxcN/DCwmyR7aTqRYYQyBVAAQJrKNQ3qOmuaRGtlDIzhSGba4SL+DNGbr7FWHyQqRDNG\nNCbKfOMQjvpN1n6+Zniz8o+vJvow8H0vZhj4ANHzwA5wHO3A8Ea+wyPft24pb451bh0C5LV//I9j\nbw+LBWYz5DkA1xt8ucTlJZZL6dA+CpW01mbMsrYjT+sJJPcnyH/UjYlcGVHMRMnSFd4v3HbuANwF\npkQjosx3l5OkeuOzI1W02TK/5b6C6Dng+18k+y19UTxlRwn3a0TPAikwAmbeKY7nhEjV0vcT3Qcq\n4GvaeSpE8vO+9g7+T/17ZiEcGuDJiOmWvyDj9Brfoi5muic3wXT/BtEpsAN8AjDyvZIQCftCpe4k\nuu994OVEZ8D3XHnr4CVl7e5DTVTIo3pRVw38S2CeJAd5PppMMJ1iPsdkshnAJMM3fFtpVdeTurYy\njNeXW48j12kfOLmG4XiaaAScEM2VmiTJSCkKQxCZ4QfKV9ZmvhmZ6rUy/kKiH7qhM/lGIh2BWQxp\nX/wCHPt/TTQDPkF2YKTydMgHiCUaA18DrIBv6NHfxmfyYy/n505OcHiI42McH+PgADs7yHM3R/fy\n0vWXloDAGBiTWZtKnQFzGtk7gQHhV68J53/IV/OQj/Q00QzYVUr2WyZDN/3Jkf1WyX5jlvF2/f32\n+UQ/8mLAgBcHAHTisilwImYx5gG80ln84hkwBWbAGfANRKfAd/ZSVeHKiRKgaP+PHyRqgGOiOdFE\nqRFRGk07ipnurMd0yz++hOg+8Aj74BmiBLhHNCMaKyUVnuSBJ0zYEHlG2g5i5NZ/heifPOi+MQyE\nkCgGgKDWqIHXAxkwTpL9PB/NZtjdxd4e9vaws4PxGEniulGuVri8dLaDSDGPmBvmrO05jjyBsHhQ\nxc17iObAXpLspukkTZFlm4BD2GpjMq0zrTNjEmNIGCfmTq863UtXPsLGEwDbi3wO0xY7fS/ROVAD\nX30Th/+DRBq4Q7QjO1CpTNo8AJAuh8yNtZWodHwLhK8DLoCvjqxSX4j5lqMjLBY4PsYTT+CJJ3B8\njN1dNyZ6tcLpqRuq7pMB0Do1JrFWST8VZhUVMOfeBbF/iHagLwEQDH7MlOz7ifaIZL9lstmE5AQ2\nWNg0mTGp1om1ZG3YbLY91edzib71tya3AHBj13uIAJwQzYhGRHk0VjtWrQUeII0+GfClRGfAa4b2\nR937H58R+k+p3SSZJUnyIKZbtZnusBUegel+hmgK7Cm1kySzNHX7zzu8ytrMmIkxlTGZtQlzuHVH\nnnFNn7eDhdIlQgHL9v/+fqKRUos0nUynznYcH+PoCHt7bhZVGE2V5/E8ptzajDllTohSD1fBcxQM\n2MYgv5doh2gvSfbzPBmNMJlgPHYBhxzIunaT3eo6r2sigjFsrfUy9k6B9/9G9FMPbyDeSaSAfSFY\nvMqeo/mRweeYA3PgFPhaokvgOx7DGL2HaAQcKbWbJPM0VbITAvJZmxqTGjPWWlQ6ytqwAy3wDcAZ\n8PeGSM637+5iNsPengOAl7wEJyfY3UWaomlwfu4GhZalm6a7XiNJlFLK9w6JxZQBBkaABf5Hol96\nIT3ftxEJ8SLuXZCTBgnAD3gMfoSU7AeJ5kQHabo3GmE8dvstzE2SDttVJfttTERaM2Cj/RaX0N+9\npYBu8HqaaAoslJorNU2SNEk2ZtFa+UjHKzE3yquhqT2+8Tom4GmiObBIkr00HQvNneduaKXcTtyi\nwHRrDWvDCCTdMz3XD43fR7RLtJcke1mWBpK9J89AXY+0VlqTMRBtRmhsF+3CzyP65w95DAbj5XcQ\nHRCNkmR3PMZ8jsNDnJzgySdx9y4ODjCZAEBZ4vwco5FLBshzRs5jHKDEzuN0yxI9Q7RLtJskB6OR\nms2ws4OdHcznruV9mGS5XmO1kkG4mbDVzJqoYR75KYxCVe8CRw9poT5IVAL7ce6BSHXUrsyVb2qb\n+e+VAc8Bf53oVY9kDd9NtAPsJsm+7ECBPbFEIddS16hrqutJ05AxkMZw7R345cBzwIeANwAJ8Hqi\nvdEoG40wm2GxwOEh7t7FvXsOAJIEZYk0dXHAbIbx2IVcSQKZsuUbDaE9NjIBMkAD0xfMAryDSAEL\nr15T7XxY3ZMAfBPRKfDN117/9xPNifazbG88hsS4OztuEZRy3oZMThVQJBoFf9/ahjm4NWOfHr8F\ngJu5xCzuJ8kiTbM835jjwANojabJmyY1RhnjzkPU7i1WQVxtAt5FtAB2k+Qwz7PJBLPZANNdlhum\nu6rGgNXa+AHZOuqTvgPsA3eBTyN64BCr9xHNifbS9CDPaTrFbObkGTLGPcgzvEIjE3lG/Au8AwAA\nIABJREFUGHvkZ68HecYR8FlEP/PYHtkESIlmaUrjMXZ3HQA89RSeeMIBgLVYrTAeA3DnRA5JlqGu\nleTQxH/0HL2KMCAH5r23sAtMlNofjdR8jv19HBzg4ACLBabTDeO0XOL83DFOAKwd+UAwBVLmzDun\nQjpJ4uGa6UrJPdwlmifJVKlRCAE9F8wy6zyEOJHPEa4vIfoQ8JMP8wqeJtoF5klymOf5ZIL5HPO5\ns0TigsgOlEUuCig1rmuXY7dWkC8W6iyAPw38DUAplScJ8hzyZ3d3sVhsqDylkKaoKuf2BvZDSHAi\nlubhvQcOMCBv88YzAe8nqj0Mj3wiBG0YltblIZsVPl9O9Pw1UrJPEy2I5mm6Px5jZwf7+zg8xMEB\ndnddgKs11mtcXrr95vdALptN8iJtknN6CwA3dc2J9tN0P89Jco9ijrMMgHM2y1LSj6qup3XtVGtt\nczwDKmAfuAd8CtHgLKf3iN1Jkv3RKBMvYH8fi8WG6Q6T9gLTDSRALh00I6Y797Z4DiyA82s4fXtE\n8yTZH41oPsdi4W49mzm3OpZn+Ogn99xXQ9SRZ8itDx47Kn8L0RGQKDXOMkwm7ngcHzvn8eAA4zG0\nxuUlmFEUuLhwHmvwHJXqm4wODIzadnkCjJTazfNsOsXeHu7cwckJ7tzBwYEDgLrGcomzs4140Rho\nTcakxqQyLCXiAMMbEeH8nyW6uoHdM3HuQbxgMYiRz0Faj7XOtFbGkLWBUOt0GGyA/4nomq0lP0g0\n9bmWXPz0/X3s7ztLJIN/q8ptgzDU0+daGsG8nlBnV2CJKEkSpCkkuByPN29Kvpog3Ja5TNwbBRFi\na4rooJs1fO+SnB/RTKlpkuRBAiCZHt/odMM0thvKyj+uDoWFXZD9htkM+/s4OXH7TRhOIlQVLi9x\n/76z/sbIHhAiTnLj/ej2FgBu5tpN04PRaOOz7Ow42XLgAWT2aZKIWHdc11qSpUAcmolN3AMutvDO\nGTBSapFlo8B037kDyZjJPhCm++ysxXRbmxvjHAHPdMcyCfHHrzA6Ym5GSu2Jw3tw4Ej2w0OXnROO\nReQZYvI8yR7kGeLz9kn2KfCpRI/cvnQEKKI0SUZZBomOd3Y2nuNigdEITQNjNsAspt+7zJJrBlG/\nPijGgGmPcdqRl35wgLt3XcBxeIjZDESOcRLhiqiP5COknLVCWCufroyp6vH2AZbBD9ghWiTJQZal\nkwnkI1ycgE3QO1VVUtfTpoExbIz1Pkcn97C+9iswwEyp3TSdTCZuB969i+Nj7O875Gsal2sZjeJc\nSxJ2AnMSpb5yH/18B/A1QuCIR++Lfp1yt6rcHpNPXQt9B2NgbWgOYaLkVmcsaHiVN2j43ku0INpT\najdNxwGDBQCshbWkda51rnVqjLJWbU/J/nmiH9uy/gTkRJM0HYv7f3SEe/fw1FPOv5lMwIz1Gqen\nSJJNIB72m1Juv/U22y0A3My1Nxo5x/PoyCUeZzNkmeMBYtWa5Mesza0NoVkwx8EhWgzNen4n0QHR\nOEl2xe4cHuLePcd07+87prsocHbWYrrrGk1DWifGCEEcJ8eCLZ4C9fbIQwE50SxNR8KxHB05ecad\nO1gskOcwxgGPxD2eAkbTZFonSilm5X2Q1P/M/fd9HHmGAkCUCj+QZQiZidjWa91yG+U7RjnJbZ6j\n/EbSNhzCOE3SFHIgBQCeeAJPPYXjY0ynYMZq5ZZFiKDLy0AMSrqSiCiiquN0paietlnkdxHtATtJ\ncjgaJYJ2QgeLzxEYmNXKfZRSwFhM/xafYx+4AD6D6A1XYsDbiI6AXKkN8gnVdu8eDg8xnTpX9Pzc\nsW1hG9Q1wg6MVDodoc6GwBG7X1VYr7FcIs9R125Vz89xcYHlEuu1GDiBgcYDmxn62HZId1PMT5AA\nqMGUrJy+qkJVjZuGtEYvJRvD8GcSvb63/m8hOgQSpaYS4ArDefcunnzSORzjMYxxYXcchXuKzG03\nQLZcnCS/BYCbuTLxhu7cwRNP4O5dHB1hPnfvY7nE6ekmLhN3RuIya6U7btL2iUa+tWGHGxG7s9kH\nR0ctpns8hrVYLjEabZju1QqjEcoSSimlyFopGJEUdHwIhYLYGfp2byK6C6RJMpMItCPPEABoGlxc\nOJMn51b436pCkihjlLUU5eU6Pq++BukxeL2O6C7AHc8x0CDiOcojiedYVWKMoLVLzg+5jaYNA+Fp\nP5Xo7wLHgBLGSXLOiwUODnB05KKiyQTGOM3icrmxC8E37FHVMRuQ9AKOru4IGCfJXp4nwgYcHuLw\nEHt7mM9d8ll8jouLOBRLmfs+R0zC7F2ji/gUSJWapGkSI9+TT+LJJ3F0hOkUANZrZ/1lGwgIbbFE\nHaGOkKJOzSKGTLwZrd32Xq9xdob793F+3sIAYyprZVxoQILwCXUG6uYMnxOApemhpKxFAhASIRKE\nBQlAkqAsOynZIAGIK5b7qO96aCfJhuGM99vBgQtwkwRV5ejNkCAJ+6295Sh4TrcAcENJgHnrMBwf\nOwAQHkBUa6F+Pc9R14lSSimRSKq2LQ4cfWwC3iqOQJJMAgAEpvvkxO0DrTEawdoW0+0TZdQeaU8R\n2R3b4n6KbAYkRHmSjPIc06nzQY6PcXKCe/ewWLjUXJY5wBMHMGxBkWdIqbp3QNA7/I8mSE4iey2s\nq/M6xXxcXIDZnY2zM5yf4/ISqxWKwnEIxlhrG1HmbHEhbfSo0r+FiBKlMqGqhXSSROh8junUeWR1\n3c9SOqKJyPqZWXGcgUgXb7YwFQSMlNrJsnFgYEQkc3joACAo5YWXE1da647PEXiYLAoBJ1fmY95I\ndDfkWkIq8ugId+44p2c6hbW4vHSWOggE/E6gYIyiWwSHNJVkaeCvgvUXfiPPNxv7/n2HAasVyhJN\nU2otEyXDtLjOR0fOBz12VfA7iQ6AaZJsQn+RAISUrDEoik1K1sNwnAgJEoA8qlhe9KJw6fGQKaWy\nzOVFRHwhn+nUxRxluXW/yR4jYuZ4v/EtANwkAIhfLOpDAQAipzMJCfrgCXpvCJEko594tFEmIAcU\nUaZUJsdvOu0y3RImSzDYZ7q9TIKJ4PdBJ+cpN50NvQNF1JJn7Oy4++7tYXcXSomcxjHR/jtuNiLg\nNmKPZ6eImX2EbHA8L8FYm4jtEKIgOKRKOefo+edxeoqLi2A4oHXwHDtuo47Gr9voOQXKlFIuXRlO\nXVQM4VJw4eNDjQ7jZLbwTuFddKRZv0J0BGRKzfMcIj0Sn0OoJ/E56trlHoQLqioXh0U+h2p738kW\nn6NzjQEiUkrlaQopeggE1GKB3V2XbBcvRPZAXJ4iey9Cvg4GECCTI1dNMxPrKUymcEqSURNgOD93\nRNBqhbLUdb02pjRGSo7r6BMAoL/lHuu4A6MkWYQgLEgAhImVVFycD/Mp2UQw2NokKpCMYWDeftqf\nInpKtoQcJdly7aIfxyuET2e/DQW4Yb/dAsANXaH0VBwByQQyI01R184rjOOytlkc1J+kgPXEaGC6\nk8B0B5q7o4frc9xDTHfH9xxkuuX6RaIjALG9E7c3vnVHmNEz4vF94wcIX1lOwvjhF94RqcwydnxW\n11ivnZMo1lAOZODinn/esQdFgaoyWpfGVDKMcIv/iLaiHGFEiQC4JDmFsBbOTZjf5RLLpUOaiKqG\ntbqXrjRt3imY5lH7y06AVKlxmqZCO0gIKHmgO3cwn0MpF2KKsyw+h48CNwxM+xOHnnZ71ZtIGxOl\n0iRx2yBWPIctHUIxWRn5h183s2UnyG+UzIUxq6YZF0Vyeelc6fXa6YuYN8SmNAJar01ZLpum0Lq0\ntmSufA+ceLhYNeQ3PPL1bqIF0ThJpuL+HxxsUrKHh5tUnJQrh4AmpGR9IkRFoX+nYjm8AilesyFy\nkhUO3OZ67Q6+kH5SAdDZb7LZ5NNDglsAuKFLHKKgARVzb23LEW7zcfJebbs+NpwEiszxpxJ9GXAM\nWCKnMAuHTcSFshvEBsVMt2wC7w5oP4J1m1IiGII4CE38sw3IM4ToKEsnegm3lgIr74nYcOstbkg4\nBo8gz5AcWgpU1hZaz8T9Pztzid/lEuOxA4Cgkj47c/RxXa+bpjRG2INBz7GJuLIgg9Fiy5hTMf2S\ncRXOzRhXsHpxgdNTRzrJsWwaaG2tra3Vbaq6QzqFQDDWafw80QmgiEbigAefQ3IAQgEBLh8juYd2\nNEYRJ4AeHdz3OeLrR4leIjsw3n7BGMk2EJ5TGDYJO2KhjrW6vf1MDxJ+yNovNiZvmrQs95UiEVAJ\n/yOZ1cDvFQWKoinLVV2vmmZtTCEA4CcQxJ+Ox2OHIOGhVGepUpPAyIeU7JNPupSsFJ2IIjZosoME\nQPL/cM0CVdvnkzhs0nae5Pignx2RsFsC3PNzR4tdXm4W35ha8iJDoa25BYAbu4KVDwyA7Hsvwtmc\nBGPEJ5JWWX0qICBBAkhn3YlnIUwA7c5WOD+HtW4fxEy3qOW0hjHGWm3tNo2EaWulO3S8Fdq6L8+Q\nbd00Tl9/dtaSZ8itrW3E5/XdwXTv/Mfp6Ie9xNdLmAtrV1qPq2ouclvxFkULITG4dA4Qx3y5RFmu\nqmqtdWFtaW0FdDBA/jJ6hGnQb1TGpKK3kdM4HjuZSpz8bwcc0Lo0Rho0dc5k+D+p3cygxcAAUCoT\nLk5kJ8ICy0ceQHIPkcg1fKyvy2Mi26aDEYUC+VAqMo+ZK+ZE4F+CHvn6Eu8G5OsJdbjHs5kh5Ftb\nm2qt6pqJdqzNJZUqGCYhhZfWrOt6XdeF1oUxhbUFcykfP0+mjAbLdNqQ/MqjJgB+heiAqFV0InG/\npGQFALR2pvnycqM8jkP/diIkxuAAA/8z0c/5eZnSqbA2Jpcjf3npcjzGOOWV3CukRmS/1TW0riIM\niJFA/nELADd0BYssgC90vBQf+Vg1Nsfw5lhHBtG2HXMVjS3dMN3M1loVdH6B6V6tNkz3c8+1mO6w\nD9oUR+coUjQRO1504x0QHXQ1sTzDGGd3BACefx5nZ87njeQZtc99DXoiscl72OxcKVlZ5oJ5pXVW\nVYlSk2DxpStDp4l8UaAsl2XpPEdjxHDEzmPpf3IbA0Jfl7rDOEmcUVWYTFzwsV7j/Bynpzg9DQui\nJeDwdJPAwCBb3S/ZTST3QKSEC46zOyEgC6r5Ph3svW8beR59n+OKUik3lo65sTYJcY/sQCIUhUO+\n2BKFfLu3RHU79GmibSDfesmsjEHTWObGmInW47LMkkT6HLK12pha60rrUhZTyB9r5SUW0Txh+Zie\n9X8czzcTxjJIAEIpvnQBkZ7VEpHH5Fhk+rmX/+e2plkkACMf4Da+kLjQOg/5LakvKYpNgCuB7+mp\nC3CLAnVd+v1W+c0Wf+pbALixS4yLmEXR/wUV4P37G4fIi0+sN8d9axir1oJrvOnry1waMxW7c37u\nJAdSHC/9ziT1JIbYO55a61K6AkSGOEaCpq1EVD2SXQO1tUbrJHAsIjZdr51OQ1jI2AcpS9S1yDNq\na+shbUbgWCgSwDzUtfZHZWRtZkzSNERkgLmEKaEhR7CMdV1VVVHX66YR57FkLrZ7jmjbjs/zAYcc\nyLKqxoL3UosvolthroP830flXFUruaO1VcRTN23qCW27H9PWVpJGUbMHR0AJJIvFv8Ln8GInc6XP\nkQy9hY1onbk0ZiyuqOTVZeNNp5tFEDoicgVs08ShT9iBuke1LZnJWtbaMNfWro0ZKZUKcyIdpazV\nxjS+s5b02a6iN1hEn7JXHmx6OeGHugjggMGSj4274IX3EjgAX6cGX4lth1KyHDHycZVW4/dbae1a\n61lVpXL6xOiHPHmIRC8ucHEh+63xAa4c/LqdHq8fbx1uAaDjiPZ4AGEA5W2J+CTyi8vYL+7p1RpP\nyARzvDl71q6bZiq3k+Y/AjNhHwgzI0SQh5x1nOpsG50wgwk9sjuQ7OKAyK13JAKV5j917VwekWcI\nDy63Xq1QlqauJTsXbh1cj748o+/zXue6AEYAAxlzYi1pLQMxSq0ndZ2naaoUEbG1xtpG60qcR1kQ\nY5zzGNmL8I+yl64wPjJQwjgZM6rrfL1WgXFaLl3zg7gz12qF9doWxbKuV03jAACo/LyEOGMZQ07s\nG/5TopeEwlHmUTD9cuZD5YExzucQOi5ywAMdPMgFd3yOdCjX4jr7W1sYMxdLdH7uuh6J9l8AINCS\nER+99shXR5uwsxXlugSI2VqrZX6OtZnvcy4DdiyzliSK7zpe+047pa9qljl0q3a2OajFikc95a8j\nutNPycq7CNG/SKIl/x8wWFJiISXb0xnHeBCIoD9L9JckwAWE4RxV1YHE+tIMNUxJC6kR3wmuKctl\n06y9i1P6Jep8bgHghq6icHGZpEOnUwcAYi4lNPPJwCYAgD8Pg05xbBMrb3fEEVhV1Uy2mlheqcCS\nfdBhuotiWdfh+AWmu+ox3diiDq5EpsZcGLNsmnFZZiLPEJ2JyDOAVseL5RKrlfVbMAShYQsOyjMe\nTZv8cubvJHKZZGYYI2NwKmPWTZMlSeJKbtlaq0XxaUztE7+VtRUgzmMBrP3Pddt2BK9tDUzlQDLn\nxmR1rZRaAGlogCPOYKCqyxJVFXKVhTHrwFZH089LDy3oEdaBGdCegamtncUcoMhORHAc+xzBARel\nfOCCPREXOxzaS11pi0rS7UCglFxLXe9LtkPytFKsK6FPSAwI+BWF++6epemboTp6728H/qSfKjGS\nFjq+xanrmxsNWdPiVfi/GSKAlR9Eyu3m5zKQ442PmgCgyGQzM4U2X4GWiQuyRALQrlbTQXMcFZ3o\noVScAnKgkACXeW1tbkxa10S0B5AArei7gNZ+K8uyqlZ1vfa58SKKbmOG8zYCuLlLjp8cAOk6KZ6R\niCLETbu8xHptqkqo5w4P0PnwINMNrK0daZ1VlUqSCeAsfmC6Qx6iLFEUXBRLuZ2kOiO7E3/K6HYd\nuyMnPwUS2YJNk5XlvlKJ3Fr4H2kAGTRIRYGi0GW5rKqV1mtjii33rSI2Nj6oePggwOmUmBnQxkg9\nUa51qlTiy99kSE5wHoMrWkXUwdp/6iHrXwOXvk4iZU6FCq8qwzw3ZhozTl4IoJumrOtC6CatS4k5\nhHTqMU4dWWS8GqbNwNimUcLASOQnDEyabtSfknu4uBDrY+o6UE+1nxPXicZoO/sEoAAmADGvY+QT\nbk0YyNDzLhq7xrIN6lpyLdswoGwj37lYauYxkDPLsLnOpNww8K7TTaHwAFBFvJmNAK98jFNuPQ0r\nMDwK+bDTU1eAKf0YrkzJbqrVfCPIOCDrSACWPsDNmVNjVNMAMMwzrSdVtRnF4dWAVdOUTVM0TSn7\nLWy2aL+FSPe2DuAG7f96Kn2vYm8odGb2fRG08ABet1C2eYDw6ZhjBtZADrBExLIPisIwzwUAQh/2\nEI3WdVXX68B0D+2DQY2EfHSbZE8AYh5ZmxoT5BnjWJ4BxC3g11VVNM3m1pHPe/Wt7SN5Z/c9R0Gh\n+66MeZFBlR4AOGBAdAIrP6mjAwCITHBIVxbAVzG/kgiAEsZJjAJzZczKM05KRgFLwCFnXn5aW0Uw\nXAyx1dyDHJdj8mrX0trCmGVd70ryWboOiFJe/h0EWuJzrFYoy5VXyoc4rO9zXH1dCgBII0+fa7HA\n3JhMkC8e0Ng0EOTzO7AMfsAW5Iu3wWkYnsqcC9b6CGDzHnuzJWIKqOwlb8JgnMcZDR92QmVtqfUo\npOIkHyYBsWREpGVFSMmu16iqumkKnwgJ+f9t+TAJ+86AseTnmZW1ZIz1icBRXedJkipFEhVZ2xjT\nGOP2m58KuW2/6ds6gBu8zqqKiWbC/MYDUkIjw6oqRbgWaZYHD0PZ4wEMcCEAII1BrJVBPzow3UmS\nJonsAy2bwDPdG42E3LHtAhQeb7jHdIdrBaTeB1HGiMlrrBV5Rp6mMoXYMos8oxaGXevKmODwijyj\nw7ProQTdI1zfxfy3ibRfq8Y3Xs9kOmDk1VrvOeq251j5RxLuuBORBNshVcqX/k8pZlgrdywlMksS\nqfEBs6QrG/+pmWtvfzu5ym2MkwZCcyR5Uwlzybw25rKus6KYxLmH0Hoz+ByrFdZrLopL8Tm2MzBV\nVBe6jYj7O8yv8siXMpMxXNeCfOO6ztM0k1wLsxWSTdItxogKIORa+pao6OVangMaYOYbb0gTWRVN\nT4rnyOs2AMgGI/8V4sRv5V/uI1+yYRRzJSnZskzF2wuVhhKQhURIlJI1VbX2IWA1lJKth3SZr2D+\nZl+34fYbs0SBudZZFOC6kRt+ALXATGe/raMP30YAN3hd1LVlro2Z1PVYVAG++wcHyVrTSO5RNkHR\nVq2Fl2SHbMFXBaabWQGB6S6NWTVNppRzBGQfyAkMMgnmSqKNttEpvN2xvea0cS+gc69LS0We4RVB\nhdZ5kmS+owWLcy1Ec0+eUfXsXXGj8oznvCEIR33k260oPyJRUCp26sPBi7lj7lEH8pvrAPYAAVrm\n7oqVl5FbRKnWDgD8gmwCjpCujExVSFc2EdjHjxe/hYXkBplza9OmUWXJRFPxOaQiNAxlkw6UZVl7\nsfw6BJ1bMIB7BYn9axkSEjJdLriiSZJ75OMY+WQTRrmWqp1r6e9AeTunnquZCpD79rHx+Lw4Amgi\nKqmOAgWO9NPyBv/V482BKX01hmiOR3V9sF5vAq+QiguJEC8BkHLlFgz7OKyTku3D8Ln/FgRYazVR\nDVTWZtLl309Ak6F72pOcLtPe22+d3PgtANwQAGitmStrx00TeABxA51kTeva2sADVO24LMDyoD9e\n+xjcjbaImO7S2kzrzE9DlejY+rHsjbdNdaSRiF3dpsc56B4b8HXM30gk4gR4eYao4DOlUpmlFQLz\nK+UZ8Te1Q7d+ZFnCDzP/JaKpf/6JH70k2YsQUw/OX4sjANvWXIYFKSJu6luYv5JIB1KYuQZGxjjG\nSVpd+nFvrYDDp987B7Js3zHYtXU71/29vo1rZm1iDNW1BWpjpnWdiwY/NN/XuulwwVEoNsgGdABg\nsETo3NMg1EE+YyTXogLKekvUQb6yJ9Sph+Ke54AVULSDgJAG6AdnIQLQ7RxG7FiUwC8+9hSwQsqk\no5SsSABIVL/9eQwCwz0JQFxoEkMXD0kAPuIdDngNWG1tTpQBwowp393L+nod7bMj/QB33c6N3wLA\nDQFASDwqlcsEBjnVIfEoos8oLquuxwM0nnO4D7D3kftMd/BzbcR0i92pI7tTRFmywv8+RyKEjt0J\nJ996iYKRb0GUiyWKyFnxr4PYPJZndDiWeos84xce44j+HnDkqZLpkOEYpPVj6gBbqIMSOO1lHeQ/\nNz4xKxX8qe/u0jJAXu9Rt33VIoqE4mcLLm0nHbL0j+cYGJ97WDfNKPgc4iR6EqYWRlhKnbco5Yve\nlrNbQrE/8GKkEPA1RLmEPtYm7UW2vR1YtwFgFRERcUc/+fvPAUtg17/KzE/Z7b/HWEUay4jj36l6\nb/DRrqVn5OOUrGaeaz2WZpxxSlbrpq4FhoumKaXkMJIAFO2sbCcCCzD8/cx/najxYqFG1LHMGdEg\nMxZmrw4CQLVF63ELAI91XTI31lYSnrdVay1z3IvLYm9ID2mWG+BtzAD+IfPLvON5BdO9OX6+zDju\nilUOMd2dfFo/TH4WYG+1jZ8znhFJp/LB7Nw2eca67fDa6GuWj/cK3sT8p4h2gRLYiYKAMIGv42V3\nTsgVtmMJvLO9Jt/L/NeIqphxEqPQnva3DW/CEK6iJ4IKv7YcEjspwAAJMwArPgfzyJisadKezxHn\nHuqIC75OKDaolP8B5pcS6WgBN5YISHybuY1SM9qBzdAOjLE27IQK+AXmA6J7wGX0KgOW9xfWeGyg\nNv9j/R88A957pW/xJiLjab0QdpfeX26AL2UW4J/4lGwSpWQrrUeh6ASAT8nWkgvxFSedlGyMxHVP\n/RW/hQ8Bx0DpH2ziD37a7hfS8eT6AFC1d/gtANzYdc5cM8s86AxQQ7LlOC6re0Rw1RMtdKhnYboX\nPlm0jelmTz7o3j6IDz+3j98VdkdO/l8jmkeueuXtndyaoltfX57B7T/4c48dob+V+b8hmgErYA6M\ngRzI2oekE3PU7V4UHVCsgdWWvjEfBva8hn0a3StpH8gOyHWQmIbEKvLS+1PLP+zbQ5FfZ7HvGVGm\nVCJUQCx4DVXfvdzDFaGYfOttsyE/BBiv320Cyool8t4oPwj5AvXfsdRirGXDv9Y79V8E7PjlDfga\nI1YSBXnUM4UV8PYrZ+2KrvfAN/rmtmRIYuVL4LuJJPezSYQws7VSjlDFKdmeBKCTku3nw2IYNtHS\nhT3wU8z/O9GOf6oQFYW9fR2Gs+7tt9tmcDcHAEANjJidbFlStbG30h7E2gGA8kHKE7l+aDvTfcXx\ni1OdRVv/22e6t5383weOgcI/1cTbu3BrbEljduQZfX5Wezt7I9fTzP8x0QzY2cIedCyyipog9Ynj\nFfCOLQvy08yfQTQDKmAenLKhgGMQAKpeoBBuWmyhwl7N/DIiE3FxNXNF5BiYONftQ7E499D3OYrI\nCYhh+4pQ7CeY/7y3RHUIffwXp+2RVtN2QXiLH1ACXwu8k2jhrdsbQtwJ/IUIX8Ng0SQygnGhgAbK\n7Y7/B4kkvNgDRkRp1Ojb+LxO5QfzyWcKPAd8CLgXeDBrNZGoQjMf+lMUh3UkACL+KXsSABOtg92S\nivtJ5s8kmgAVMIsO4CDD2ff8dBsd+bYb6M1ep0AV/BTm/lvpWIG6Tf9RLwUXyIe+IT5sM92dfcBX\n7oPO2Y7d/xJ4dvsXfD3zZxLt+CePbWtHnmG3yzPQ/qZxtvNh5f+/SNRppdkAX8gM4DeZDyIMGLXN\nUzC1oQc1DVmuBlgC77nyqd7A/ClEQlXPel4qhvCm9u4ztX+HIzbpi4B/ShRe3EujZ/iI99BDrDBi\nzpgzojjXvc3n6ORg0WNgrqOU/zHmzyFa9yxR+qA9H1xRDBE1cut/IKEbUe45JYSjMNY0AAAgAElE\nQVSaL+BnfOZM7ObLegCAaCU/sP1bvItoBDxBNCUaK5V5w80+iepydUAuEXYENqkXKQUJQCMp2R4A\n2KhaTbdTcTEPVm1hC/tn//8D7gErv982zl87DdA/+BxV+XF7k98CwM1cz3sAGPVgue9hxaexugYP\n8Dai0sP1VwAW+O42090/ftzeTKHgfpvdqYEL4OktI8ilHPHrfLvmb9vug9ih4KOKKlzQ24Llw+R+\n30zEfnYxtSXeBfAaogugAF4GfDUwAmb+qKTtXqdpZDhUdDYC//sPAA38NFHcreyv9Ad2M38y0aVP\nV46uXJDavwI1JFb5+21TWHry4buILoGvZgbwGuYvIJpHvzb2jTq2eYKDPkcx5Azqayvlfwc4Bta9\nJG2yRarfRE1HtuVaauC7gblSU6VGRKlUm8sveF1jZW3uue8U+IfABXAGPA/8Y//LDfDbV26n9xIt\niBZK7STJNDRV9V19MmthjDamslYy2zI9rXNCnx9KhMhk7+ukZMst+bA4EnpL71v8BvMnEh0Cy/bZ\nT3q6g3D6dG+/hXs1t72AbvD6CFACk+1+cec0VpFZ7LMitVetvZVIevMuovSXAV4B1MArIqa7kyLr\nA4AdcnVtxMC8rbfh3kNU+DA58x4ZA9/IrL2FzbfIM0xkdzgysv0U69k1lvfXiJ4D5sAdn9ft07UV\nsAPsAhfAKfByoAS+HTiNQqXgq6Y9zxH+r73Skw+I1ke46R8kOgNq4O9Ea/UM8yfR/8/em0fdtmV1\nYb+51t779Od8zf2+270XMRkjiX9AMvxDE2JDJ4gmw6GgkTiUJGaISAwYRQOGgqF0BaERM6igQFkI\nAiKERigC1VDUo/qOqhIQsYpWqnn3ft05u11N/phrrbN2c7773ebVq/v49jjjjcuoy917r73WnPP3\nm785J5310pXxyyqv6BA9ttoA38V9LiNRaYBZ/DsDXk70YeCbrf0N4I6ndMvdAbi91AHQUJaCOcAv\nAv5lhD/+2pAxfY+1/znRHrDxb70rFIgdgLk01/KdREsp50mShPmaTPUYI7XOtB5pnWqdGCMAshZt\n0Pw/Ar8LfBD48Uut//uIFkQHUq7SVPC0HK6i5/ZNvoY5aZpEKaEUGQNjbDS3I1jzj/g/xynZy9Fw\n3w13AHGIZi52PP+vW7sgOvYDhPugM+YSRXuHU9syVMBz1n7wg9NrB/BkHEDuueBdnEwHj5tLlSdf\nDbyL6CYw5qxyaIXou5HUwNcBBfCyHtPd2U+N3x9iCAay9X9r79i8jWgGHBKNmWWOZKac+PpmLyz5\nih2+p4mYlsFjXwFnD6JZ+ElGwF1gQjTyCiv+p4LetLa2jEw8/+F54K8Dr7CWiPIoQk+H5KGv9N40\nbfvaELmzL1wA58A3ET0PfJ1/8g9YuySaRtYwaQdlNERWAPixJJFRAUfgizvkQ+LJhy8l+gTgN4AV\nUALLh4k56jYR14di/2cv/7kGXkG0BioPQeJo9DbRHjCLtn0/FAgcnWgLdeJb/yNgIcR+mk6zbDvl\nlB1AaG3SNLKuZ0oJpWCMNSau6Yvj684U5Q7vPyM6SJK9eJZOv49WUXALvwlglQoQpM9l3YskAP2U\n7CWa49ITv/3MH0P/N+4+FBfWAlj5/Tb2IVGsj+oA3D4hWQLvsE9FIfBT4gB+F2DSedY7kOidRjWk\nWjORau2bgAUwF2JClHGxVaTuCJU1pbUp8LVADlwA3xgRGuGOnX3QOZxMNXYSZe8nMsAR0UKImRBj\nKSked24tuMbY2tSYxNqvtZbFEi9r57Iu34L1pfIMvv4d0RrYJ1oQ8ZOkcdd1L3ZkcUVibci+xMv7\nRUSfC/xQdK+UKWYAwDuAU2AOzIjGRKxo3MIL72Aqa0ce8QQf8xVEHwb+ibUAzq0log9H5FgSxebS\nG0f+/VSSzKRMOnPkeWhim3wQvbpWC6yB3wFmV4g59KW5h/B3vjXUckd/vwTm3uGdAF9BlAPfFC3j\n71pLRMeeZ+tYIkTboO/5Ai/6/wBzKQ/TdBwmq0ynrqKKO6lwSa2fMTkBjFKhvG7k1RCcit8D7gB/\nlKhvQN9DtCRaJcneZIL5HKsV9vawXGI6dePmw3w9buhGBGAEKKUaa5lni8f2ToE18PxuOhS7HUDT\nA8Qm6jf1Gmt/2stSG39Y/kr7jc6sJaIPtdVu6Q6A28mOrIFffUqs/1PjAH7F2ps98cmgbFnu4AGC\nWfwOYCnEQoi5lEk86t3biImXFUtrhbVkLZ/5vwOcAV+7g+mmHtdRD5H+7yEaAXtCrKRc8ODv0Ocr\nRGRKZUqlSiVaC2PIGC5E/CpgDfy9SKEhhvjHy+UZ4fo3RAAOiPhJJM+jD6thDLROlEqUSrV2T8LZ\ntx4JrvyAPf6XG/+H9xCVwDGRo56FkG0H0/iGFmmU2xftCTb/E9ErmZGwFgARFT4wb/yZDA7gNVLu\nJckojFOPy3ebBkox+SCVEn6Sl9lB6H/A8wBx/vmSUqnB3MM/kzLhac9xeAHU1sbejg3fR4EvJHpF\n9OHCK08i/MRxTzqUa+k82yuBiRD7aTrm+cb7+84oc2M7bqjAA3W5AzkAa0eMk4xho8wPOQLGwAxY\nAvvAZxDF8rm3EB0AEyn3xmM3xv3oCEdH2N/HbObaaIfO7VEfF8nyHmMSn3hIo+ntE+AM+EgvJSsu\nzYQPSgCUPxdfDjxHtPAetPHo858Tnfl/4cuG9lv4Xkkb4FLkinLg158e0/80OQAAH7aWiBbAvCc+\nsf5N5IPM4r8AllLuJcmEDQSHQnG7zaZB04yaRioleNhQkBwAGvi7wH3g23cw3eFea+ADQ6T/FJhL\neZCmkzDmnjv9MknKEVlVoaqoqiZNEzBy0Jz8Q+AMOAG+ewh21MD7r7AF308kgbkQ+0kyH43c/Nu4\nyx6PWa4qVFXSNNOmgdZW6233hR5g78y5fQfRHFgKsUqSGXuX0FyXV1vrVKlUqVRrqTX72lBzHwd3\nf5noAvjR6FjyyRxFduGNRCspD7JMTiaYTt3ahhbKvnsPkw9jIl5YE5EPIdWxB9wCLoBf9bgz7pnT\nEYTEuYd41/1Qmo55zmLk8Fi6zq1KEmtlVGgKH7R+EdGHgB8ecgMjr4PIIs8nh6SKCvg+YES0SNPp\ndIrVCjdu4PgYR0fY28N06qZLcp/90OdOaxiTsFFmzOf3eerdwBRY9vQtc2AkxCJNJd/r+Bh37uD2\nbdy4gfncjTLmQToBefg53gk3FbdWcv0XIP3b8fv+e/8JBnFYR5PT4cFilPD1PoEUm+ywhwtg5ZPe\nLyOqgJf39tu43Top+KEG+NDTZvefPgcQnwTpY8BRBM06PEBs/RvgO4ElsJDyMMsythGzGSYTFye2\n26yjqpKqGrMlMoazAmOfkpoB/zPwIeDHe2dPDdn9kB+bAFO2/tMpFgssl1gs3Mwv7nHIrYZ51ocQ\nIBoDWqnQfiTEYhPgLwIfAX4beI9/x6tHHwKYCnGQpjMG7DxwdTptPUlRuJ6XRSGAMZt+vxr8JCzf\nngP7wAXwWUSscXwn0RJYSbmfptl4DP71x2tUFeo6q2sigtbGGN1u7dDpJNHfDJzD2AfmUu6PRpJD\n3dUKy6WLPcM8vzBLRwgAY58SyPzrBPKB49ybgAWe423jfUBcKmUj4yvbY15ey7xHQFS+g5BUSnqH\nR36EYV9T1EQr2d/8aURKJD1c0gC/ae1zRGMgk3KRZZjNcHCAW7dw9y5u38bBgRsyzO3VeNAYp2d5\ntFbTSCGkMYKIWTIZjVEMsXkAAW8h2idKpZyPRu5eN2/i7l08+yyOjrBYuKGqHPsz7OD+7WkKKaWU\nQmvudCqiTv3Ss3x3gV9qJ0LkDsHlJdD/u4jGvqAagY7zjTS43mLkndwIeB74m0T/uOeGX3pX8tQ9\ncTgJVTsg6sfjvDkugJ9iUyXlQZZlbCP29rBaYT7fTtoLNoKjYI5B2Eb4AuPY/s6BTwV+G3gTsL7C\n5iBgLMSKrf/eHg4OcOMG9vexWCDLALi2w9zy0OfohDGZMbW1ASbHGJnDsf8EkMBPXHmDvo9oLsQq\nTWfTKZZLHBzg4AB7e5jPt0/CzMDZWZjFmvA6sC4+eoxADux5M/12ohWwkPJgNEqn062DiaebhSkO\neQ6ilF2d77TF1PPYu9slcAh8JlFfz/o+ogUwlnKVZclshv193LiBGzdwcOBeh2e68buwP7AWxpAx\nmbX9hR15x7YA1sBnAq+2loiSK8QcBLxuPB4HbBcQVezwqkrWdQdRqV5hRx9RPZQZmgGJENMkSSYT\n94lv3sQzz+DuXRweYjoF4IYc8Ofw3a1RlpBS+u6HRMQyzeAGggQgqFtGQEI0ThKMx5jPsbeHGzdw\n6xZu38bxMeZzEIGbejIOYK+TZYwIKYx+9MckHtjCHu4/A37Bp2TTSAJg25OWB9PgryKaCzFmBjLc\nKzR2trayNh3KbwngS4g+BPzAS9T0P60OoHMSiCjrKcQN8OHos72faCTEKk1HbHxv3MDREW7cwHKJ\n8diNfOI5qzxqxpPgqTFpwMJtMzHxCo0/fIWnfTvRPtFEyuVohOUSh4e4fRu3buHoCMslssyNmjo7\ncw7JJwPgxXkSkES8TTuPMXmYQt+3+SfZG42wWODwELdu4eZN3LjhXFF4kpMTN5KQyTFOBkRovU8O\nTIA/QfRtTAdnWTqbOVd3cIDVyuUDw3DH83OcnTmLbO2IDyTAFjl2MOxuD4YkKBqYEc2SZDKZYLXC\n0RHu3NkubDzEkX2bVyJCqURr7vIkvMY8rO3Im/u8HXPUbR8Qs46vlvIoy0bs8JZLh6jCRNlohACE\nCIhKGdMAWYTtAqI6Bz6b6NUPb31eQ3QLkEKM09QZ5f19HB3h+Bi3buHGDTfieL2GtW70PLsrD1mI\nvT5/miGjzEv0mUR/FzgGSIhRkiDLwK/PGeD9fZcDsBZSusl6fJeQe/Ozfy0H5r2YiYAEMMAfAn6s\nLc3sfALZY0S/m2hfiIWUE76jD+x4SydaJ0plWidaS2O4Fy+G2oX9aaKffOn6gORpfwF7BZnjPtFY\nygVnqNj43rmDmzext+emzLPJ43ETERyWPv8pvIGQESvKx1Vd4aBOgFSIOZ+QYKeeeQY3b2K1QpZB\nKVxcOG8Upj+WJepaMEY2phOLJR4jTwADfArRz11hm075SdIUga69exd37+L4GKsV0tSFaUwTh973\nVYW6TpRitC58V07RIwcMMBZiniST8Ka3buH42IXkUkKprUUOnR21htYuGCeSPfZ57GU5cVz8BqJj\nIJXSLezenmOfn30Wx8fOAdS1A1UsRAkyxLqWUjIVEy+siBZ21F7YOOYIFQkJ8BpgLsReCC8ODnB4\n6BAVC2A413p+7pI91oKdnDFphKjidOsU2AM+9EgnYsKROxvl0QjBJzHq5aBHKRgzYJGFAJEFrB+T\n0hlsQl50m3pfSERElEgJFjXEjB+H+caEfzkO9vnP8XwOGw0vC7cLyOPTgdcAeZSS7SRCYuv/w0T7\nUu5lmeQUV3BvgMtA1DXqmsWvpJQ1xhhjfH6ro+79Y0Q/f4XD9RaiTdRBTwP/5Qcm1w7gRb7Y+M7S\nFBwk3riB27fx7LO4fRv7+xiPXTQ0Hjs4HKniUNeCe0ETkTcToh0qjh5U8/1mon2iRMopE7IBI9+9\ni1u3nNmtKofHOTq+uIgjMkH+8g0JqGd851dYCn6SVIhZeBI20MEVJQmqygXmPAiFV4ZPshBCCDIm\njgc75IACUiEWTAfv7zvm4c4dlw9kOjgM+WMRelU5d8vzXrjZXxSSx0ut285MEmVSZny71QqHh7h5\n06Gr5dIFnjxONoS6rLziUJebi0W1PJ030kMLG8cc7yIaE82SZM5kC3/ZW7dweIjFwkEQnl/I4QUj\nKs6Ba82p4JD/TNr83rSnt7nKJQFwrS/n3mP5f7D1xmyz0+13Q2+GjI3+EBvlzJMtRERs4mNNHQdS\nHEaUZQgjGNfCq7DC/OEwDt60pzeHzzEa8sFpb5jBjwELor0kOWTnF/JbnOtmOo7zW3zMy5Izbdq3\n+G08AzmNxK9/nOgNuz/EG4kIGAOH7SLHawTwIl+/QHRAJIWYZBkCH8pY+M4d7O8jy9A0GI+7NsLH\nRCR8O87I/nbcwPjSZ+C+KyMpiQPVxQL7+y4HcOMGVitnp6xFnrvamT5M3gGQw2OMrmAs3JMkCfHZ\nYGkgE2IcMkuJogCRW4qIq90GcRy7haPYXpAUmCRJwvwSLzVjnaMjzOcAUBQYjWDtNunitVgyeLpo\nnSlaZ3YDn0bELbUTQAiRSYmwsIFxOjhw6cc8h1LuXfhGTAVEzAOIhwC1Ak8RebVdCO9NRHsxttvf\nd4iK33e5dAIYvjtjO0YhjKiaxoUXQ4hq1Kbar3j9ENGz/CK8bfirBYUxKx2CEeQop6qYE4PWTq0U\nGWXTs8smek7W4Vgi1/o4KNl4bHKSoCyhtcvB8Ahlvinf0ZjGGDa7OsqE6+gXL8sDcf/biWZEMyn3\neQcGJmqxcORqGDTP4ySJYK3w4tfU048d8SsLhP5bon/du++biTLgiL2R71Icys4HH/JriZ4Hvvnj\ng1Z6iTuAlEXTUiaMAEIGmDXRe3su+tbaWd44ShICQtgIk3bAaWybYiF8fL2a6BZHZIyROUPIGqTp\n1N2UA5MgGonxMhGIjIfkhsj6vW8jSU8Iky+5fproFstI+EnGY/cYHCLN55jNnGVnjWzH7nsnNPhD\nVB4x4nwgh+Ts51iAyLnH9drx8hyUDbm6vp8LtIPxNvG1RIcAwusEMWsQ1zLFxOY+Xs9gHNuxrem9\nUfAB+e7dlRCNkmQ8Grn859ERbt/G3bu4eRPLpUM8TDOyw2Nsx/lPP++zQ7LHbsDs3lq7fLyJ+l9S\nqPVlq3d2Bmu3zNjZGc7PO0bZBqPcZjNiZxCe0/1P1qowLJNNP1N8TYMscwj7/n2cnODsDOu1u51S\nRuuayw56twt/iMOLq2S/R0KsskwwAD0+xs2bODrCauUgfl3j4gInJ1uJMKOxIH71CaFOfmsOnLfv\n9V4iBdzgIkchMl9FH5ednw895E0gAf53onvAq15sN/BSdgA/QXQbIKJECDAcDoQg/9j6KLWNbft4\nn+1vz0DYCHFzvDZ4jfw/Ihgghx/f0VefhcxkyP26qmBr4yqEPkC2kR/KLl2N8CQyrEaQKvYqZh1N\nYUx4jE5+zBAZL2G0bbSecT6Q/Ry7FvYu06mjBXpe1pljdnJDixy721FEdCCQD7y87Xo6x/t7dSOa\npkU+8G+I8QgqTxPdcfDwCKJRgCAxomIFJAtgjNliuyHPaiNEFYMqzn+OH3LbOxbb2tqYUYjHz89x\n/z6EAI+3bBpcXODePdy/74xyWTI/w2OuG6/I6vx0+wm34iVj5izuWq8d38WBfyDBzs5w7x5OTnBx\ngTxnf1P4qdpcH9dEP+VnK8bs3OXXu4hWRNMkmYzHW6nFM8/g1q1tto/pOM7NMB6qa9Q1cXkgkYiS\nCrEbmABNlIJ6B9EEOBBiIcRUyjR80HCItG6MGXQAe1E0+eeIfuRF9QEvZQfAEbFhnjcQlLGNqGsn\nSvEZ1y0W9mZC7cDCti0GvyT6NoFqiGEyB2WbjTv5HDdxcBSeRGtwpZI3VTFbqiM83sfIgzpUE6GK\nFlHLqn82Q0zLMEMaSFvuoxCtRkwRhAVxgaGUjmmJ1Rext/MkuHMw/F9A+7rcXexzOJOfSfTl4St0\n3oVXlfOc/Drn5458YO6FF1ZrbiOse3Gu7sW5gwv7WqIbAAmRsAMIiCr8OKmjdWsdYoQ3FFV08p9s\ngK6eCdhOCLC20nrE2+z8HPfuQUrUdasK7PQU9+/j9NR98aqyTVN6o1xHg+eayNbHkMVlSo0plWrq\nOmVPw4KrsnT3MgZl6Vig01OHOcqy9veKfUD8ayLr/8DrOaI9Fr+ywCHkY+7exZ07ODjAaASlsF47\nn8SAjHVZPr8ltOakUD/hx6TQDADwbqIl0Z4Qq1B2Hur5o7LztGkGhwLM2h2WHgrhXTuAh7gcGRfs\nL5ueYHnPz10qrCwdFuZj4EMhGKOMUZEwoE9Qxrtk8JTGYyhcDSTD5PNznJyAyPmAosDJicPIMSTX\nuubZ337+Xx8mx88w2KcFPiu1fZJ4KThkY7qcQyQ2CsFoem/U7H6SmK7dOphwFxZBclTOZW68zsEc\nBwczZIg71LP0+hwVmFY+chx+np1hMnESFw69T062cW5/YYdCXR11FBA7Ys/Ev6lkCMUmPlQ7+7ZO\nW1THgUU7/2mGgJ3pQZCrg4DGT1GujMmVmte1YEPPhphdIxe+cG+GszPHzuc5qmqjlDPK3BGrZ5E7\neocKkNaW1uZaX9T1AZd38b/P9+L7coTB6ob1GkWhqmrTNLlSPE45NFTv/B4q9S2JJIs+OdvHaIxZ\noJDtCzq3UIS/g4EcVFuMgHcTLULZOXv90PMulNSFmHJoBuC4XeR458oqo2sH8JAKUY+FVTiKQZB3\n7x4AbDZbBxDjU+8D6gCH21ZPRcY37JJBEKAiPL59gLMzFxxVlcuIsg6Vn8GHSGgaFUHyEIipKChT\n7WcYPZAZABq2yzEzkCSo661a5vS0/yQ6Quv9WTHhSf7+aKStTTqrzRY5TZ3alc1xe6kRzHHb3aq2\nuw0HcqvVC/diT8ZUb5476efgwtZ15WPPTpCr2sPTwx37IhAOLxyB04GV7PB413H5cS/52XJ4Q8DO\ntlPrV7zYkgqgYKNcVavNxskfmfbhSpewAaLHy+s6V6rQuvSzFTtGuerNua0A6e81apqkLJesc+Va\nQr5XIFu89qYuyzXfy5jCmPh28c/2RptdbsiIKBWCmOkN4leut18s3CavqhYDyd7aE3G70BiiLNSc\nu7nEZedcz5+mbpHjktIhB5BF9YacYT6+soz72gE8xBVOcs1zpWPjy6XwrM3gStGTE9y7F/OhSqlS\na/YBdWR/YytM7Szl4DOw0ayMKZtmzFHqyYnLPfCB5Awh268AAsoSdV1wRObDsSYKxPhnenv0ktVw\nzIAxTdOk4UkYEfOTBLTO5EBkMQulSr8UnWeIn0QBtTGjcAx4tdki8ytvNm6pI+YBTVNGIfmgRbZt\nrOPIB2tLrcu6HnM8G5QeLLrn2JMX9vQ0LKxpmsJ71ipa0vgP/RT0TkQVhxfsU/mV2aFuNg5RhXQr\nIypj+H1DYKF7v4fKf/JVAGOArC2M2SiV1rUsijlnO3nD9/sjFQWKYlNV66bJlcp3GOUymq4VfgVT\nZNZmxiRNQ0QWWBgj2AGE0mtfW2OrKq/rvK6LpinYAVhbRj2c41/HFl8yY/3Hie4A6Oe34g5UMSxr\nJ7fCB92VDQogIwHGXF4Ql53v77uycz4+DEP53XfY3CA04nL35W6hwbUDePSLT3JqbaV1wQ6AbQFb\nIhYgstPmQJXNBBMF3uTFWLiJ/ltH9B61O5DEVw2kQGVtofWmaZyd4pZYjDy4O0IQ3bM6bbNBWeZ1\nnWtd+vZhfUj+UBjZLYV/kj2mhsOTTKfuz6EPBKtENhuUJR/XLTvcfpLYYrJFXjAXH1rNVBVmMycJ\nD/QXh+R5jqoygQ7uUc9NxDxQtNrudYwptF6HheVbFIVrO8GvwwvLPS/zHGzptOZQt/M6IeztQMnO\n9UqiZz22a2Lrzw5PCJSlE8Awonr+eceqeYfXKFX74uf+y/YhyBWvNReCAbm1qTGyaYhIW7vQWlRV\ni6r29VA1W+S6zpUqtXZGecgu655FzvkJrU2sFVqjaTRQaz2p63GaJlFavlGqVqpqmlKpUqlS69KY\n0pjS2tLaIhrgGsYaxzPCLpfVZ8FDdFJcQflaFO6jsA/2StwtAxnnt9rz34MzYPpxniTjTtk59xTg\nTkcc34Sy811sVbvnHZed9xtAXTuAx7r4SCccDTXNuCzHjMuCyes3C/Mc5aauNwyHI+NbRbP36iHG\nqX+VrNG0tjBm3TRZWS7WawBQCnnuqEPeqRyL+f5rubdTfEj6AHnQTulLyYEESP2TjIpiwraA6eDQ\nIz406vEpspLp2h1PUrefhC1yUVUTNvRMAfObhpogdrecm/XUc9/dXu7qSo7IrM2NGTVNWparQHTk\nOUYj18ciLGxRIM9NUayratM0bP3ZzPUXVvdC3XqIXWRfVRqjm0ayB7p/36VYAwQJbZCZ+PKUWtha\nzQ5E1XF4/w3RL1zBOtz3iUpprTSGlOLBPpXWk7rOpEykFESWW5OyUVaqVKrSuvSfOJ6nXUS/OC7m\nP699+ZU0hgCrlLK21jpXKqvrRAhBBGsN307rxphK69o7+yryNHk0yb3uBePq0nCHIkC2TcMGBpLZ\nfyZ7OcjjhF9AY3FCaIf+NXjieVzkyDUfoYamX3Y+dImo7Dxur2Qeqe7v2gHsvEo/RagwZq1UWlVS\nyjSYPDa+7KgDb1sU8DaCOcpdNqK6GkQtfe+q3JhUKVlVIFqwnWWeOvTb8e2XTVlu6poJ2TzYKX9O\nqmjccf8BqktXgytOc63TpkmEgBCTwSeJmidvGLMrlWtd9J6k6qH10tpcqYu6TvM84X+Qc25MB4cS\npCDACKvtaYey7V361HMgH1xC2JhUKVFVAJbGEIf8LG+NyAdUVRX4B6UKrQsffsZB7q4v+1z7WIbY\norS20Hpd1ytGPHzTonA5ntAHghEVI56ybOU/r4bt6Gp7/mus/b98FwdhLYwxSrEiKG+aVEpJxA6g\na5TZ+xpTMmDtGWXT7sDMGZpTXw3AvXS0McwxZlqnPGopdN/0/ytLCWr/4mHl8+hn2jE4m+NLpDJB\nEKGsNVoLDmLY73Kp/8WFI3uHMm1QqmaNA8OvIf0rO4CXj0Zpp56fm8osFq6IkmEfi/omk8slKrHM\njB1Adk0BPcEr5+wZD5XWWtY1iJbWjjkqZBvBfKhvf1+zjYgJyh1wuG8jBiHqhglcazNjpNbUNAZo\njJlyPiA0qDIGSmmlyqYpm6ZgpMxGypgOOu47gHBaLpl1l3NhrbWZtVJrqkAa0tEAACAASURBVGt+\nkhlHr+0nQdOUdc1PUngkxFC96C1F/CS5MZkxadOIotgjStidsPYuNLljd1uWuiw3db3xhEzR8wHl\nDuqZyQde2NQYqTWaxgC1X1gZTbaxSlUx+RD4B2uZgC7ay9u0W9PoIVxV+PyncwBNkxXFJLSa2Wy2\nECRGVHmOPGe2vdiNqGq/l2zk8567cmB45m0i1zfHRjkhkkKE+XfGWta5NRGzV7WN8gbIo0+s21Op\nv9balxG5p+WJN0SVtZkxKZH0rTZcLYsfiRPmjNb++wY3s/H5nk6X7PpB2b4gfyq1noZsH3O8DEBD\nz0fWOESqsCpCn7sAGTuAbXulUGbMrZ+46Wlo6hWa611BqRjXOY6uHcATvNaeHMyslcZAKQMoY6ZK\njasqk1LwibVWa920CcoqcJQRBA72txMk8jb9maEjuvblPIm1ZIxVSgO1MYVSoyRJpeRa0BCO1UrV\nWgeNChuIYHk7eNy2YyX1oNWQgAUcXcsji40pmoafRAoBwBijjXGPoVTll6KKfGHnSWInlAOp1tIX\nMM+0ntV1i3rWGkqZpimCg9G69PCiuJR6jl/2Iqgkw8JaywubSdlf2EbrLfkQXid6ixB+2t7a9hf2\nb1n7PUSc/9wYkzSNLEsQTTi5yvnPwEGxD6gqXZZ5VW2CAMYvabUbUYXHuPr1vC/RosgoZ5yn5c4T\n3l6b0IKbky6e56z8PmeLvPFOyEThf+O7f5/4vWe85GEEZFxS256ZFXpfhxxPFc174Lmnde9ebNzz\nq2X7SmPypplyJpZLwYP2iR1ALH5dr1EUmgO+wEr1oFgstUg6Zec8eohrS63tKot2XP22d3HNx2Db\n82sH8CjXfS8Yl9YKY7hEu7G20HpU1wyHmcHUxii2vzFBaQwb3zKyEUUbogbmcZfxvecdgOSIzBil\nVG1MyfOwuM2cfwbNANkYJz0ypvIRWdGOkpp24H+VKOkUSHiOsbUEGK1ZsVNonTVNwt3SvclQxihj\n6kgEFdO1RZuujW3lxloJkNaBes6bJpMyFUJwoa8xitc59i7GlMZUQ7xz3mvYwNbnxL8Okw8826s2\nppAyE0IShddpxbnR61Q7yIeOpeNZcrsQlfAQhBFVrfWsaZKAqLxAyDCwY2VBQFReA9NJgTZt6395\naqd/vcLaLyZSfmc2fuRy2jbKblWj0SjxiLfSL/6m/TDxMDi2U7/jcySBqR9Zm/GMT98bxyWorDW9\nXpvxvaq2ICfs6hJ47aU2seI+VyxwUGrEmTZGnGW5nQ3Xmbm02WgWpAY0NpTti2nVVj1/3PaOpb1c\nds6yZi772OEAdE9oFLig0TUCeFLX11n7Nb5NFVnLA6e4/jATgk0e+d4d2tuIQTj8yMb3G639St9M\nws0hMqZmjKx1EjkAB8l9FxEnHo2iwvAMRQ8j8zNcXLoaX23tPyRicSHPwuUJ6SOP1uMn2TK2gaHu\nWcyNt862HZg76tlLTkdKpVIGOtgtdfBzPBaY37Tn6vJe4M9vmgPfYO1XEDE44DSjYvLB2tR3ZRlY\nWI5zewu78eFnn+augZ8dsj6bNqKyAVEpNUqS4FCNtUrrJnJ4ztsZU0YPULTZdvMw2K5/fQTQPpvN\ngXYwytxsFYG0iQamxw2QyyjWsW2jzH8thOQ/Yu1fJFr4YLmKWvYnfsjXYFDfuVcd8V3xvaoHbWxm\n5DKArM2tzZRK6lrk+YzTeyzHYgAa57eKoq6qTVW5/FaU/S4j2WvHH7fKzkPi8OKCdb1OxRfKPup6\nV8ZiV9m5/Jhb5Jd4M7hTL9hwR9GYmijjtn9+5pEby+dthPI2ou4Z342HvX04vLkUiBi/jRhxj4gy\nogRIIjtlo3BMeTweP0PejshMm42trkATn/rjx0/SsF1giwkEB2B924nBJymi1dC92HANCP4XmHq2\nNiNiUogiUkJ7P9dEQsyy96ZVW6AdXpZrsk6ihWXyYQykWvdfZzt4yzf77b9OHmUaYjtV7qbahUdU\nYETlHV4WObwWogo/z+z1HYBuE1D8GNVDbvvvt/bziGbezk79LK3Uo5b+aPv+kOcioj7iDc9fKnaK\nP2Dt5xCxEQ+zG9NoXCUNzXCPKaC6N8Y9vPgGeGCVbO7J3pExidairhmAzpWSnGkL2T6l0DS6rguu\nRQgM5JAioE/HqSArCGUunGSOaz5CAU1R7MpY9H2AiHrfXjuAJ3b9B9+xhB0vm5uMKAVc6/l4f1vL\nf0e1VeGxycMQHK6AS6r4/rG1/xtR7e1Uy+z2QiTTHhDYt1O6HSWFc7u+wmr8rkfrscV0aJ33X3CH\nocvjEFov2tY/tpjraDEbYKR1SpQYIz31jIAwAvMQUc/xv5/33rRjkf9va7+IaBotbOXj3MTPMtw+\nYW9h4/Rj0f6yJvqyu8Qnv+UHBrCZ1wBjx0yIxGM7dgC27fA6ECTeXWU71g4O7xFI4e+39s95o1z6\n4S39GcIdFNu08xDocTL8F856t/tN4IZfyWkEAmR7RuMgAtC9Me7Ge5riQeQPX+feAaQsftXa1LWy\ntlRqXNcZdxoHLI9gC/ktX9oSUlz9TFsM978kTVv1/J2yc5Y7s8qIfUCe78pYdGo+dFsXdO0Antj1\nfdb+L0SLyHxUQGbtQHjim272jW9gCewO4/vAiYwfBVZRzZQb6m1t5zTa3nDwjtnVQx6Iz8lV6sj/\nhbWfH61G7VdjaxeGpuINOgC140nOYzrYD1tnB9PNBwas06Oei0t9bVws83y0sFUUe8aeFUNT16s2\ntELvdh2io3+90tq/TRQgPDsz5qASIu5MENg203N4fYe66REg4ZUf7fodYB8ooqH2WTTEeNC5hg8R\nShBstIDKhxr9ioS3W/tJRCsgB+bAtA0CYhjRQQBomzzb9jSvvZrn+x0/jY6r0qzWLDcqtc68+HWb\naTOm4YSfV75WXns2mO0Lq8QSo7ppMpb88oSZusZs5gafcU8BrudnEDB01b16/ljmS8AfIXruY5UH\nfulPBPs14BM8l1f7eXJp4EOH8k7h4NXRnrC7je/rH/S1vt/aP+8heRU/w+4QSfXMrmnbqRAelsC9\nK6/Gq6z9H4gK//8YP0kfrQ9azCLKSfaf5ASYxtSzdzAycnUxxlc7qGc8iHrm6wet/RyiaUQ+sJmT\n7YW95HXKyNLZ6MFYeXJ5Vc6H2S4ECNIWwIi2wzNth9fJf+b++/bDi7NH3flvtfaTiBbAps3MyN62\njz+Eip48fOVA/uS7pcbvtfYTiFZ+VnYHBKDny00086cT/vMHesOVjeC3W/tVvpMPi18501Yak/Jw\nNDfUyaFPJwoIaMwDsuJShrPyNR8HoW6GJf9cds5JYE4J8O9SBxAXn3eu565VQE/w+jlrP5to5c98\nB5+KXujRN75l+zB0TN5Hr/YYvwkce5gfniFtzzI1Q88QG6l+lFQDF8DbH2bHfAjYA0pgGbHDyZBd\nGLSYZjdduwY+DOx7VnfWfs0u2bXbAWDoo7DusG+RPwDcHlpYEY0JtDsATd22dB2i4/6DVvJ7rf18\nonn0z8aUmnxQ/rNq51oHBTDFULh99eu91v4+ogW3MGt/a+q9chMt2uBmy4E3X/owv27tgmgPmPuv\nH4OAuJJA+GfoI2DeS29+yLe+D1gfTbPYz2X7iBJjWnuPfUBICLXFr8H61z2pReh5l5bl4uIC/SLK\nuOddnpsdOYBO5YfZMXLq2gE8sevV1n4a0Qwoojhx0Crp6DB04HDfJFXAOfDOq+3Ut1r7B4n2PCTv\nh959exdQiGgfyDgiu0qKrHO9ztpPJprvXg2740mqnmmwkfgv0FB/kmjurVvnNcWQzKNpU8/Utgim\nDS/617ut/USifSCPuI40AgG7XscMWToTfdmruNUPAs94EUvlqfb47thNf8fYrkO2hFzr4zeH+Q1r\nZ0SrtlGWnexX1JxA9JxikDm86woPc2EtgDHRrH07/jfjWSuiHf5bH/uXwHse/q2/zdovIWr8Ujee\ngUzZGXsEEMje0N93MNtX9na4AgprR8YkTcO1dAsuIA0dsIM0KJSdV9UlDqBs51qu0vPu2gE8+vU6\na/8w0RpYRJHpJXxoaPdGQ0Gi8sb3oaKzd1n7nxItgYsIkic9siJGADbqBdaxZWxzHw0tvsnaTyKa\nDa1GhzcPBku3Y8OOdS4iP/TT1v5xojVQtP/xQYQRO4Bmh0UOQOetO172fdb+fqLV0MKKHZ5V9Jqs\nxV92Dbztagv789Z+KtGeP8wx1X5J/rOJLA7tZsDPn9Dm3/AI5bZRjuctJ5FF7ofkNfCOh9xmpbVE\ndN+3ORt5WJYO3ctGVvt9j+HwQkJIebJ3m+2zVgw54w7ZW0bWv2MTamDje95RXRtrXdl5mhLXBFgL\nY6zWddOUvqR08DnjJLPqFR7qawfwAl1vtfYPEJ156mMw7NVtOExDJkn5gOgtD79Zf9XaI6Klh+Qx\nYd1JV5regezj8bc9Njkw9T6gvxoxHhKXxoYl8Kb2k7zB2j9IdBEtddbDW52I2A45mBALrx/ECXzQ\n2iXRfpuA7n9c1X4XGnKr58AvPszCvt7a/7qNqPqs12BSvW4/Q98JPVkuWFlLROc9o9xxAHEswiUX\nv/ZIjxHmthPRtH072YsGGuADj/2y32vt5xFNI5VXP+89GA3U7ZCc2nIP3uSfxlX9XFKqlPIjd0ZS\ntmo+Qp2j1pXWsyFVZ6eKvlPz0Vw7gBfu+mVrbxKdeK4gJovj4yd6ZiKcT/UwcHjw+qi1APZ2YOQw\n41cOEbJhi6wfL1YK5MCUaB4xJ312OInIgb51/ltADpwD30JUA38veqR3WfsfE53tWOr4EJrd1HNY\n7auwMefWApgSzdrOlaK9PriwNmJ+3vFIq/pmaz8x8qZ9RNU3OrYXXsTyx/zxqP+rGOVxO0OT9Nzz\nB57QA8Q3jflAC9x/0u/4W8CRLyruo096ULavbscEHa51W/NhDIvcCq1bZee9ev5BB9AvO49TRMW1\nA3hBrw9bS/6sTtsHNSDiGKJ2At5HthGd69RalgnO/HigDkaWQ3ic9+t7n9yxya3lk8nDiYI5CE+i\n2k/yPTHH6kkMJrXOgK8hugC+3j/eB6xdEfG8i0l7qQPXeYlF1l4D80sP8765tUT0PDCJREFxnNtf\nWOMR1a8+xsK+z9pndyCqDqVmehCk4/AeE9s9lFHmr5/5qubiCvd9ve8zof2erDyD1wB/ffe/YF94\ncctz1v5XRCugjDJtWS8l09f7VW2+1w7Rcdq/hQYareOed50al1B2PszI7S47b66sfL12AI+7+4ko\n8XA4G8KnHUJcPbaN2PUY5ZCpEr14uXmidx98ksHVeJ0QqU+jhZLpxjeHCGQC//c+8KVEp8A/tRbA\nmbVE9OE2NZ8OMQ/9AK18VFcXL+wu8iHciz/rbz+Jhf0ta0dechM4RuGjXXupwwu1bE8E2z2yM7gs\ng0V0DoyBvSi7bqJ2PVzN8J1E94ESeNmLNOT2LdZ+ItEcWF+aaetk+2hI4BC0Hv8r5yeiev4GGBmT\nAUm770iooueS0sEnXLcLjK9Sdn7tAF5Aq1dG4o00Ij1iOLwGfveFNL4Blfc1JPoFu/WuBcmAtwNL\norkQEyFGQiRChL/EMmoun0mtDZJH0Z5g9XlE389lZf6f3bRlmukO6pljrl957FeO7ZokGrc1V8Zz\ncU/2qqI1nHlW7YEQJMTR732RjObl1/t95uwZgFuYiOixVdQ0Zep/J8BXEZ0C3/pivNH7rP2PiOaR\n8CkbSskoD8jkDjpOAd8Y7cmbwE9GQNy1V+J+tJ3whev+diMAPGTZ+bUD+FiEP9JzlNJb3rOP4few\nHx+H/x08qFqIZZLMeLxq6HBrLbSWWkulMq0TraUxwphQP9wpufocoh/2LzXo5/qZ0hx4/gVYB/1i\nxNSBZx8NkXvB1rBx+bcfl6YfwNuIxsBdoinRiCgVIoT/zHWE7qodmMVQ728QffuL8Wq/ae3Eqy36\njJz1hI/cIbX4Lt821UZl3jXwF7gPUtTzLg1tVCIHcHk6V7XdTGCZNi/G9/297gBeRDPxcXi9m2hJ\ntBJiP8tSbnrOY8TD6DSerlXXVNeTpiGlAFhjjA95OiUUf4rop9qran/PLHLMNG4bZLYd3m9/fK/G\ne4j2iZZEcymnSULcDDlMV9caxnB/08Raaa2IYuEQE/wNov8A/OgTetOfI2o6EwiiJitfGN2l8Os/\n9TggiYbxdtBYIPF/RIiMKI2b1/qa4dBU9U8BP9IuoJFD6GEXAtBDZefFx5z9v3YAL8HrTUSbdoIr\nGOW/+qDt9Q6iFdFSysMskzzzaD7HbObG+cbDrXh2JtE47HVjuBECV8NySnkJHAOfSvT638Oe9el1\neO8nWhLtS7lKU5FlyLLtED0edKMUmmbUNIlSQmsyPJHXDpY9fzrR4xi4kIFYttnROAOxBv4J0T2g\nBr6yDT1jNNYXv7LT+hkpZ1JOWNQfev1bC2O4cXpqTOLbTH0OsAZe/aCaj8GrGQr/771IX/naAbwU\nrvcS3ecBucBBRKaH47EBXkV0CuTAlw2dw3cSLYCJEPtZJudz7O3h4AD7+1guMZls57lzx3MufYQb\nt8nxUQqkngcYAWOAJTEr4I8R/fzveXT1dF3/hmgmxEGSrEYjN/pqOsVo5LBgNNcTVSWrato0Vike\nuRG3PJr59MDmUX3A+72YmDMQMhJta8/MdDIQp8DLiM6Af9RzA1mUhWI09lPAQog9KRdpCvZznfGo\nSiVNkyiVaM1+zvqOuZ8F/FA7t9QpO9/lADpJ5vMnpC28dgC/565fJnoeWAC3OdNFJKLRAuF4zHzp\n2RnwjUQfBb6hveEyYCTEMk2z6RR7ezg+xs2bOD7G3h6mUwjhZrufnrrpesbwICSpdWJMYoz02eDE\nZz5HwARYfMxrW66vx48nFkR7SbKaTDCfY7XCaoX53HU940n3RYH12g0/AQQwYrtvTGZt7TdAgIN7\nj9TVrpuBiBX3vsN21c5AhNA+Bb6A6Duifd5BY+8lyoC5EAdpOg0jHsdjZJmr7OXOzzxApqpGdc23\nNsaETul/BjgDfnJHjcvgVUcooXqYsvNrB/DQ12uJlOdDYob6r74kAtK3E2XR8eAmlOgk6HyX/PiE\npMCXE30Y+C5rAbyVaJ9oJOVyNMJigYMD3LqFZ57B7ds4PMR0CgBlibMzZBkAlwmoKp5+l2gteNis\ntSJq9sJugKH3ZxH9f9cg4Gm43kG0RzRNkv3x2G2GoyMcHrpQIEmgFLgf8unpdtSzMZkxNQvDiBJG\nhJEbYB/wUNuAMxAropmUUyldxwVu6mMMjLHG1FqnxqS7MxBfQPQh4MeGbpp6yDudTLBYYLXCconZ\nzPV5Zsib59hswAMmiUbejGTGNNaGt/t04F/2WKBdDqCK6ssetuz82gFc6foFIu5FvIhS+aFAPAde\nSXQC1MD/8dRapXcTrYClEHMpJ0LIMKTUHw/F0889cdnXugH4S0TfZ+0YSIimaQo+CYeHuHkTd+/i\n7l3cuIHJBNZis3Fjj3gaBv+fRQEhhB81Tn4MSzzfjn3P5NqyPiXXFMiEWGYZZjPs7+PmTdy5g1u3\ncHCA2cx1wL+4wP37Dg3w1PumQRCG+UlHcRwwAqZADnwa0esedOh+jagEVkT7Ui77GQhGn01DTTNS\nKlFKao2hDERgovrs03uJFkKs0nQ2mTjC88YNHBxguXRjXpoGm43zcyElwH7OGB75kEZ+7k8D3x0d\nLrl7tlfuudm3fxwYn5eaA3gLkQD2vAQ7rvdRUfHqwvMh30B0D3j5U+UG/h1RBewR7Um5TFOZpuBf\n2KZMXPLPE5cMgPuVh3+B6CsBKcQ4STAegxMAh4c4OsLNmzg8xHgMYzAaQWus1w4mszQoZMyIXCTY\nrgaI3cCfJPrpaxDwcR/+r4jGUk5GI8znWyzIocB0CiIUBU5Pt2mhokBRoCxR15KjAaAPBwMamF3h\nMSpgJsRhkizjDASz8+hlIOp60jRmRwaiBA6BHPhMojBY7S1EB0RjKVcB8t6+jdu3cXyM1QrjMax1\nKGc8dsPlefK7UqlSjvBsc54p8OeBjwL/OqKhBq9zIP+4Ef6+dBzALxI1wAEwJRp7PoSIbBjG5Efx\nBSVA5n9fRvS8L179+L/q+HiMx1vikrU6fDyYu6yqUdN0iMvYF5bAMUBEUog0TTEaYTrFbIbFwv3m\nc4zHLsQLKTKuDPB230YdDW27pzl7ggTQwOhJs3nhnH/BC/nhXte+b0wk/rUXfsO8Orp7DfylF/iO\nGZAIMUlTMP+zv4+jI9y6hTt3nANgLCgl6toFyLz3kgRCkBBExINFKQoF4sqAEfAZRJdM2nkf0Zxo\nP0mW/QwE7/Cq2jIzmw2IpLVj3tvGNNY2EfU0BebAPnDaRjkp0SxJaDLBaoWjI9y5g2efxa1b2Ntz\nSHe9xv37IHKZAHZ1VQUppdbCzxiIoxwOdD4ZeP2lDuDdH0925iXiAN5ONAUOhQjFqy260NrG8yFc\nvNpv9UOeD7lKlHTuxbyIyjiZXGLT8MUv2Dd+v5dnuOOxXDozPRpBSkfRFIVjaZi49CL9zvEIYk0Q\nSSGElODKL/6xFiICvy4O4j+wQo4JJ9++NP7Zdv8DPvyPoAN5jkj7DgT8veJZiTy74zuIToEa+Ion\nt+xvISq87lBEr9l4ELkB/qm/799/op/7OaLa28151BapAr6f6MK3Lfs7T3qP/TzRAUBCZIwFZzMs\nl44e4d9kAq0hBMoSkwlGoz4QtESd2SZhuqTw22DyoAzELEn22AMdHuLGjW0GQkoohTx3zIyUW2bG\n16V3MhCZdwP7HgQ8R3QIJFJOswzTKZZLx3nevo07d7C/jyxD0+D8HACqyinf+GWlhJTOyfmRnwHv\nBqzzyUAOvOlpsJwvBQfwHqIV0b4QyyQZBeMVNofWDNxSrVOlpDHMh2BoWOB/T/SDu8/VW4gaYAoc\nefcesgtN1A7lAvgWovNIjPykrncRrYgWUq4mEyyXODjA4aEjLicTp9XhoXTt4zHyAIgr18PZYDdg\nAMfhsMvkRePxRnnuUr6bjZP/lyXqmjlf9gSK+59Ev9glWO9r+fA/lAlOgENm83y/rTDevfYTEbjU\nc+bFfxfAtzzesr+TqAHmwA0gjdq86IhbKP1N58Ap8A+IzoBveuzP/QtECbCM+pjadrlTAayANXAG\nvJzoHPiaJ7fHkoAFOQ5gfDmZYDLBeIzRCFkGpbaRQbxnvDinAwdNGw4GPnDXyg9nIG7exMGBU6Px\n3N2QgWBmpmlYjCCNkUTCkzOBemIfUACfQvQNgCBKhUiyDAFk7O/j8NB5mjRFXcNaN+4xQBy2KuGV\n2+EjIjfA7/hfXDuAj8HFkrV9KfezjHi/Bj4E2BqyqkJdj4iglAWsMToqXo1bwv53RD/RO1TvJqqB\nFTAmyvxRgc84NVE7lIn/TYGvJvpoJEZ+zOutRCvAaXXC8WDicm8PkwmIUJY4P8fJiQPLnrjsizVD\nVJ4BrzLmSwBjrWDhM6d5Ly5cxJckqGv3z56fY712WLhpoJTRuvHtD5mpiHMM2tfcsw9Ir/xNmc2b\nEY35rAZryFY4aj8QOguxxul54AuJXvFIa/6rRGeslyUaE2VESTRL1vW9sbbi2b/tW2fAFxOdAf/s\nkW79TiIAR8CE79tTuze+9V4oaOI/fDnRCfCKJ7HHCLBEgshV/MYtQHhjMBPI6i8OApSKQaH2oUAf\nFFofCvDGixn5FgdFNEmScQj/OQMRCCgAReG2t9ZbZibKQBAgiKiXgeCeu3MO3YhSxrtxjmE6ddaD\nXUtANrGfi8I+s5v25HecXDuAj0Hsz4LlA7aJi4UTcoXi1bp2Izo5gCUaETmrbYyKhFyBD7nREyq8\nnWgG3CCaChHaoWyjUWN2tUPhsPeLie4B3/vYRzQDUiEmSZKNx1guceMGbt/Gs8/i9m0cHLjMVZ67\n4Iin03kJM5pGKNUXa4benMra2pixUq7a6+zMiX/Wa0iJpnFh1/37ODvb+gClSmNqY2prmx5Bzz+K\nxm+Jq+UhJ8CBEHMhplJmMZtnLYwx3IrOs3ksOOmEZF9I9GHgRx5mzX+RSABHRAshZlKOY9GhtbDW\nah3fV/j7BqEBX59L9K8e8lu/k2gGLIWYEo2FSP2AEQDaGP40tbWO5Wi3k+NP+flEr3q8DfbDRLcj\ni0bwZVB8gtZrJAnKEk2DszMXB+S5g4PeDTRDcYDuzTiSO0BACkghJkxABQXqrVu4e9fJkY1xxGbI\nQDAuSRJI6fIPRBRlIEQvAwHAdpxcTHVq7Yrewy84OU976vYIFxN19u9wntcO4AW83kp0AEyl3ONU\nPoO4/X2sVi5fxILliwucnzvBMgBrt4JlL+TK2oVLe8CnEP2ctf+WqAIOiVhtOY6DAgDGpMZA64bb\noRgjrKXoHMYDH/4M0Y89xhF9HdExkAjhxJqBuLxzB3fvOgegFC4uHBHEIXzE0nJ4RHCZ8ViokwC1\ntaXWY+Z8zs9x7x6IUFWOWVIKmw1OT3FygtNTXFywA1BNU2pdWVt7iqnxjVmayAEgOo2XX9yMaE+I\nZZKMuTIzbj+gNZQSSo2VSpWS7fYDnSbvDfAniH72amseTPAqSWadLIiPf0mpUdOkWjthFVxlkYng\nDt/36mr3X2GsQ7SSciFlGqderIW1Umup9UipSuvtBusRmBr4y0T//DE2mIjfwtoRm/5AJzIrkiQu\nFLh3DycnuLjAZhN8AEdCsQ9QbSBoom3QtztvJDogEkKMOAXNGYj9fZd+YDUaZyCKwmUgwvYIcXrb\nGcfgJpCQBjAhnA/gJpS2MZ3FEqCLC+fkPN6FMeySd3k44xdTPCW29Sl2AHNgJOUqy2TgQ27dwvEx\n9ved2eIEzskJ0tTRQVy8qtQgHxLQwByogV8iArASYl/KJQtgQiKIxcjcDqWuU98OBVojEiOrNsV0\nFQX0rmsCSCIpxJgdABOXLF5m/TJnrjhBF3RBwaD0YGx8NggojSmU7x+GLgAAIABJREFUmldVwoae\n3SeL/dkB8PE4P3cIIM9tXedKlVpXxlTWVlFbrnjq4UPjOSn3s0yyuonPOYv/eAa3xzSyruP2A0zQ\nT9oT/oqrpZ3fQbQEFlIepOkoZr3T1H1ozoKUJapK8H0Bo3W4b/jKS6AE7gB/hOiBAx15gy2FOEiS\nBe+uQDeHfju++96oaYRS0NoaY3yld3zr6pHARxysOMdpba31qGlc8MTHRykXRXFscXLifADjgKpC\n05RaBywY/2IsSLtDAWb5EiGSJEGWuUaE/C2CuW+aAfGxz2AZ/kWucZCZ2TbqYVFDCHpOTkDEPAHK\nEqenuH/fhTvsBpoGStXezzWAir5CcANiaJzUtQN4whcLlkdSTuPi1cCHBLqQgxfGdF4Ziaa5vHiV\n3QBYbZmmczZG/GNyCZEYuShQllRVk6Yx3i7EYuQKWAAFcOcxuuKwpDUVgvh4MHE5m225S7ZWg/J8\nL9bk2CfEy7EP+I6m+ZIkGdX1AYv8WGx3ceEaPzChxEwa/4piXdcbpQqtS2MqoPKJkMpP2a56b2Ev\njcG5Fd3BaCQ4+mOBE7cfAMAmKc+d0SESwBjQSilflhkTenPffuBy7PUuogUwk/Igy0bcAo9vPZ26\nJWVajO/L/AMw5pOvNSckOvddATev5u+nYYPNZq71XviUQX3oc+8pvy+PZACaIfbykSuu3Xa1licd\nLvhzn58jy5woPkbVLMI5PcX5OTuAUqlC68rToR03EEIBGqpGjDMQxOQM/zjSCmQUQ9uQfhjMQERJ\niH4Ggs8453IaY7TWMlj/+/chpYO8AMqyxXl6oGOUqoypWU0XvaOK/nB1vHvtAB6LEN/yIaF4lfmQ\nw0NMJo4u5OCFo1c2ZyxYdkouBMZQtIVcKTAVYj9N58y3rFbY29vaI1ZbslFg1gUgbodibWNM6IwW\nH9EVsHqkI/rjRLc5QcenoqPEDzA2/jEciSSb/VPRiZI2Wqd1LYVYscWvKod4QhTM9qgsVVluqiqv\n61yp3JjC2tJaDrqDA+A/27YyxOy2/nNgLMTeaCTm85YkYzZDmm5b0Z2dbZkZa1NjuBNASpTuaD/w\n0UvXdsT3zbLRbOYq4JhInM+d7QtCwFBqZ4y0NrO2NiZhYVVbdMjfOr/0vqx23wsbbH/fsZdc8cTp\nK+bxgqIhtN4D3Fv32MvDR+25xl9NAqUxuVLrqprz8SFybaBCgwTWCPCarNcoiqaq8qZxoUCEBYO2\novbzFHeFAj9KdJOl1UQuAxEqWvjw8rbnDMTFRTcDYQxnIPQOZibOQHCfIh7pvggkAafNNhvX7IQX\n/+wMJyfbpFeAvL7JSgx5gwOgp8qQPpUOgOlCx4dw8WrgQ7hvCdOFTFyen/c1y9QuXkXbb7MPmCXJ\nMqRbj45w40arHUqe4+yso7ZMtU7ZKHi7kLSFaMtH6vuahhRTR6nJECTPnT/gmJ3PRhDqRGLNoNXR\nEXccHMNGa9k0INLWzpXKqqrf/tfUdVnXRdPkTVMqVRhTegdQAuFXAGVbIxHY6l0vmAmxSNOM6/KP\nj3HrFm7dwuEh5nMXeHIrOmbzIoeX9sR/SeQGpsBkdzDOstpZkszivPqtW7hxA4sF0hTGIM9xeorR\nKG6Bx20PtiyitXFGfeSVYLu0Lm/3/XZc+orDl+NjHBxgPt/etyPo0hq8wbgVQdv3BJ838xmsh9pj\n7LCFtYUxudbndZ0UxZiLYNlKsv8zZgt88xxFURfFumkYC7pQwNoqCgUqHwpgSDMTjt5WPGZtGhAn\nZyCSBFXl1GicgWBmJspANFo3PjCPq/ZCEsL6083dsUpj8qaZFoXkVwNQVTg72/q8EDWen/ONirrO\nlSqCk4t8QPXwhOe1A3j0K/V0YRqEXIyg+TebObowkOA9SqQvWI7rVpguHGiHcniI2QxEW7/CtVeR\nYCAZskdBgcDtUC6vhBy8wj52NihERuF4cM7j7MwRlxE5C6UqrftnIyYuCVgbQ1qbulbGlFqP63qU\nJIkQrpraGKV1rVSlVKV1pTWHQqW3/kX7V7ZNP/+qoVd7E9EhkEk55/YD+/s4PnbtB46OMJ9vX41D\n4wiLIEmkUjyYTPg1F23Vx672A28i2gNSIeZcEMSO584dPPOMawkQcp6jkeOgwn3rOmmamEXsV4SO\nALPjW7PafZ6mYNhxfIy7d3HnDo6OsFhs78u8RDSHB02TKCWH2i2E1ntXbLfQuXhgJwG5tanWsmlE\nUSytnXLIH5okBz1oVaGqGAgWSuVaF8Z04oDS+5X6QVgwZCCUtZXWKW9vXgEG8bG64eQEzz+/3eR1\njaZh8FG3aRnVFiPwrwKktbkxI6XSqjrYbBzhVhROA8r5Qk4L8/SLPC/Kct007jWNKdtOro78nI28\n3bUDeEEulrJs+ZBQoxEoEWZFfNDUrV+NoOIlxaujODrrt0M5OXHZ0YilZbFNR4zcsQsZMH3I9w2J\nJmVMrXXWPx78VKFGJhCXXqzJVdCNP2MdpWbDDsBaGMMikJKPhxCSSHDagH0Aiz79jzvxhqi/AHL/\n65h+foVBtzfhTkRSytgB3L6Nu3dxfIz53KVzsgzGuBcPKW4puf0AS5uCoIV6bqAfjCdAQpRJOWZP\nv7fnEMDdu7h1yxnisnT6WiaggrDK40iWIQ22P0oBPaR35N6rmZSzUM/BjufZZ3HzJhYL5/C4BxmH\nopx3yTJUlZRSaM2TOEWbugzs5fjhiaAT7zaktYkxQilODFRaT+p6lCQU1QQopeqmKZUq+b9as00s\nrS2sLSIgyL9+KNDplNn4DERlTKH1PDAwcQaCj1soA2YZUlGgqkpWo3kfMMjPhOtfAZ9r7ciYVClZ\n10S0tFbyQQ6QNzjdqjLez+WMctqQt4pcne39rh3Ak79+nOg4Ll51IUSkWU5TV6vCWbuekOuS4tXg\nEgTgsgvcDoVLrkI7lPXaGdy4ORqXie9ohxInGPRucmDwarw8o7K2YHKGtTqc385zjMcOlwTiMog1\n67qIiUt/NkJ2LhyPnwU+wxgegFcZk2mdEEn/Llz0wBq4xus+A9gvI+u/AVSvylrvAMg/Q3QLEEQj\nLj0N4r/QA2A2A4D12gXFMZsnBFwqZ1jaJC5tP5DyfRlEcvqXRYd83+XSeXpOJgVhVUcKzPuwRyR2\nhOed9JUgGvN9ZzOsVjg8dAMY2AEELQp79KCB2VGXFCsdpVc6PmyQ8Q+s/RYWCQPSWmhteMtpPW6a\nVMpECMFSAmOUMY3Wtda11lWQgbWxYO7/0PTSThoo23fnCFr4DMSmqma7MhBl6VIjnu2sq2orRohM\nf8zPdPxNAWTWSq2paSzQWDtTalKWIkjmjIHWqmkqpcqmKdp+ruixnYOcp752AC/EJXhxiTRgrSVm\nYEKGkMkfblbFfAhnjSI+RAWuMCpaifkQl4YKdoErxfnHxbEck0ZxaKs5WkQxdYRowR6NH+aVa49b\n+XhMyzINxCWTUcxRMIzlAhmfoKt95FLtOB519ITnviIsI8qsTZhn8HiWpYc66B8i2U9wAJse+RNa\nn+c75K0s/EildELbuDKTza4xXSovsoNO2uT1f31CL9jimBl/DdENAEIkUoIzSR1hFftULoQeUlUh\nuulgRWgwx3Ha/zVER4AI78uKXpYecT/6+dy5kzzfxWG6GxHZ9ogTardbeFgQcO7hJmMpo7XiUMDX\npm3H5HKgYEwTVUFWXghwORZkxNl5sG0GwtpcqYu6TvJ8FDIQrIxiBxBnIPK8KsuN3+Gld0L9DERM\nyFggBxKue2c/Z0yp1ChJUiGkEAQw59lwiQ/7OW4mtpvzNEPb/toBPPnL7SFrlQ9PHC3AmTpjcHHh\nHEC/eLWumRCvfVu0ple5ynThKw4PXTuUMBs9BJ7ANgDsBWKmVxk4aI+yh1doCKAwZqNUVlUHmw0F\nSUZQrAcMxHrNoqjLcu0zV2WUoKuHxJoWOONmZ9aOrE2JEi8/5bTzNqL3S9d3AHmU6zPtxm2Dxoi9\ni+gInOJGfr56wwG4oHGK1E16SONko05E/dL8xCNIESpCw61Djp19avxjItEYMCfmCz4GicRw31E7\n/GfCSobWe6HZfWg1476H3f7C/3mplKtThpo95Mm6BxCgAAFYbrhkzMjazBiHBaO2SDqall77jGiI\nizkU2EQD0OMe/fVQBmLCGQhjMq0dMwNM4gxEECP4ZrcDzEykQAsP0/Qigw07S2u5JUxtzMiYTKmE\nKDgAE/Cur3Wvvdy5bG/43EdRps0l1NcO4IW4tvp6Y0qlXPHq2ZmLgrlPIVvDmA/xSdG6aWLBMm/f\nTukKAVsxcjwdtGkcJvXNhTpt0eJ2KHpHpXiwC1fXgxZ8mK3NjUn5eAixAhxxGY4HG0o/xC4PSs3o\neMSpOf6Dig4GD8mZcMdsn8QWYbCqfx3V1nfH5yH8zc7M682OV7OezbNRs4dtH7rRyNl9xvtM6PlJ\nZLzsKvIBamjlB9sPUMhDBjol3Jez62zomW0I2ZSqarU9aAPHjlGO07Pd+zJz1fFzfHfmHzirdHnr\nvR1u7/J2C5dc32bt3yZSIVS3traWBzEmQOwADHs+35dpVyhQR584tv4XvVufec4qARJjSCkQKWtn\nWk+qatSuBtdKVUMZCKbmY06mjDIQMRDZ+K9vjFFErs0GUeLnGrlwxzs5FdGnlW8HW0R+zg51lsyv\nHcALcbHRkdaykndWVSnnxzhHxHRhqN9htTJXdReFrqrc75hdfIjyu5ZCU8xAOwqBNHWtYgOz1D6i\nzYO6Y4bE3dXP59r/5Y21XMKGqtLWTpWaVhW1W5/apqmYtWyaonc8+txlHBn9BnAbCCMTQtsZGjrJ\n8bHn89Ax62EqfQG8fsjV/QDRHUARsTlDYPPYcwctr9YOzPXaD9hQlQM0cbZ8qDJTtoGa9mZu2wyA\nE4xcRbjZOAdwcrIVg3MySSl40aFqdz6Ibx3nojsAkV2p83bMaTCBKcS2GX1ovdduudO099gV3/eK\n1/M+dA0T9DJrM2sTrzjazj2PimBr7+ZjBxCoRdPeDCXQr4V8mbXfyhkIvosxpmk4AzFqmkzKRAje\nhPoKGYg8MtBqSIxwHg3m5RCQM16Jb/7a5Tzbfq5sc56mZ/25P/zrrP3gB6fXDuAJXyUwDnyI1qOq\nOuT6TKYLuXYxlDJFneB0WV5w8eoOPiSmCxtrR7EYmUtFqsp1RluvXSl8ENvUNZqmjsTIHVpJ+b1I\nQ3bhgQqNEZcyWiuNgVKBuNzUdeqPhw1CHaXc2fDHYxdxqXvH46PAHJj4VpexA0AEb/sUUGcWawAK\nJXAJ0OGyTOaaJyGXc3rqtDebzbZC5/QUzz/vfIAvzd+2H+hJm5QHN4PtB7Ytg+IGqGdnTk/FuIpF\nR6en7luzHryqUNeNUlXkeJqeqqpTEfpHid5o7fcQPRNyTh2vwy38mO4IjicI3n1Vh9a66tWgdjTv\nj7DBwvUqa/8K0SwaGeRCAa+v7Th4vQML1j0sGJjA00szEIYRZ1uMkHpmBrzJrVXGXJKBCMxM0Q78\ng8s8BWYxQvVtHMPk1LCN457BHQfAt9BDr1k/JeH/U+kAeEwHWZtbmymV1LUQYgUIVghw65jQq8e3\njomTRXnEh8T1q2UUtlRaj2K1JRd/nZ1tm+SwXQitQlhtGTqj9Wilq7RD2XV9tbVf7+dsOOJSqdqY\n0phMqdRP5Q3EZTN0PMqrHY8PAStgGoGA0NUkJnPj8xB3fIuxMB/480vlrc52WFtqbZuGuM0AY7iq\ncmV3Wm/70rAhznPXio7bkUY0dEfgFGdHg4v6DqJn+S9YWxpTN00WPjQ7eA4jjHEtAVh06AuCEKpe\n/a07kqqmd9PUL6CK9I5b8QL322Ggw3/gdQjvy46naQqfwRrcY7ve96Gu3waOfAjPwVY/FBjcCXXE\nuQ9iQWYC37wjGjjxGQjyzbdZZ8xNubtiBC65H8pAFH4sx7qNt3T0GB8CDj3/WfviCe4O2dntpt3m\nL24zVUTW3/ZQzmufkvGCT58DWHsJTWptyoLlqlLWzrWecPFqqAbQGk3TBD6Ez22kWe5whbF8pVBq\nUdfEUSGrLVn2EzcZ5XYoPkArvF0YzC5cpR3KJddZUGjw8TCGLTsTlzJqW288LxEfj0DUxAk60w7l\nePt+FNgAC58JSLwPiBmMmAKybYgQH5sKWANv2X0SeE0SoLS20HpdVQsOh7n6ieWtXGrHxRZclnlx\ngTy3VbVpmlzrypiyLf2uHtSKjv+nlGW1Wm/q2jkArrll1Tk3hQ8QkO+72YALgpQqPfNQD3GJu+BO\nDaQA99vJm2bK78sbjNNXodFIaL3nHU8ZtVvoK3qbaIM9zvU6az+FaOl7WHEokPptQNGYGjNEBure\nZohlYJc0R/oWa7+UKAiIOxmI2AFYz8xckoHYeD/Uz0CcAz9l7Z8lmvsYZQKMo0buMdDRQxFP6WU/\nGHKH5W6Uc+0AnsD1PDCJ+RCtjS8gHHs+RPjiVSfk8sWrrOXaxYfE9Yq51hdVteT0MqstuQgoaG9C\nI6D1GnlesRjZmNAOpdrRDiWWo139+ghAfk+zDoeJy5C56og1Ve94dIhLNaTVqYEPAvt+1tUkAgFx\nGiDQWSIyCmgTvjWwBt5xaRxUePHfyJhcqYumSfN8zH1+uKaBUzshWPZlmaYo1l79zaX5ZaRrCuag\nc0TDo/xNa3+QKAEKdjxNkxbFPPT44x6o7AD4viyuzXMUxcY7nqJXDhp+qn1f+A/HD5mwnFfri7oe\nFYU8P3fKAk56x3MsuP5rvUZRVP6+cRlq3SYwm4ffV4PXz1n7h4hmQA7Mom0QQEBH2BMeoxPZdJjA\nB7bGex7Y8yeFTfOI27YT8dSH7R7bkYEI1H/TEyOE2Jy7tP6/1n420cYPdwvvmFzKdAU3gyHIG4Ke\nNz0l4f9T6QBebu3Xe6lcEHI11pZaZzuKV5tQvNrjQ2JKJI6IN0pldZ3k+ZTZpLgdShBs+HYoRVlu\nfDuUst0OpYwoJvQ6olz9+i5rv5CoiQApz6XqEJeIJBx6iLgs2vKM+Bg3QAF8xFoAN4jYB4yj6G8r\n2olmknSGooT5hafALz/oGKyBBUDcOM+YpGmEECuiCadGOQHA/iAS/9Ws/2salreG/jMd8V/VXmrb\nbj9QsETH2o0xiVKiqkA05/vmuavtCA2XqgpVpcoyr+sNdz7w/QDiitBqR0WoAd5oLdPc+1wcYO1I\n66xpkrLcI5Kxw+P7hgbURYGyLMpy43uvFj6j0+m+V7WbENjdrfeucr3N2j9AdA4sgFmbD6S2p298\nqRcNYcFgyt9wBZv4Sms/n2jmA4gAPlJf89y5tY7QT7UjA2HbWuT70e3+PXAL2ABLYNre6p2kl4r8\nXN32c32U84anx/rjKW0FceYBNfFwR6LG2kqIVOtUCG6T0uFDlDG173Y7WLyqO0IxY2TTkPj/2XvT\naNuyqzzsm2s3pz+3v68VOCEZ9vAYaRzsDCcOjQFjiO04UfCIw5BtEZPGOHQWCGGMjY2RDcYoRqEX\nNqDGIAQCiUaIkgQqBKWuVCUJCcsEGxssVFXvvducc3a3mvyYe60zd3Puu/d1qiq9Pc6oUZKe3t57\n7bXmN+c3vzmnMsAsdEBsiZHL0rDU0vNLvWrLok+MfAeFgv8BOARyv9VGfcQlOmqEbuaq6uNnW9na\nZ5wjogSY+YMRulnEzZFnXetfAE+e7wy81LkfJOLS08TaSGsAxrmpMeOyTMKsDy/UKasqD+omL3CS\n4j+pcTId8Z8sB11xjtS5xLlIayLivPq4qgZZVgOPl//qc9w3dECqmm2m5If+RudeRVQXiFkbaU1F\nYYGZtcOyXPfbCYKoqqrKMitL7reThft2+u3I3qv2dr1Xz3l91LlLRJMmERQ1XYGgO4pEWoualjff\nzPt3r48Dez40PCMDYc/MQFCHmq98SPpu8SQfc+4FRHvAqeA8E/8urbfQTcKzN8rJfHjxEADu7/Vx\nwYfYwIdYmwKRta3aJeOnuZ5BFxb+r+Lv/eeApbXKGJQlk0vcDiX2YmRnbcVt0YISmX/eO8uavVB6\nxcj6gm/9s879j0Qz78uM+8SabsPxKPoSdLaZoFs0b8dFpgwDI3+vRICBap5Jvt1HL3gAFv5viJwj\na63WBiitXVVVGsfM5oH12sZUQfnXqswU68yInvc1I6qa940Ay96ltU5rLgjKtE6jKOH5gpxuMSZU\nhK5ZRGuLzifOfBzZlZ0A+HkiDSx9mVXMsgWGc2NGVTWIY75veN+S2UutC045NDdYtqHfjsT1u7w+\n4RwRTQUGSAeZ+lwBuQnZJj5xkS3xVuc+j2jm+RwJPNGZKejzZCC6WuR/7xyAP0Q03sx5Gs+Xquae\nlyECv+m7n2vW/7kKAD/i3N8gCm2NG8WrPlo8mw8phJCr6AiWF512KKuqSqN6rGJd7WVMZW3py8RL\nb4wKb/1bYmTXESNnF3/xn3Hui4nYwE2DeuEc/lHhQwfq0+fx8ehtIBxgIBLa0FZ9ALf5/Pgd7f4T\nQAGaF9xa6yWhqVJJVcVKKZncDuomweYVZ7J5csFlMdqRHw4VNdseZMakSsW+7cG69U1QVfGtfUVo\n677dyiwNfC3wq0SsO/wjwMcAA8T8vrz+4b4B8AJ7yZofrzgqBOm06qtEtfe6ElVugLHvrpr6YuOW\nKyApmhL44B1tibc79yeJxp59amUgpNk1zRgXTWVdKwPxVcAbiGTC/G/4x/u3zk38HbucpxIgp5pR\nTnjTJfCh56D1x3N3IMzvA5d9wq3Fh0R9fMgmAMj7/IVTQHH7M2MaYmTfeozFyLXgkvUY1nKfcSm2\n4fAi62sSUm2ojbrt9YvOfQ7Rwos1pXqBOrynFpmr1vGwTefl7ASduw+b+0miW8DnAo+K9gMGqIL4\nT6nIs3kuBHMMA57Na7UfWHmOy3XEf2Wz/ujlzn0LkfGvx/ctnUut5Q/NEUAQHYa2B1WTRcy96LDV\nBCnc9x8IU8JfZAf4dSDil7JWA4W1A692byTzfeu9yutNz+i3091gb7l3Xy3AQO7djrQJANL6V8Bv\n392tH3PujxKdeHaebxd1HPMAAKYTgkjf/NvFiSj9VlkAr/RJ4G9xbukcET3jFUED37hXcp6qLz1Q\nPGdN/3MbAN7k3P9ENPf039jThV0h1yYAyLxuAR09zKkQI1fGpNayVxj5MvF2ZzQvuOzNLti+w1nc\nxbv/NnDoM6jjDknaDZB1X4TuhGrtAaetPkR0E5gDl4AUeBFAwOt9rFYF8R+PVWhqP3Qg9DpsXta0\nwt38dus68h6i8/ctiRKiBIh8RWioetWiIrTsKwha9slOXqFUJPrnaP9//wIgA57kv9PagW+9twYe\n34ogvG/ZvG8AgEVfJWp1fxrRBD+AicFWVkADN+7dRvqIc1eIbgHzDjvfOtdRnxjBAd8HxEEe7T9f\n6c8+T845Bm4CLyXKmyA3EumHuBnyBt+/vGucewgAd3W90bk/RzT2fIgkKHr5EN2UzZUdfyEEjAvZ\nDoU3H/dGbmWHQpWg31utxjirptpSFgrejVL4950D8B+JoHXQR1wab/p7j0dI0D1gydpjRGPg04iG\nQOo1rA74PwHt3OusLYGBbz8Q+Zba65BFsHnd9gNZE86t+GO/3HnN3wOu+bYHOlSECtFhYwuJitCu\nIV4K+U3Ybz+cpnEQpAGGg0VrC5Y2Ap8JvIdrznmkpei3A7HBjKj5KjrAU3UIPX7I5f38iO6B7JmP\nO6eIZsC0k4FwzSkILd/8dUoNuD5GrKQOXpofH52I31PAlxO9yjX6qyZEMs1GHueeeu7b/ecDAAD4\neec+l2gBzJtiteh23QtsxyAG7+kfAgPgh5tiZK6GVx3HsLcxTt4RI7fUCBfSRWy6/o1zM5G8ahGX\naB6Plm4hJCEef4Bb+aNEBbBPNCcaR9FQqTh0Q3MOzmlrv9zawrnXGCPbD2zKbVSdCAAdN3xTK7r3\nEP1NIAFeKzbG0Lc9iDdUvfYCwKojvjTAq2ez0NaUnIuMiYxJjUl5kKS1yjly7r8GHuX7cgTQBZ4z\n71v15fNl86VHvHRYi0V78XPHflnvlcciA5F0HPNAzf+MUpMoGnGXb6UCXoGT6tYWzoVBnt1izL9G\n9KNicarnkaF/fgIAgN8BDjp8SNxJSUkzvUmwrIHvJxoSJcDf8RTw9xmzJpdENYq7nRhZC1ss83LF\nvSNnT50joqf8BNpUEJdJX+ZKJuieeLCb+4NEEbCr1FYUzeJYcfdjltWiVlvGxsRaJ8b8NaLc2ldb\nG5/ZfqAFANT5NLqvAPX9RAUwBbaBBHgZEQH/xLmiSTVEfdVtvYbYdTbSaw8P14PDgqazLFGWSVVF\nWpPWsJZ9iP8WeHuHx+uttm29r+7L5zOn9w3A24hSP+VRtuJZAf+CiLuhff0nycA9SlSI2RuBmg9I\n/JXNBwvkTCoI+hYAvJloO4rmSRInCfgnRrtA67iqYq1jYxT3eXS1t9/STH8p0es+Bez+8wcA/p1z\nI6KrneLVqI8PwQY+xAI/QDRVaqTUQKlIjJZ8aRxX1n5nVW1qh6KbdiH0WO4NL4q+Xrj3KjsnXaQu\ncQlvCH7rge/vJ4kGwFSp3SQZt+Yr8DqHmbdFEZflhIi0fhGwcu41ngVyneKjSrB56Cx4sIZh8trH\niI6AKXDAME8U+6TOt/k0wHdxtNcRg/cCQNbZSK/b36+nUo/HdVVXKGPm9s5ZpopiBFitjbXM738W\ncAq8py947d43bwq6WnxXCfx9HxGu0w8CAJg7mgMnwD8lugG8/EHtB879pMAE2GruyQCoS+AUeAXR\nAvjmPhjg3S6z0O8AxkrtxvEWD9jhHy8+IEsIURRpWYLIGWOtNb6Na2tt/yLRz37KYED8PHiHzDkA\n25v5ENtxh1ve4uuUmsfxhAd0hLFwzsFapfXAmG+KIi7/eYUxXXKpVW/lNouRl/cn4yrPRiowQJbt\nZMDNT8a2/jC7okrtpuk4DMCaTjEer+fYcGsN/imlimIAaK0LO9vyAAAgAElEQVS1tf8LsHTutZup\nGNNXmBPg9liAEAGHRDOlxkoNokhJAspaY21p7Tc6V1j78g77JHvCyBZ48r6vv3SpHh63vY3pFMNh\n3aI8jGnzEU/k3MC5CkiMSfzwlv8ceNcGDVvLSGFD86US+G5gRJSykMmzKNz0uPIKooFQuQyAv0v0\nFPD993lvvItoAlzlxI/vVCrnC/GzjYExMAKOgZcTPQ28ovNgkqb/ENGYaCeOt4ZDTKeYz+upaqGL\nFFfsc1MNpUCUBjkZEWfveB2GACfV9oAvIHrkUwMD4ufNmxw5xzl/GQecQRfy4flRoi2ldtI0CZ4p\n+w7NwdAoy2FVkdZfA6ys/Q4xm6nlRLTqRFqFgr9yu131ViLdbCxcAl927r14x9m5NxFp4IX3Z9OP\nlNpOkvF4XNvHvT1sb2MyqUd+cxcEbnzmB3Jxc4jKucS5BPgSYAG8prPgvYU5VrT9eq9zTPtMgLlS\nWwzzcrSvLzOOtB5pnRgTGfNN1mbOZc59RxPspcBGNXugvvHwENvbODzE4SH297G1heEQ8F2keIBz\n6FFoTGJtwpO2fNYhAf4Y8I4NAxhCt9FNzZe+i5MrSg2USsXIYmctj/ksrE2ci8OcH/FXKZ8CvR9f\n/wNEAK4QjYmGHpyCxDaMmA49mWOvLuV/fi3RDeDH+p7t/URbRJM43h4OMZ9jdxd7e/U859GobuzK\nfVW5j68H+4G1pXO87LFziYfDITACpsAc+Dyitz/MATzg6zEiPNLz3/8E0dIH+1+9+asEPiTzfO6g\nDwBC7PlTRPMo2kvTiGf/Tqdr3yE0AmO3NMuQ5wN/2F5i7dK5JfCd4nz2lolLteWjG578cSLumZwA\n805czKQtD2u8h6TtrxFxBRz7YtwC/s1Eua9dOHupz3m9j2ibaBxF8+EQsxn29nD5Mi5dwt4eZjOk\nad36mMe/sDnmGZDGJMbEznG+js3WC4Hv77B5qo9t4zbU3JHifURzYB5FO0ky4Nm/TECFtuEB5osi\nLssxEY+ascBLnFsA//B2FaE/v7OD2Qz7+7hyBdeu4dIl7OxgMKh7ix4dIU1rOoLvVVVK68iYyNrI\nly6yvfsTwC912i1o3+FAdRrR8B/4QaKtKJomScSZFYFtZExiTKJ1YkxsDCefydPfMsh4MdFTwC/c\nU6v3fqIxsK3UNIrGURSF4cY84dJaHnFTWMu5WSV0X7Jl1guJfrr5YO8jmgADpeZpiskEOzu4dAlX\nruDwEDs79VwHHhDCTcV5a2kNrZUxsb9jJAa3JR4GuFHonyf6uec7BjxbAOA3iCww3iBfu+bFdqfA\nK4luAsVm7lLyIcMOHxJY0bcDI6V20jSaTrG9jd1d7Oxga6v2HXi6ALfk5YSSc3Au9Q4L+w7/N3AK\nfHsHXajJzOYbysSfIOI+JJf9E0KU0bdI22PgO4luAP/o7jblrxHFwAzY9TRxSzEZlvr/JXoGKO+C\nJh4BiVJTPqLsIF+7hmvXcHiI+RxxjKrC6el6iqePt1CWcVUppjKcC5q/FwFHwGs6/WfQZELe4x/4\n/URzYBpFu4NBOh7XLMF0Ws8ZZ6PMMM/9PpWKimLI+i5rK+dS4KXAKXAMvLIvjnwTM/5bW9jfx+XL\nuH4dV65gdxeDQd3in0cLMM3FHd/iGHVdORERefEPv9R/A9wAfl04EOrMfjs/ptROkkzSdJ1cCU2r\nqqpuXFiWaVkqIhjD2NYStob08j20ek8SzYl2omgrjhMefRzC62COqyqpqkRrZQxZC2s5N2s6dF9r\nhKoCEqJRHA/Z/d/bw5UreMELcOUK9vYwGsE5rFb1KCdu55Xn9Uy3qor8FA0lADjM62bfcYnn//XJ\nB4DHiQyww9wlcLOvS+aOF7oMfZh2A/hqon92p/WrHyIaKDVPknQ8rg3TpUtr34FnyvNUJp4v5qeT\nR953qONHIAa+EjgCbgFv7qgtWZH94b4neYxoCrzA645iWXrKFUO+0jUVvwHwzURPAT9w8VP6XiIF\nHAJDotSXOzlRJsM08bD5uwF8DdH/c/HbvZtomyiNovFgUPtoBwe4cgXXr+PSJczniCIUBY6OameN\nO2xz19UooihSWlNnik4E/AXgGeDRDlvCPJvsRzQGhlG0nab1h97bw+5uTUAlSaPzfoB5axNrE2af\niJiDYt/wrwM3gTeI+74+SUace5zN6he8dAmXL2N3F2mKqqqjnOUSk0mdnPQeOvnCcjaIwXXg1/zD\nwKOd1nvdStSfCMmVyaSOYiW2hZ61qxWUiotiyIaVa4w99z0CJt4nOLl3mf8p0XYc76YpjUYYjzEe\nYzhcz6/mCJt/ZTkuSx51Z3x6NngkLNm66gerAfhVoj0gVmqUJPXi7+3h8BBXr+LaNezt1fNEF4ua\nCOKRrgzGcQwlVp+IfNgRkIA/twG+mOgXn9dBwCcZADiOm3nuMiHqrWGcEYU2D/IwvIToE8BrLviF\nHiPaJUqjaDYYYDrF7u7acdvbWw8FPD5eR+5BSFBVke84rQDlQ0g+qJ8NfAJ4QhARH+l7tg8RWZmQ\nbCriJWlbNElbEhHGlxH9i3O/+L8mOgW2gKlSY6KBUolS60Qc39G5ejq2WOpwJL6O6OPAay+y1Iwx\ngyhCmmI8rlna/X0cHODwELMZlEKW1TzJZFInYEITUB7XTgSidVQnYOCPAgXwYb/aOfBvmo/3BNGc\naBrH49EIW1s4OGgQUDzljWf+8AwyniIXCChrI6KagxIUwZ8FPgF8Avh2pZIoUkmC4bC2v1tb9Y/j\nG5Y2DQbr9wocCJEjajVwbr3jHwd+Y0P6ygKvBqYhucJry/lnxjaZXDk5CcmV1Beut7Bt4OnvXeDP\nEP3y3Vm9x4nmRPM43uMjxmsym9WZf06NcG52sUAcY7mEc3Xmn9Pjvlwr4NMcOAD+NNE7nEsARRRF\n0ZAXn2/BOYD9/Tr80hpRhDyvgUduLb+7nC/sh1h8JRih/GEEcJ+u3yKqgF2iLaWmcTyIIt+DtwcA\nJkQRoLyXhGbrq4vKtoZATDSOYxqN6pNz6VJNTezvYzyup9HyeG6eUc6z5pOkjtyVImulW6pE/PgZ\nnkPvpVMfJxoBc6XmUTRj0RH7noG01TqQtpExitlSQdqG0PivEL36HC/+YSIAe0TzKJpGUcI0sYec\nyFquURoYUxgTWctC6S6xbi6y1L9MdAiQUgknXYdDjMeYTGoVENMmbHN5Ydkvbpp+R2Q77fWdOKgx\n8IeBW0BXs/FOogMgiaKp5IivX8e1azg4wHRaz+A9OamztSITgDiOtFbWKq7+ExwU2wVW0TiiSClE\nEZIEaVobemloRDSKzhPazq81KCIC/gTwTlGXEAjMNwBDonEcz9n/3d/HpUs1tk2n9VxJHmcUhsz4\nKPYMbBsCE2AMfC7Rr9wpBryHaMsHXrWDtb+P/X3s7NTPxsOWefhzyMQ4F3FiXITXiXiwMTD3Fpmb\nssRKRXEMlm+EIGM8riOtsty0rwB0t1brivyHfggA9/76TSICtpTaieNZkmAwWFuBvi4J4ygia521\nlqvqO2OaW/zgGdc7iA4ApdTad+AEALul+/sYjWBMTeAul2v3QUTuIWxHx2vjfWM2dPt5P9HUJySH\nUhHPxGiYY1yWTNoSEYyxnrTttvj/EqI3nPniTxKlwEypnTiesJFiOyXvWFUoy6gsx1qT1vdkqROA\nLfjaRLZUtgCsDVYJxtT/0VpeWO4A2rKP8tByP+fYjwhtOw1ATDSMopSd0EBAcZJ2Oq3jD54+z/me\nxSKY75ok6COgAtI7gBi5hW54PctFqbX8n79pVdURhrV1T1mPrAHa5cvy7f4k8JOdBf9NolSpWZJg\nPMbODg4Pcf06rl7FwUEd3ITkCo8wkiGswLbIY1uwtkx/T+/idA+BgVKzOE4Cv3r1Ki5fBhdJJAmq\nqp6EHMcAajpIa1RVbEysVJ2b9fgUHoxbfn0hEaflFVFt3EPqO3wFreuNzf8ilp13Fy++7TRwdc1C\n+gT4fKK3PX9ZoE8CAPwrIgImSu0myTQ4hpNJjQH4nZ5cYhw7rQN3ORD2iPnBK8BnE73zHN9pwL1t\nlUrZMw3kKf9YBcQ7hm1B0FSIsJGDd9vnPtBm3+Fxbq0eRbtpOuCEJPvCTNrynJkwgDDLQJQAQ96s\nzmmAX3wgguI94AuJ3rrhxT9ENOClTtMx0xT8Y6WTpImzjNnYukZJLDU3Ww1LfRn4HKLbVjNwbpk4\nyg5y+8D8ZlkNABxdsc6KraTWDAPcB834IWimc1YlY9u63k60ByilBuwhTiaYz2sF6sFBbYkArFYN\nmBefm0IU0nypEPDFgCGqh64E5OY0xtERtK6JxKMjHB/X84SzrH5BY7iPrPZvp0VgZ8SALX7BFifz\nHp9cGTG2sZHlFChza0x9cHKFZ5zxOicJfFdz1Xyd8FIhxLkzIujXiXaBOIqmIfHDmf/r12tw4sQP\nj9rmEWxh+3HgZYzyiXHVDK85GhizK8BbKwRYzNNyvM6QwOFdWPnO7uJqACN2l9xj8r4PI4B7eVXA\nVKmdJJkyA7O9je3tWrobx8C7+ujkdABUVVUR8Yg4SVwGU3ieuFUB4L67vEu4ajxY+eBBsL/Qckud\nY8etG7n3+g4tQzliRXyaDiaTmrLc3cXWFiaT9ihwoTsacDdgILFWapYlabvJSVFe6VTTxGGpOdEd\npCmcH/OUxYDV2X6p02alzBzY8VTsGessfav1+eR7sWEaDmsAuHkTR0dh5HrtKRtTerZai55L8pRK\nE9l9ceoSUCzzDZW6bLVlTUAL5vmbEoUOYZKAinw90RrVlkscHdXvtVjUAHBygmeewa1bODnBalW/\noNaFf0FuJqibL6iFdaYOwtXJFcY2FiCFEJaDGyKsVgBuk1zpYDaJ+GZ0p+5/rNQoiqIATkxPXbnS\nCLySBFrX+0FE2CqkZpukvMSAEJhawDlHHN9k2breoiyhFMoSx8e4ebMG4NWKAyBozUMdKlFw0/Iz\n5H2ThwBwD6+6doOF4fN5nRI8OMDODiaT2i3tIRSSyBi2gJIflKZwdo4eyz9FdJVNkjwD4QyzNWRT\nxaWD7Jiw48C+gx+5Li2RaSJBIArG3YRkkjQSkoeH2N2t+WgeC350VI+eF9wIs6IRUSyC4lRolld9\nFvkDRFtE0ziehqU+PGwsNd+RaeJQEmVMbAxXDEmlU0BcxoDbdhuuTbZzJdtZtv4nJ7hxA0qhKGpx\nJMvk2USKU8qtuyp/SlsdzXTTRKo+AhdERKSYgAoUAbMEkn3yWd8W0hvPgEkaSgZ8isNQa3Othzwx\nlK0/2/1WFdiNGzg+5vHuKMtK68KPtSlFs89KvCBteMG3ER0ApFTK2XUOYTma5BB2Mql3NXN9sjIg\nwFsH2yQGxIAF0vOFevL6JaLLgCJKAzjNZjXFyj9+NnbPZW5WeGCuE3jJ2CsOxYBc22zMMFh/1uxp\njfG4BoDFAjdvNha/KGr09bur8uuvO1tr0+56CAB3eL2HaAqkSs1kXu7atZofnEwaebNmBMDNwiJf\n497iLgdeJHoGHwK/e4LVjpixZbvPyUBjavEG7yfeN8J3sNaWfkyH6TgOxgMANYPHR31Csv3inHae\nTuu4+OSklqNIRXxVxVrzW7cSkonQLLcmDL+LaC/cMSidrl2rJeq81GWJk5M1TexrlMA1Sn1Kp5CR\nO3upX0V0ne2jc4W1pqoiPqI3b9bam9PTmgHI83qp2VPjIICn7/KoNefKjn2smv02qC/4YwKqhvnA\nCwfxCRv901MsFmuKQHD0PEradCgCSUCVzuXWrrQecgqBczlMvrN6OAQ9x8c4OmIbZMty5d+u8F3+\nS1/oG/pbtMxfK7kCokiGsK0oNoBZN4TteC292Mafe3Jx95+IwM04ObcXKu9GoxqQnFvz9Z1AxAZy\nlch64UMrMR4FBtjaTOshu2us2WPtP5eVsPrz5AS3btUhZpahKPKqyo3hcXK96Fs1q+0eAsA9u7h2\nY8i1G7NZQ35zcIDJpBuWhgiA83JKKfLlgqojv7lt3OqkZ2rMiHlbJm3ZZWMCkZNUN2+urZJnbzly\nL4VOWTd9B4jIPYQzYyAmGsVxEhKSnBm7fh2Hh/WLs9voXD2Ang1Kp2KoKz0KmmVZvD7iO0ZR2lrq\n69drpROzBHxU2CyyWjzPa5pYKWVteJdW/vPspebzmfCATGOWZTnninwuyMyyujiTKWDWaB8f4+SE\nAWBVljwAvfDi1K6VbFlGuW9+lOgPBZMdTH+AeS4RCvJ8JqD8rQNNHPiZFvWkxST0f27tV1q71HqY\n52OWnDOkcVKHgZypIf6gy6XL80VZrrTOrM29DSpFg7myL7pyneRKO4QN78jJFX41GcIytjWTKy14\nO09y5bYH3AHrwKsVcnFWlolHfiT+ifTsOjcbIjARWwdwKgDl0Xec54Plsl5wRt/gRTEwn57i5IQ9\nuTIsfgd9yw3o+1AFdM+uFIiUGsbxWn4T+EEGAOfwVO9jrvlB6svIhf1qgS8i2tRved20x7ncmFHg\nJThy57CUG3ixT3HrlqQmNPsOIXLvcx9a3CWAR4gOQ0KSM7GStGUAYOEpS/ckaRvHjYqh5rtTE//G\ngiU45KWWSideag62WOq6WACoeWp20DxN3FI69aKO2bzU3LcjAhLnMmNOqyrNsiEL/pj5ZWwLnTI5\nS7lcYrXKimKp9cqYnE2kL1IthJWsOpaxavrIkoAas2XkD8qAxxw0r/atW3jmmdpD9KFeoXVNEXQ+\nccADXpCVtanWcVmq1WoIX1fMb8eGmDOTeY4sM3m+KIplVa2MyfzbcQfKQvyzbMoTrbd9MrnCrkzt\n4wcO5PgYRLV8mWU2MrniMaDy8Y3uxK9GAIC6I+vAj+paURcbYpZmcn1WSIw38YlTPptys6Eo+nXA\ni4DM2qXWg6JIlkvFcY9E37Ayvs9gmeeLslxqnRmT+wHLcoOF4akyHrIPAeCeXO8k2pXCDNYvz+fY\n2qqTk6MRrO0HgFZerpmRg+AHzQZRoPRMI+dyazOtp0WRMHXLHMhyue7gGPpAiAzSSutM8BJdt7Tq\nc0hTpqOVSjaRtvzirD1txfJBDt8nipe6o1jojgbeC1vnCbkFQihTYqlrKHdolSkJpRP6ZE5KMG+9\n19c592rf5mxlbaJ1XBQgGrLFX63WvfID2ZXnyPNFUazKcsUmkgegiyMaxv+6jon8NYFDRsK8ta4s\nKRBQSqGq6qw7tyEKBBQHAUXhqioP8Yf/rL0wT8DKuVhrHlw8c27KO4ffTrq9ZZmV5aoss6rK2AD5\nfnO5eK/u24UuHXz9GNH1EHTynuHI5vi4zuvkeR3cMLbduLHGtjxHVYX0g8Sz1u/O6O9XE70gxElB\nEcvniLshGVP/k8GJE+M+LwKtnaTmO09lPO7yg+XOZc6lxsRVRVm2BcTcvqUrqi4KFMWKt5bWmUff\nFu7m3rc4A30fAsDd3YlIBe6SBemsgg+pKq3Pdi42yW8CP8iGaZNGhb+xAnJrl8YMimKPOR8umwzU\nbfAd2C1dLpHnp8F3sDb347lb/qlreqZBFARfuNggbYOVD1G8VMR70RGnnW2f9CjcJZAzLNLnoqFI\nqUjWKAVDz0p8a9cSulCm5Bft7HWGCDs25QlXzB05l1obaU1EFphaO6kqtVr5oj+EhjB5VWVlmWmd\nVVUujmiY9hXsYykOZyhSkxdb7dhzxIuynHGcxy2eWPvP8QcHH1wr61U67KEzABQdAqpF0Sydi6wl\nrR1QOccJ4TSOI6V4tK82pjKm1DrXutA6N4aDSMa28Grhn2XH+hgxz9IFEHIuZwsbMIyPD0vIOLvO\n9DdjGwc3ZdkIYYX7En5olj6c/6KQpXeuMGYqrT/3xWOiJlSo3bixDq/zHFWVG1N68q2LAZUY5EdA\nBiTORdaqquKpzhOtx0WhZEGA1k7rgndXVeXh/PLiOycXP4z32YS+DwHgbi9HtTJj7d7KOJH5gf7/\nZ20Hu2JwaZ4CH7KJnuYuoeTcyrlU66QsI6W2iIg9qTCiJPgOeY4813m+9O7DytraM/VwIv1TdDbQ\nOi6WpC3b+sB+sBEM2UghhWQk0H42bG/RkJyPmopkWs9SB7ETu96hRinkP3220PTJnFp3VB2lk7wW\nnhGOnSNrXVUZ50pjVloPoiiJoogI3BDYmMqYQuuSjaO3j0XTQc78zzatvxWzsSTMR87lzq2MWVRV\nmmWD0OGVgx5WPbEBDZ3gsmxRlsuqyvoIqPAzAnpPnSPAGWM8rziIolipiFk754y12trK2ootr+/w\nUQh4W4kh0q75fU3z7erkClBYmxuzKMtpSK6w0Q/JFc49tJIr/tVCcqUSmefy7oxdK/CqyjLhZ2On\nqijWgRdn/pli9c9WcebfB16VwN1efnXF8gRryY/vLoxZVlUaRa3FL7Uu/b7iX+6PcCZ+Ky8ttc0+\nqacPAeDur9cTXeOTQ8TjWdYRImfqlaqlwf3kveAuO3m5Vu3GGdLdUwYAriSwNtIaRWGAiTHDoqi9\ncmErLbulwX2wNm8CgDRPLTUF754f5xcn4v+YSE0kCwS9xqn242TA3iwaqoRgufX6Mhnw00SXxPaN\n+V1CQHNyAqK6GpMJLj6BUgYTqNjbLfUZecJjVsoDEQMAoLUurR0YkyjFJhKAkyaS7aPvDl+II7oS\nM9C7LTFaWdMTYIu3gXMDa5OqUnm+TTQIOedQZiEIKJPny7JclmVmzMrazJuJLgBIZuwU4EZF2hgG\ngFSpWPksih8Hb5zjj1j6n5weugKWwNJDS8v6l01sK4E4YFtZDrIsaSVXwhiygG2LRZ1c8cHNJmyr\nOjnn81+FeDYOvHaY6wv8KvfZDdUnnJ49PcVqZYoi4G4NkAKW5Nw3GWICUM45a7l5Ym5MqnXC6Mtu\nkHOG7QYHPdaGrVU0Tf/Ku/+2ubsq4NcfNoO7+ysKpsS5ytpEqjI4ei2KOoad9gNAFQpnhGFqUYS3\n5S6/wbnvIULwHYxh3yE3ZliWgyiKo4i3jrGWI/dS6yJ4pp6V7voOeSdsN37+sPZ1A6W1Q5mQZClO\nKIrh5qOBtPUWufAxe+WlR60Xt80kLYRYpbI2lkvNJHier1sFBKWTUEmXnordtNRnF2Hx9Q+c+1ai\nenIhn0PnSmtTaxPW8srup85pL65lyqVomsiln1LQtf5VZ8byNzr3g0QEKOcSa5XWYALKmHFZRlnW\nGgVjqiovyxrjtV4TUB0OKvMjAQLSH3tDUwGlMSlRPebFv51jDPC5zeDbdgGg6Iyf5Lc7bcLqNudg\nnBsYk1RVlOfbRInEtpBc4dguz5Fly6JYcgjbTK7kHWwL8HZR+ptPgQJS51bWplWVZNk0RFrcBzuA\nU2hTmmXaB151brwPmYpO8m/h4co6x/Z94JxcfHYvrF/5kNIP5G0urP+yySgG61/geX49IACozyr7\nPtaOJXfJ3ihr4bXGH+nN3labVOG6UzhDZyavTv0eUjwI0DntXG7toKqSKIp98Bh8B3ZLS++cFk2j\n0Os7BF7irc79SyLtK4aK4IkH9X1Z1nExEzIMhyEu9gnJwhcu9iYkIXKSJGbDls4VrHTiv/nmzVrh\nytORgtJJ5gmLor3UQgajOynQs2niYyFZ0f7spc4l3NovjKzyBJf2hTly6nreOaKuCQC9R3TpH0wS\nUIUxq6pKiyJRSgkCqmSk9+x8wRrBJu8UiBrbZJ9OA/vhXMmDap2LiORIas7faL8IVfPtMrGF0BkD\nWTTnCH2Tcz/kizNSayNjqCjq5EpZhl7H665EVZWXZV5VK8GAZ2IP55uTK+6Cgsivce5HiRicUmNi\nrVVROKIZg1PgV+EH4xQFiiLnqEsoo/JmhF2ISasyvD7x0Tz7cCWQGsPjxuTiO1+5qf1mlsMPAvpW\nG9D3xkMAuCdXJaxSpvWsKGJOBAXuMpQj9QFAVlVZKJw5UxjeFeF0rRL50XrOWkNUAQNrU6VCvVV9\nDoVbWonIves7lM2jKyN3fsIIYEX8qizH7IwHFUoYXhrYsKA7ynOOiwsft56RkAxGuRIVWJkxs7KM\n2NCHpeY7MuSwIE8AQE0Tb7hdC3LOXupPANabFT5+3EQz7kzcDbNhW1PXJQAYcf7lnJBF361PAOUJ\nKFhrAa01L0hSVbGqCw6dDz4k0tceYl+c1yWITwQ0FkDqXALE3MfGc1xylLEWiyndCGq+XXA/T/qw\nTQVsM4b/fGlM5rEtUoqzONqYSuvCmIL/6dn/kH9uJVek9Ted9MN5LsZdci5xTmnNEFsaMyrLYZIo\nEXhZY4qqKrTOAzLJ9GyTXO3irgU+AvynIdIFCufq0U++iRDkwGSesdGcfhMWv2z9Yf+ZMjFZ6CEA\n3NVVCvlNZswp84OBuwx5OdPvcwT5TQjfzq7dOOOj/T6ggLH0HawdhHkDIXgM1iE4bj5yb/kOXfIn\nTABe646cy5xbab0oy3S1ioPuSMbFQbPsm6Mty5IV8Zl48dbPilfmXyGWeqX1aVFs81IDdYFbmtYq\nIDmDZblElmVC6dS71IVfaneOpX61cy8mmgpjPQRS316iBQC22eyhaAKAaR7RkG/MgF4N0lOedVQ+\nzVA5VzQJqEARGMEStGBexh+9FM2/Aw69vRg1x89x1Z7rTHbsRgDovB3/hau+MaIS2+rkinMlY5tI\nP1iRXCm9uqY4d3LFeg7zQlc786+1dq6wdqh1WpaxD7wcPxgn/40pRW62i7tZ54iFDXAEFK3F96Ms\nSEx+bTn1LQAoxfpL8rYAnsbz/3pAALACJt4OLo1JyjLOshmnW4ui1l9KbWIHAAJ32TWFeZMcdGda\npR9z7iv84HXrneXUuZSoHoEiHDcb8hadyXnh8KDvkBe+Q/0SmAGKi1ZEQjJuJSRlyUye2zwPpC1n\nnntfvOhTxGfAuLnUES81W/wgdZVUbJYhz1e+SHUV8p/NO+aiTAbnWGoAvwtcBTK/JiMmSZoAgCYA\naOEgh+w6mlBh/B/YFKF/j3NfT2S821hPv3IudS6WBIoIdqcAACAASURBVBSLaz3M6w7MSwBoYVUY\n9XzTG6kJI5wY4dKyLFpsj3CL7gTp8Ha9zTif9vUuSiRXCucGxsRKxX3Yts4/s0Sn6f8uhfvfGsT4\nSxf0f0PmX3HPCWs1++YMTr6gMQRe2meGypD5bwZGyyY7L635EngKmHsfZeyHNCRNAHAbAIA/btVR\nmQdecQG8/+FQ+Ht1nQLTIL8xJtKa8twCM2sV9wULU0x78cOYTHCXrV/VsYNnc5e/B1zxzizvhoH3\nTHsdNxk8lk3qtmuY+HiHaaJ/y7lXEdU9oo2JiFAU1jlOSCKEQX5EqvMJSVkxJDXL8qc71p9VayzN\nbC311JiotdS+RqkqSy6/WtcoCRn+pjvaPg1+63qHc59PtAUUwMz3c086JrIVPMl1dn0z3/mIngLv\n3XxEn/ZTGawXpweKQBJQa+JOZDskzHMK2nWsCT/nW5z7LKIZkANTYNyHcL0bqWhmU1rBTdE7FgMA\n8ErnvqGLbcakRDzmJQy+3pRckQCwvGBy5ezr25z7e0RapHa0MQPnUp+bXX/xZuBVk5bNZWcA0J3w\nml0Ejvy+iGgMFMBERGCRUIKcAQCmib5WzJTOgHd8Clj/BwcAL3Pu+7z8Jvb8oAE4SzmI4ySKaDMA\nLI3JBXfZ+rk+B+GM603OvZBoLmiNs32HEJJXfZE7OpF7BrxdvMjKK2EioCZtnSusXVVVGseckHSA\ntTYkJJm0zX1CMu8kJCUlLd+9Al7qlzpyLnaOa5S075s4iOM4ihSRc856pVPObKyniVvql+5StwDv\n7Ottzv0poimQAVOeFiJOKTYYVv4utNlBXgJnj3/4Eee+jGgi+KKB5+ijM61z1YnzXB8BVXgP4FHn\n/iuiCTD1LxiCgDDDqwsAbsPb8RY6Ad69+e2eAazHNi2wLWFsE9n1M5IrmUiuQFD/4U/emf79yL8p\n7/OSE2xACLza4OQxrPfZ8g0kYTh9DMALYO4jsKRv8W0n/EJz/eV+zoG3fWpYfzzIQrCQrGP5jdW6\nCsIMP6RiIwD4xh0tw9TiLsMxu+0kz5927s9732G6gZrobp1SMCHUoW613z2twPnE5xuYtK2LVqzN\ntK5JW6FZ1lJ35FzBchT/4ivx6yYktX/x7lLzHQdRxGUytQbGWg7Da45Y1ig1qViZhm3dNDvHp3+X\nc/8F0RiYNXkS1Rens4k0zRnI0vgyxD56jiP6e8ChIKCGG76ya/IerTivlWLppWged+4ziLhRdohy\nunFG4LhU8+0g/mYmH9535tv9sHN/nWjiIb8QyRU5ObV3A7eMrNmQfshuh6+brv8AXPZpuYqZGefW\ntJgoaba+2HBT4JVv4Fdb5Nijzv2XRKfAvJmGUX0EY+XXvxd9+Rl+5VPG+j9QADjyovjAD9Z5OWO4\nduMM7ebSuVIwEqsOd9mq3TgPgH8MuA4sve8w2OC4dQGgaspMW7xEV7ZxszchyVI58eIuYMBm3VFL\nM95NcHHkweJ0DVBnqWMehtPUwNR3ZMjxNLEkQGShQ4smPudpedK5TxcmshsEyBdRwkR2j2gG/MY5\n5xI79wVEc0FADfo8xDMAgDofWnugbVE0/59z20QTD3IDcRdpi6MNbxfIhyPgI+d4u48D+167KZMr\nXfZjU3Y9E/RdF9vuOP/5k859KdFMxDqDoI49d+Y/Ez5cS5wj+dVwPeHcpxMdATOPAbFYB+ndRx30\nlbFXAbzrU8n6P1AA+APfOYAlCjxzStZu3AYABBPdrd24A+7yY879x0T7wKLpO7SoCUkBlSJy7PqP\n7Ls91tlA3+Xcy4gClclxcdEkbbGZtO3y0auOQxpC16C/VL42wnH9EVHhqVjVhBzrC74qoftsAcCy\nT+mkzxFpNRLCzk28iRw3TaQc83vGEa2AJfDERY7oI879KaIJsBKhHsuQeoUiXZgnodAPO2HRB0JH\nzhFRAkwEBig/YiX2bxd13s76ffuBc7/aLzj3RURTvze62Hae5ErXiQnkz93kP1/n3JcQZX4lh02v\nnDY45lVHa9DLzq82sPO8u8YeA+TteP/Em9GX1ycDHv8Us/4PFAB+2LmvIgrtBNjipBy6+tqNTTVc\nyz75jW5apbDFT879SL/j3A7RAXAMzPxO7aUmKu++UYc9CLzEGcfmhv8z9T5uJSS9NKKliC83JyR7\nXzwUxP6Qc19FpMVS13dsLrXzRK28Y5cl6CYJQyLuLRc8MEtuLk3EgzxTMfJbmkjVR9GUZ9rHNxFp\n4IV9f4AJqJMmPyMNZddKolPmJpd6ubk9gPMveOzvlQreqfftmMb58MVNz1uc+xwijoMnAtt6U9wt\nACCxB9CxsO+8azv4e8CeL3Abb8iLbAq89Jn86hljipfOEdEzfmBRYPzk7mr5FtaXqtwCfvdTz/rj\nATeD+7j3lIMnNfCFM8ER3tkgImrJb3RfXo75gV+7yIe85RyAPaKx9xAlgRgaunWPLprW/xbwW5vv\n+0POfTnRWJTpDpqkLfrSzr26I9fRHYVz24q3DvxSVxzfhKVu5uI2qaS7NLFt+omrO90GzjkiyvwQ\nt4E4pS0HORz+LivyTqLKfxoAU6AC3kyU+yCpBL7G/7+e9BTBXAQfcdO+hzGz0ka0nHS2/u+93QYL\nYxaJaCzYxa51ru7O7vyqc59JxL2P5I1U58kDZpsOtsnSs+xeWH8Ajzn3x4jmwKpJy8SdzL98tqIv\nNy7zW7fOsbV42XMBPImP7KMOAmngGPh485V/zlfv/6WHMtB7e/2kc3/Z84NlyzVwjnftJgCQVqnq\nq5xkQ/mWO/pmN5wjokjEj6GzdNwJHtG0TTnwwXPc9BPAjtcsy4RkdLu0c9nsVdsbF2cdz+j1zv1l\nUYRVNJMcrTxhby4u69DE8o458Na7OB7SRKZNFZbkzcvO4fwtoqeAAbANJCLGD88fegedAq8kugEU\nwD9y7nedGwsCKu0QUPDmKWpGosFScHD5kYu8dXPgLlIibmR/D8/U+537DKJjj21pk8Z0fckV6pO6\nXSi5cp7rA879J0Qz4LQZoGzK/OuOgyVDkwI4PjdFI3dX7GM+qfHjcplb/o+9n+hETJuZeHvyRqIV\nsPDH8CXPRzx40EPhf9y5FxKtvBHZVBnUuo6FHTR9DAzbyr8EvIqoBL7i4p8q+A4L75mmG4LHsHfL\nM73+1vVm577Yk7ZZk7RVnbRzrznuxsVBt3Dcd8cXAT8MrJoq6fh8SqeiiTfolMmc3KP94C7ypd5N\nlAJXgCFRKlq+BBU/J7FHggQYAjeAryL6budW/hMPPAGViF8kMoctAopf+YN3ff7L+2NBOP888qms\ntAmNjI5dbKPmLlpdJANxzuu3ndslmgNTodGMxLOFHRV1wMk1syM3LnLWzr+73kfEBNqBX6LWyeKM\n4wI4Ab6daAF86/MLBuIHf8t/7/nBeTMIOKOL57FouN8rnX6ZRwj+Wt9LdASUwLdc8GuFHRMRjTrs\nbTA3OfCJi++DX3Tuc4kWvi561Fc12gsA5Zma8YWnpN9LtPDHiYAx8BVACbxKUB+tpXadRHfVrFDt\nBgosw3j0wR6DjxAVwC4wU2qk1IAo8bphB7CQiVWzqegHIOO2v0X0B8DrnHMiDxE4+lhAo8Rj/hD/\n6ll/5jn//AnBt0S+WTe/lxaWV3WSK/cv+XnTOQATXycxEJ54MEDdzH/L+t+PitwPEy2AGbBHNPBl\nCvBZMU6bsUmRzsRN4O8Q3QK+5/kCA58EAHivc/8Z0ZYQZnTlN22mHig3CMNfSWREk7/MazAmwE3g\nZUQr4Lsv/rXM/fnAv+LcZ3rN8rhPHdHNjLk+3ZGkpN/l3HuImFI7bOY2+c+8FMiBV55D6VT55iqq\nr0hVe1fxnQ929z9JFAN7Sm0pNYnjmEc++ckNZG1qTGrMwJjEmNha5fWv6IjE/geiNzknA76kSUAp\n4Qb+3nPqkPeGsGknu95KriweSPKT07NPiyqQtJn4UZ0aTONbYf/OfXi89xENgCtEE6WGRCm3qfC6\nOB0k0c4lnDlrOhMR8L8R/fPnBQbEn5S7fsi5TxexoeQHsSEHIPl3AK9PEvhaEh0k887JXcVb/+ln\n2dcKpO1MWOTeynWzOS4OmshXAe8mmgFjohRIRDdT48Wd7NF/PbACXtHRwLQAgM68Y/bA52M8ztUD\nSm0nyVjOtpRDd8sSVRWV5URr0hrWOmvthvz25xOFMhH3vGN1Jf09Egn2VnKleuDwFvApawajrcAr\nOC7/+r493geIZkTbSs2iaMyTaNmZAMg5ZUxszNCYwpjY2sg55QemtjoOvJjoFvCzz/EtFH+ybsy6\n3e0mP7jpaaT7/5bpdD3j0DkYY303wdha5ZPJki1xwIuJfuRZ86m6pG3cJEbRdIu6CckKWACvAlRw\nZJRKxRwSIxyZVDgyXwecAv+kwztpf7veRFyw/u97sGv4AaYOomg3TYfDISYTTKcYj+uO1mHsCfez\nyzIUxRhwWgdt68B3IWWV1zZwFfgsokef7wKPZye2yaeKiRgGQmhigGfu82N/kGhGtBtFW0kSsTMx\nGKyHKPDM1LJEVQ2qSmlNxjhrZd1yqylAiCkfAsCdBIYAUi/BHGyeL8itF965vV2PNedSVj9ZV1XV\nSOtYa8VNLp1zfoS6FK1/KdHrnjWfKpC2oYNYV3cUdWrWgwjnCeeeJBoTbSs1jaJRy5GxVlmbGDMy\nJmdHxlopNn0JcAz8Y48u8eYymaBzPQE+9sBXbwiMlNpJ0+F4jK0tbG9jexvz+Xq4YJh8e3pa7wrn\nUl/YzO1xWGU0AEYAlyJvA19A9MinpO772XPpzev/FiLTnEH0V+/Fx/og0ZRoO453BwOMx5hOMZlg\nNFrPreR2vL4/bsJNuritqe+nNAS4imUO7AP/9iEFdJdX6RwXzjBx2Xs9urWF0QjjMUajOvxvDb3L\n84QIWlvA8pwv/7W44c8WkAF/kejZE7KFoHgpguJe0haiYuijzgH4MNGMaCeOt5OEAisSHBlu81lV\nKMshOzJEztq6RbAHxZcAN4AfaFKxqtPCLPtkmH6m/udEsyQZj0bY2sLBAQ4PcXCA7W2Mx1CqHjR4\nfLwe8m4MjEmsTayNnYv97AFG1tTvh/nFR508vO739etEuXeD5s3mPDnwY0QnXujxt+9oNz7O2ymO\nd4dDTKfY3sbODra2MJlgMABQT1HmScXcMRdIQ79SIg6j2Z9gGJgCu8CfIfrl56wzET97TCFbw/4/\nsbWFrS3M55hOMRzWcB3mmSyXUAqc0PNNJtKO6zcD9p59rl8vadsSa9qmIv5DRFOinSTZlo7McFg3\n+ueVEY5MSsQzEY2f8Vv5GRoT4K8CfwD8QkeQqoFT4OlP0lq9i2gfSKNoPhhgOsXuLi5fxrVruHwZ\nu7uYTECEPMfxMYbD+q198A6tI6UiaxURU4KRCLBSYASM7mInPPhCofd5oboNg4x8/Ufmv+ZXP8Av\n9QiRETVclej8839d/DEeIwIwBfYEMylL3HNgDmwBJ8AR8M1EBfAdF7nRe4lmwFCprTStt9PhIQ4P\nsbeH2QxpCueQ5zg9xdFRPT3JWuYYEmtjblcDBJci8TAwAcbAnyZ6jraPjp9VT+Oce9vb+jDg4AD7\n+9jbq8N/otr7OznBYLDOB1qbWls6x0JA/lqJ/1ps72bA5xG9/b59rV/yZyMEsC+6YPXK2dcTRDOi\neRxvD4eYzWpWhB2ZNAVQTxZjVsSTQgMfEiXWthwZ5t/+O+APgMc8L3fG27WO/V+5Pys5AWKlRnEc\n8Wvu7eHSJVy7hmvXsL+P0QgAVqt6M/ArL5c8SQ1RFClF3BmfiKvegn4j9pHW+NwPw4VC2hcPhxbT\nbyTKfJn6fSoUeoyIe2rui7I1I0pnuertBPguolPg791PM/QokQWGwI6QRGtRf8cKbC7b/LvneJIn\niCpgBxgTDYhiX6MexB2Vb0049CEyu3TPAH+T6PxazBRIlZokSToaYT7HwQGuXsXVqzg8xNYW0hTG\nYLnEzZtIkjqGLkv2J2KtI6WUc5EfNhkEJqmXh9qHFND9vS5fxpUruHQJ29v14WfvjycJsxSEXT9B\neUcd128IcHHsveWC2EA4IAVm4mCw8/I6olMgAwrgG+7upr9BtAcMo2gr+MXMirAjkyQ1Lc5D54Mj\nI4iRiCgSXkzqoZFT8X98g/fE/aUTYNY0QBnwGqJT38DrZfdoSd9GdAmIlBolCQLO7e/j0iVcvlwD\ngDFYLGAtVquayeVsHvNgPBjRNxgn0WkqbIkB8IVEZ9czv5eIR30deuf0gRUKfYCoBLa46o2xhwhi\nvnzIQ448I3EEfCvRM8A/u9cw8BtECbDPtYQdpVl4EpZfnwC3gL9NlAGv2Pwk7yUaA/tEE6VGSqVK\n+Ta1gB/UXHgtZhjjIyVqX0X0CeAnbvey7yQ6ABKlpmmKyQTb2zUAvOAFuHwZW1tIElRVPambT9Bq\nxUNSkecURUprRibVFING3rk059hLDwHgLq4rV/CCF+DKFezuYjisjz0TwZwJyHPkOYoCZamUUtzz\nUoT/kQjcBhsmid8ZsbgEpsBlT6Oj2aKHfbQt4BQ4Ar6N6BT4x3e6UaZAqtQsSeLxGNvbODzEtWu4\nehUHB5jPkSTQGosFbt6st3JIBmgdGxNZG3HbpSY6Bsdq2mEeuIr4crM/khFCiNB34Qj4+0TZXbxd\nuEaAIoqUShkAxmPMZpjP6zzwfI7hEFrD2truc/4jFAfwTMTOr6bafN7bbM45wRcKzYGDpr72PIVC\nN4HvvbtFeC/RBNgnGnPVG1HkX8qIEY+5F3fJvFEMfCXRTeC198IePUmkgX1gQhSepCGZZyhybtAp\nrn4a+N+JfqjvMZ4k2ibaVmoex4M4RpKAR8YDnMuJjYm1To3hfcuz5l1f99//nugXznzTERARpVGU\npClYTbC3h4OD2q2czxHHyHPEMcoSi0UtMwubSilizrnPn1D+ZUcPI4D7eB0e4soVXLuG3V0MBtAa\np6cAUBT1BxsM6j0URcqPHgURiQ+mROB291/rY0S3OAtENAR6DobvTDAUCd4BcBP4eqJj4AcveD7f\nRbQHxFE06Toyly7V+7gocHKCKIIxa0cmSRBFyo8Lp44XE6IB65nxjxKdADPggI89EIVJsyI2Lzxy\nhPD8BvC1RKfAq+7C+igARJFSURQhjiHl/0HvZExtLPifXqwNj8FyXFoXCQLybbK/Q+Aq0VipEVGY\nZwsxZfc+FQr9FlEJ7BFtKTWJoqG3QYxqsDYxZmhtZUxubeSF6q0iQX7luw9z30c0AvaVmio1iqJU\nqfWTOAdrjZ8jlFgbekxRU0b8fxA9DbxRPAknsXbjeDtNaTDAcLg+v2JSKcoyKstJVZExzo/SM83B\n0Rx5fDbRGcWJMUBKpVGENMVohMkEs1mdVtzawmwG3mZFUdt9b0ng39cBLvxTcLXhKPFeei5Ky54j\nALCzg7097O1hZwdpiqpaU8C8deQ5IeKvhabfx79g776I6C13+rWeIFLAJaIpdyZQKvaOJ9uIyo/0\nCtFrK4BVF5elDoFIqWEURYMBJpPakTk8xOXLNQAodbYjA7ZiYvKaJEYSwABj4HGiGLjs3y5tvR2P\n8BZvF4seA/wX/gHwvxL9yzta3jcQXedsJxFaFoczvUUBa2venyM/zv0aA2NYB6zFpATr/2kFGATw\n60buTxBteX1tq1AIzsXnKxQywIuJjoCfucgi/CYRAdtKbUfRPE1r5GN7xBJnH9IlVRVrrYzhIaOh\n6s002+vfTbrrCaI50Q476WwW5ZNYC62jqhppnRgTGUPWks9ldUvwwjqzFnMnjndCYQfXdrCUK2gx\nVyusVkzljcrSAsYYOT9y5Mf5bQOXN7/pI0R77E+wlU8SBPl/8Cda2pPO33O2MxHmPQwfRgD36xqN\nMBqtPQXn1sfSG30A/M/6IxFZHzO2GIBAAd+xWzQBtpSaR9GUsYcfxrtFkTGR1gNjcmMia5W11Gcg\nNPA/E/3U+c7nLxBd5dYF7BGPRphOa1aEiRGuj4si5Hm9uTu4WPsyYkHCyPUQzHJ2lGPzcYjNw9sZ\nExkzMmagNXug3bcLlvcvEL354tYnFSbbOUds99ncLxY4Oam/flXh+BhHRzg9renaomAYcNZWLNz2\nqqdQWR0gIbjqrSCgdk6jaDtNVZquEfTihULlBQuFPkqkgLFSu0kyZeKLf5zbABpsZ55TUYzK0gHW\nGDnUvgQmQA7sAFeAzyW6gxmHT3K5bBTtpKni08fOFh86/iIswi6KuCxH/PWtlSOIx0Dp9fIZ8MVE\n3wawFnNnOMR8ju1t7O5iexuzGQaDWtzBEgYOZP0g8dS5ktHXUy6p0OFsbZ5gHLHbzq5P8Cf4U3Km\nN88BBMlcvYuqClqzP2H8mCbT3N4BEpRwoR4CwF1dP0c0eqTvf+Bvxh4QUCfo2e8Lrp93xIxvD2k7\ng3PD2Kn4Tr/W40RbRHOldpIk5eiVbURQIvnolcpyVFWkNQDuTCC9s9B087YMZuAxmdSKlaodGXYP\n2U8MCCR9mSYx4jpLYZvQGAEWiIG9ON5Jkji8HWMAsDZ/ZanKclxVPHHehUPSdD+v3VFQ7IS9rqxN\n2eqx3n88BhFWK0QRyhKnp7h5Ezdv4vi4xoCyhNaFMZVzldAphp/xFQAy9AnX2jltFQoFfS2bp/MV\nCs0uWChkgKlSO0ky5ZwH4/pstq56K0ssl1gssFgwXa6cG/BgJWt5vFIrsb8FHJ17j8n885xoHse7\ngwFNJpjPawU2Kwucq9dhuax/vuuyAbS1vPiDpsxsB+AhOYOgxdzZwaVLuHQJ+/vY2qrF+KzFvHWr\nIWHQmrs8xUTcOr6lYhgDE+DPEv1S5zWd2O21DeEgcrXC6SnSFGUJ57Ba4egIx8c4PcVqhTwPGMAZ\nF+1z70ZgQBDmBmnQQwC4P0/D5f6LRe3yF0X9qXymPnwt610/0/T7pOELiH3RCo73EW0B8yjaS9OY\nDUTQ4IeDEaLXLAPRMDRbtrYSnQlCMeHh+Xw0BTgiEBF7McGRCZDDWd+WI+O9mEBeGxGCtNCRl+WV\ncbw3GCh+u9ms9kCZnA11kv7tRoDVui4v8IUXQ2F9Lt+On+21gzVGWpsbk5YlViucnODmzdruj8eI\nIlQVFgscH+PGjToOyDIUha2q3JiCeSqg8n5xQCYt+EDZZoOhvXZO2f5yodB0WutrL1goNL5IoRDf\nfRrHc3aNOUu5v19XvUURtMZqVQc9/DmshbXrqjeiyPfCCln9MbAF3LzIGXwP0TYwjKKdwYDYTO/v\n1376eIw4rtNLp6c4Pq7XwTkEJ925mIiJwVSg0QTYaWkx9/dx9SquXavVfYMBrMVyWVt/4UuhLJXW\nkTHK93qJ+mo7dN9RsgH4ZSjJen/OJg6HawAIeylggDElQ5oIKFs/uZeecwUBz7I6gE3/AzsFSiHL\naqb75KT9tcoSWpfWlt4HkbF/cABbrPeFfP8ZMIyi7TSNp1NsbWF3Fzs7jc4E7BadnKz7VTg38EPe\nQ2cCaSNmwM45rCT7xY6o7chwI4QkQZ7DOSyXODrCyQkWi64jo72l1k0vRrIiO4OB4jpJPvP8dqy2\nyvOahGkee9l3oRWbz4H5BeOA2vo7V1ibaT0tCsXuP5ue5bKuBNS6PsmBCFqtUBQrrXNjcmsLMeK4\n9J2uw2DnrtXbAgZRtC4U4sJj1teybbpgoVB67kKhx4i2WN8lXeNQ9cZqt6LA6el6p3X0XYooala9\nBe84a7bAO/saA6lSc6k0YwX23h4mk7oAe7HArVtIknodtOZf7P30yHfkbtVgx0pNkqSW4uzv4/Jl\nXL+OK1fAXV5Y3BHH9cfl8IKZTKVqFYMv7KCOJD8FJp3XqYHfucJao3XER4atP58X+XFlQJnnqKpc\n69zagmVXouStFwDoORgEPLse2Gz6H1jXWJbrwh/+Wjdu4PgYiwWH/07rwpjSG9zg/VUiH0XNhPD5\nr4Sj1yQZ8PY9PMSlSzg8XPtoHKEfHSFJ6kSZMaE0gROGUXPLhlC9PMfKaOZ5u44MZ8V5H7ccGc+M\nO2MK78hUG4iRWig1mWBnpxbJcd+FsObh2Ie38x2YI+eiTt8Ffrv5GZ+1N9gDCkABmXNLY4ZFsbVc\nrkMQDttbpeD8y7JVWa6qKrM2d65wrvDTFIJipNzgZAyAVKlpHKfBNrG+9vAQ8/mdFQololDI3C7t\nkRCN4njAwUcoe+aqt/G4Jqlv3QJRjcQch+U5yjJi3bOvemup1C9U9fYY0S7RIIpmsgD7+vX6SbgA\nuyjqTR6CQh9xRkEvT0SdGuwBkETRgLWY8zl2d7G/X5+j7W0kCYoCUVRDXZD2BS1mEPhyG3BB5clb\ntKCuBDg0ya1dVdWMTw1zemWJyaR+EQaGkxMcHwcA0GW5MiY3hvdS15NoHVvaPNLqIQCc1/vrF2g+\n/XR9AjlTxLQAu35HRwEAVlpn3Bm0+bUq8S939rX4YKThYOztrZ2Xvb2am87z2hxzvo6zZGXJnpEi\nCgJ85YWD0kb0Mph8/RDRpwVHhpNX7IzfuoU0hbVYLOp/yTKcnODWLdy8iZOT4MhkxhTWFk1QlD8b\nVoMN0JUruH699kC58i7L6mMf3o5/WkfeA231XYgFI3T+IIBnBZNzmbVLrdOyjLJsypDDQj1OyQZF\nkGe9FkWxrKqVMStr8yYG5L5ULRdyyZC15kKhWKkJ26bg9oZCIc45c+gj9bXnKBSKb1co9A6ifdZ3\ncdEDRwAMwFev1lVvztX8p9Q9++w0+SQ/dcRdSljG8zBRQx6FFMf1k3ClIRM1BweYTGq2JElgTO2C\ncI7EO+mswSahB5U50kSpWocTOEb+Tae11oAlDFK/EKR9fQocJ943vGnLn+DYNDNmUVXDLEu4byA/\nfzerwc7EamXyfFFVK44AnOOAshDZuy4AuDM4jIcAcJ5royP8zDMoS5yc1NAdIkRueLBYIMvysqzD\n/07sHxzAc9FNG3KwMdE4jonpy93dns4Ey2XdP81NTQAAIABJREFUVIS9CYarLOPShFqDL85GJBTE\nZ5cmGG/92ZFZluUkODKcIBmP6zJgNhAnJzURtFwiz8uyzMI+9hVMLXTk6wevXsVsVsfm/HYMAIy+\njDH8dgw5SYKiqI+9eLu76buw9Euxci6xNqoqEBnnZsaooqhNQwhBqgplWRRFVlWrssy0zozJrc2c\ny53LvekPP9ux/qZVKMQ5TzZ8XHjcLRTi9nPnKxQKzuloc2SpiJRSgzgGC3xZ3LWzg50dbG9jOKyL\nHlartRDOFzzXTKMvE+s6pOp2D9CFogHbaH4SVmDv76+hKNTNBhF2UM2LKrzWk9RbImgxw49fxFc5\nNH5BxeAcOimrkNLDmbUdhR85vrI2raq4KHaWy5gt/mq1zm81O2hVeb4oS/Yn6oDS+xCFmE9uOv6E\nfggAd3Plm/6HGzfWcC37nfl0a1YUCx8BtLw/+WtZ/3N28PiVro+2vV2n6ZgbZRM5GNSGsreScENn\nAmkoN5UmZH4f58KRiU5P66XIsnV//JCo9I5Mlee8j5nKLHwLgbLpy3gP0Pdd4AoDJsE5V8YUbau8\nQDZd2HTm/dudM+V+y6NF5FxsLQuNtHOFMaOyTKMojiJF5JwzxlTGlFoXWuda58YUxuS8AXx3Gv6F\nf2+ZD0bWulCI9bX8fYMIh1sQsvJKFgo167POLhSKziwUYh4yViqWJW9s6FnixVGXlDsHaRxvY6Je\ntZvUd51H9pYyiaRUwjVTUorKjXgZioJ8Xrjn/DxucwE2vIxt/efDMB8GV87w8Yn2Vf1BxeB8DtZs\nkDBskuKsuIeScwNrY61VWQKYWTvkkxLkc14VassyK8tVWWZVlXnrv8mfcB1/4h0PC8Hu5lpt+h+O\njpDn9cGTW6cobFEsi4K9PzZzufhaxe28v/Ncg9CZgH001uBzcwIOYNlEspWUhVfSQGw4GyF6NZtL\nE77Wudf6HOPKmLSq4jzfUUqxxWffPFRRcnogy5DnJTsyWoetXDgXliXg4vp5+MyHt2PxH+cYqqpt\n+2SdpLB9rgMD8UVq5b/Vue/0pk0556y1WjP3taqqJIoiIgYA65yxtjKmtLY0puQQx9oC4A0QAGDl\nrb9rWn8DfL03phFb+VB+JV+2nZHfWHhsxe4KqxpI6t5CIQJYpb7Wd4mOCHXNI6vLWHfPZrGp7zJC\n32U3VL3Ft+tXw4IoRaTYTw/dNeT4jZB8bmrM+Lep+E4uy/q9eJYDKybKstaA3rolg9eAAazsCCoG\nKeuQWkx+U5kGWHp9c+KcshZVZZ0rrR1X1aAo0iiKlAJgrdXGlFqXWufsUgRnomn9w6YyTUW1uWCu\n6yEA9FybWvScnJ6OiiIJ0aK1MEZrXVRVrnXGyfpg/Zt+X/in63h/5fmeio+oUkq1AthOmX5P9Oo5\nnE0+mmv6aJsKGjOmjJxL2ZEpCgfMrB2wueeVwVqqb70Xs6oq5n+ypgtTdByZ7710af12zfrhIDq8\nbWze6kbgLuKBrj+3129w+xdjLas4UmNiTqVwxR8bPk5u+/Y43JdGntUlsPI417L+pSwUavmz0j8F\npPx/7Zkas7Z6XHfi/2NLdhxtUJ39DNEh/zEiC6iWcWS2OlS9BZW6r3hg+1s15YldK7yp6k1eP070\naYDlKvpW6TWH2iyZZ6EO92CXq2EtmgrsLhI4oArEHXOYnMTSutHh8cYN3LrVwABjGuKOjg6npcWU\n63wMxFzg4hxZy2q60rnMmLSqEt8fxTlnrNXWlsZU1vLtCs/+58KTWHl70vUnqocAcJfXrU0ioCwb\nVFWiVKxU3RGXEdv/Cs9vBLgOft/Kw7Xr1OKeRxj300RX2Y+TVceyLcFqVTtEQf7fjF7RLEntbU4g\nO4psYsa5FWXinOK+KEDtyOR50nFkCkGMMPnDK5N1HJk1lyqbLgTbx7aGef9QYdB6uz5Rae/bnTMV\n/DRA/lQ7bq3BAx6sjbnNX+2IO+uHX3KHgMqn6VoAsPS8n6zkrIRb0C4UCva3VSgk9bV+EaqmCe6u\ng8zHbtJ3aee0tSnru7hGieXwIffAsreWZdS6bHnHHX2X21D11k1F8JNwr6comP6Q89C6Zv9PT3sV\n2Nba0lrtDbRpasz4Xwprc62HvLz81/LachUYZ7BYwiDUfazFLK0t+/QLVUfdJ0eLf4tzLyeq9d8c\nTwKltakx3OIpAIAVjZ4qP2a89BGzBIBlx/fnF8weAsBdXi/fMA/gVlmmWidKyYZrjNiV78xVWlt0\nvL9Vx/uTBavnXKC1vfZR5LqSkNl/PqIh9drU4NtwPpvladJYyM6Cm5ziqOvIWJtpnUZRrFRo1mas\nrQQxwiVRgfzJ/ZqElWmbP6685bdjzjdU3rH14WPp+y7o2/VdcEIYk55vzb/Pua8mCoRv5ZtNJlzu\n1JxYaRmBRCOEkKPL/HFt8X7a1yq/1blH/I10cE7Z6slCIZZXtQqF/AoUvOBcK7S5UIhXoFWpZIVQ\nva56Y9eYdc9VhcmkrnpjhfEzz+DWrfUDaJ0bw3aqElVvsvBtk2VERxNRS6WdK40ZyHXgUqnFolbo\n83/ZkRqvn8QXRbfWAUBh7bKqhiy6D+MrWNzB/84bT2gxKyHu2CTH7IbsaAYBge81zmlrC6KUJQZ+\nAgEHlDYUyoh2h0UTAJZA1Wl8ws3pHnnYDvo+Xcdap0QBruH74ppQh8nKFiH7C19r2XH8zUXgOgxh\n186V1g7ZPrJbxKIIVqmzPiSUJggfrQg+Wl8ViRFt1M7w0Z7xPpoC4B2ZwtqBcGQgHRlvkvhMFl7G\nIHFx1QpgrU1ax54FpkrVp5TLZBgD5Nt5A6Q7J9900t3nvJ5ih1F03h84lwIx69x9ksAJwqFqNuEJ\ne8CKnL8VvaxXnmgKhUJWayX1tfxxw7ioXn2t1oUvOmv5pLqv8Djp6J5LIGZ4NmYeypS4FJbbHcqq\nN9Y9ewDIqoojPP7EZXMRpO6Zbqd71r7+rnQuN2YWCrBZeJ3n64LkIDUWUFTJAmy/GmXnSVbWDqtq\nmOcT3lesqf3/2XvzaMvSqz7st78z3fGNVe/V0B17ZcUrJPFyEsexjZdxDMg2ZmFDWFkBYgdnAGMT\npmBAyAZjkCNACkggAxJYLBss5gAyoyaklhBSS90aWgxiNAJLotVV9cZ7z/QN+WOf77v7DPfVe1XV\nQ6nrrLtkCXe/e885+9v7t/f+/fYOuyuY38wU29NTLJfaczFzwcWU/IXQxDqD4PcU4LwEhCNc5lxK\nFPvdBhRcRIBo4veHYqlEk8GlhENd4L687o8AcGxtIhYGwb8tG5yOf2Fl+/AvfOS3bfRXAeccAqGF\nNrUwZsTomHXIzMvu7Ke9dUseUcMHw9vuIA2fznFEv8u5FxGFEVQ8cDQjSp2LrY2FT5RApvZApm/H\nC0ALO37haFRonYSpO7xnkQ8nj+jiqMB3xylO+9h3pJK1OPYkGsLnvH7UuS8gmnpsNQFGcnexGIDc\nHzwpIZsVTkEaQO7xmhQKLc4jFOKJMR6c5sw+6tGOg/TkbHBa+j5EYe1C65Oqmi8WDdWNnznPyAxp\nGQ+iYN5zWS7qOvetr6pHUa9EW/K2FHX+52OgsHap9aKqpiy14W9nTnMYM871seNjtnMrfkkpfknn\ngQD4/rr+MqXisiSlJuzx87xpOHEHi+uNRYE8L5nf4bmYsoklvX+Hi9knd/ygc19MNBVQfQSkziVA\n5FxwKVgzUVUenFJ8lxUBoARe/2Al5NMYAPyMkag9+rw/H1yiv4UvQUC8LS3Q33mulff3kwlidpGM\nhngyQaBjcmYQmnVlyQycMJrmnJMJhqmwfjmwBDKJH9Y/CGRCvCl7AaASZ4aLs0utZ2VJjECD4p9l\nt3JGoy/OWp+bd4YuSOinhfe/6PWjzn0uUe5/Oa9V6GxLlml4JwPI25BQbvIqgCPh+EopFCqKcwmF\nFgst+bWcY4kCRTkkPemDU/ZlrHpbGnNcllEUTXjJHQtieaYIT4ILe57zPC+KRV0vWPXGCUSP91y0\nv9GdyXvmX6KcK5xbGnNSVclymfIMVM5u2RLCIG6/g9PkOTOwl4Jp1hFgl4KwvzBG1bUj0s5NtY64\nyRFmKWqNutbMwmRhR6AwCDZOh9zh2v3YPhj/KHAZKLyFjPzy7QjouhSBJ2QGkIu36XqL4Ra4X6/7\nIwAcAinAoxRIerre26pEoUP30J/x/8D5Z8CFyQSM0bKq2gmTCfiIyskEwUcsFiiKE5YmMEYD+tKE\n6iIP4fud+xKiidgJzkCGtx8r3x2RQKYesuOl/175DHNrl1ofy7kLvFsmKO/CPL7FAouFCwRTIbyQ\nCLRsf8udoaOPANtADsx5kCSQ9pbXy9AuM4AQeGSc46dxCvyaN4DCewEWCiVFsaXUSijE4LTTFc/z\nqigWPaFQ2ebXFt7hSsZX3evtB9VbakxU11QUFpixOfG3M+nAq69NWTYTLzxRPRe9fUnu0m3neHYA\nWABTgIAls62qSim1CWT8S3gkdVi/6nF6WZYL/jH+OfTJ8h0B9qm10NoCtbW51qOyTKIoVlzadFpo\nO0oew2Bt4fkdfWGHHtJ2PNI73b/g3GcSzb15jDsJZZvOO5gBVALESKtjNPkr9yf8v88CQOz3Yg+m\n/1U7/TfiH3PCIZbrR4cPXktgBJBzfESTqoqU2mTIXxTNZAJmpvLwwjxHUZiiWPBkAq1zIUxdh9Hk\nQT3j+hNgxwOZKQcAb8dqDZDp2HEuoo6sYy6tTbWOq0otl/NQjeVjHyYh+9xcF8VpVZ2Rmxe94uyF\nhBfhetS5P0c0B3jv5tjfb//QygCgRYrQOdh8XN8ujmtLKGSMqirXFwqF9vh6oVB+PqFQZ1ZlV/Vm\njKsq41yp9bgssySJPA3XWVuzWwykZ/60mW+S5dXx/mfzFA/8QtDYucRapTXK0jg3NWZSVXFYBeOJ\nUpXWBVfAuPjjK1EyGslfEmjBJ845Y7ijVhiTRpHkYlpuXxlT+11jlc+u+uSOvIf9z7jHX3Tu04gW\nQA5Me7ZEvQCgBaA0bbcjq/8XQpMPAsAdXjdFytZJ/21vyH4h9px0/jFO1t5+kRd26jFa4lxiTJhM\nMNM65ckE4WAYg7p2IXuVsEgcUXkwOpoAezsp+euc+yyimbdLCWTUeiBTif29ul2O4H/sc+XcBcA4\nN+V+QG8XlQ23xvICeYNr3J8kzN2BUP4J5/400QzgjwRu1EvG6/batc5t1sASeGf77beEQsZwE6Wy\ndlzXDE4jpYgdU5tfW/aEQh1waobIgp3rW5z7Tt5eCkTOwRhuaxXGZHXN/K5mFzyjY5a8cVHR4+LS\n+1zpHPWQ7uGMyue3OPcKvzE0cg7WOq2119/xL1G8/8DaBqcbU/JH8Iw7+jvZNeVfcsKtO2tr5wpr\nE6/tIM/r5YnuYZ5jJVT9koqzbDPxA+I5oxn7K879RaITYAOY9hLKdZhS9udkNsm46hbu7+v+CAA3\nxNuKetBei1ZMdSb6y3sQ7LbXU37GLA+8JGNsVWlrS2NGVZXGcXMwgipV68qYIiSwzkl5Wmc+QZ+e\ndNui0M879wIPZGYiCZC50bpMtg9k+EtzIHYuCrk5t7v93QWZTDc396Cv9Lm5vLuyB37tnTIl/tC5\nKdEmMPN5j0wCwqFV7b2baN8mY//39t6+FAqpjlCoqhJeMd3m154hFApe7/xCIVa9maB6M4Y9Y2pM\nQhQpFvgJ1VtgqVsrVW+S4JsPmVY9VBuR1wlA/CSdg7XWk6OYgc2WAK/MYPpvZW3tSVCDv6Tvpo+Z\niwmUzjEXM1BxWuw+sXq6OgcXM2CdN5x5j+927pP8vuuJgJX9imItNHR9f8Jo8gB44n6G//dNAPhY\n+23JhqcMAFagPxpq/b394m/rpc691E87UNbCs8T6B6PZReOz18pr0xi/5P5gBB/heuVLfb508k3O\n/WWiU2BDPJZ1QCYEgEDC6XdQGBh25i5wbh7Ju2PvI+6u8r3Hos0uXQ7Bz/ri0XeF050DEBNNRQxQ\nYspCZy27DHIM5R5f89V/DKQhNLK45CJCocCvLdbwayWiLNaAm5bqDaitzbxnjHjEXvgBgdzlaVcd\n3nOQKfW7I+XtHvIt/0sUl+ODAFupANLDj+QYsPLRbQZ2EGDrXhw69PSEBrvwfNyOuM8HibpX2s3b\nbJwO1glP+PVEWtx7Dfyv3gA+5NxlIl7FMfbMgk4VyAk80c8m2fu/8z53/fdTAPij9tuK2m9Lt9VG\n1KsRMe3vUf/CHiGq5N5B8amAf9x7r4ceoym//jBgtDCZwIUKZp+D3xOmLj1+sT0tyTmvdzn3X3gg\nIx+LGuLGnAFk2C+cetzH2w0r5wqlUmNir7yTCFSLW+vfXaDeWpFhXPTu1l3aOSI69rWvTLRA4iH4\nb314+731Z/U1zr3QD1PDRYRClRcenwecniEU+lfOfTVRaGbys02JUiAiku9U0t4k77kTAPTQ9ukK\n+CrgF7xbDAb/f4if9HLnvo7IBDfnXA2kzqVCf7eCyWIyTzVENFi0s8DwHG7531N6LmboYNGQT6/b\nf1mycaz4y2zJLwTeQpQAc39mtU/9f4To2PfAnnKOiDKfB6TC1wdbiob8SagyfeATwvvfNwHgw361\nyFiU7eAX/Ebr0R97wAXwQefeR3QEZMCMB0C2mSFsXqfAq4gOgRL4Jv+OnwSUz9+tV4RlRAmvPWpL\nE4wfTlCLwcudAJAPHdH6glLy33Ju3wOZkaiPoQ1kOnbcyZxK4M8DJ/7u+JdXREwwjayVBbdwd7XX\nnfaFF52ar+xF3xOqXBi1SUSjdgUsapcHNfAfzndKg1DIrhEKofMEBL+245uWPa/XB6eDP0AL1VsF\nZOwZnVvhbvED+pSn8PzrIZ5iBbzQHxlp8EvgNUTH/A84x+mI9gICNmApwJaPIuxJH9Tf5d6Y+1Wa\nA++sx+0q/GAHq89hq4aqu/z0XgyMhHOw7ZstgA3gBDgEXkz0QuDbnCOi2OOJ1K+b7weAcBcV8Buf\nKK7/fgoAJU9RJkqH3tY69MeV3w869xtE7yCaA9cBPtghgQgjBNhEJn7B9AHwDUQnwHc59xrnvqw9\nmaDi8iWvqJZHVCgJB6UJS19vGZxMcFEp+ZPOsR/k0JgI6098bUR5t9g5vayF5grmVxBN5YHh9eLO\nxTI398q7oJOsh3LzfMgB8eN96z09OWLocmMYEeCA/OLfck6hEM86NUPd9XVCIck9O0Mo9MPO/X2h\neitlx8s51avarXO72n872l2llw35xNLza+fAEfBtRIfADzr3vxNJAfbIL1Q5g4DX/yVFj4Ihu6aM\n4idt4LKOiiM5bPVQd4dv55VEmdfEkOglNCIeoPBPlXfV3QT+CdEXAT/gHBHlQhyQiABAwvX/0SeW\n67+fAoA880RUetNJ2wGA2i/s950D8B6iDLhONCYaEXHRBt5Zh4IGTxqQQSUGngK+mOgHnPsosOcx\n2uqIsoscOqLrhKnL9QdjcXfPJPGQio24FpqpTn+Yb+E3hTV/HNgRCHQscvNI5OZuTW5eivYGhgha\n5fo5r/c8GNzZJYVCAZwmXnWsem3ziwqFbnv7fwTse4mGVL1Fgu+EM1VvpsdTNMB3K5X46o0LhXVf\nu8uET2S3+PVEMXDoibzT9i9Ra6jVnQBQDjHNAmWee1dMYZisZ/fJP176oVU0dI8vJ5opNVYqUypS\nKtgEj4llrlTiXOyX8cmEWAFfQNSxn5iIO0yLT0SP/9wNAG8nqgC8aeD/67VEJ2GnqygCjHvUIA3c\nEK/t/USbRJtEsygaR5GS842Z6+ZJbDHvdPVsenmSv5jIADeAufB62RD9ZhCjSRe57mDkd6clkWFg\nJNrCcTuNtUAJ/HHvi37Muc/zCLRsS646if9geCuGlLedu3vkuX2WzhYKnRECzykUuu2ekLc591eJ\nNoHS93VG7d7+Gaq3Qoz8lNWnH0rTTCkVBlyzmICZ9dZKn0jtz4eBW/4vj9ssAzUEX2QA6IN0Kyqc\nzHH4c57XOxVF3aiXvssoO9iMtcD3K7URxxMeYx6GojsHayNjIq0zYxJjImvJWl6Z2a9Pfg7Rz4oX\npJ8Hfv+5FQDeTpQBW0ACfGToH7gGLIET4Ah4CdEp8BLnzsZ9v0+UA5tEW1G0mSRKrmoRG9uprkd1\nHRujjOEpm/x3+57uY/4wl20hybrJBP0S0CA5lcsjTz0NQDjxQOb0HAb94859DhHzFzvsUnW78FYI\n5S3azXk+9m94zp+onyP6YuCVvkMzKBRaJz6/V0KhX3XuvyOaedXbqNfbx1AA6POe+dt/mqcYhRUa\nzsEYMibVOtU65jXOQz6R//iHgSeB5VASsO6XdEA6emlQGPb+hHN/imgKzD0fX56jTtMY7RAlf+0P\nxfF2ksS8QG00amQrwEqVWZZUVeO6JmMAOGtDE6VTwTt7Vc6DAPB0Xe8mSoArwJgoJYqAjwyJYbe9\nFfKS8ZvAC4mOgFetf2cFMFVqN443eIcX77TjgVaAlLOjKOKqGrNVWRsaA2OgAqbABrALLIHfBvaA\npedfdkAi2km6PBh1z3ydaNAdD/HT7/6qL/g3/6Ofu7Bs310HgfYDgF6Tm+v2sX9OXe8kyn2TnIA5\noIGvBQrgFW2hUKe33AkAZW+KX0codPMiv+px5/6M8IyjIYQhrcsNtfd/ZjyO2CGGzZ1YbQridQ6j\nquJdm9ZaI3xip639kbapR+v1d7UYatvHASVw1Gbifti5CdF8iI8fnjOtJ3dY4MfieDfLVFhgx5tK\nWbbNQzvCfg6lRlXV3Ka1tXMZUAFjoARmwCZwBfgfiB55/sWAZy0A/A7RKbAFzJWaKJUplTYzjQfo\nEvNep5dL23+f6N8NvbMPEs2ItuN4g9c38pbt2QzjMaKoGWgVps4qBaIYyHxLIBFV0RHATJtt4Arw\nh8A2cCr4l4PSBOki3fqDwXNpniOE4sec+y+JNsTdpT2ZTP/u0BtiKos/J8C7n2OH6p1EACbApiCD\nWYHo/wWwBL59vVDoPPxa7RueH7zg7f+uc7uiQpKtUb25NTzFX5xO1XTa+MTZrBnm0fGJyyWIsvCm\nrNXOpR5gjT3ouQwsgA+35Saq90u0GPdNnVUNgAb+qf8vP0tUAKdhHLevW079ncZigejZXMyfiuPt\nLFO8nXtnB9vbmM+b081TTE5Pm2WTfp9lZm3thycmvuEnD/gm8KlEb3mexYBnJwD8OhGAXaLNKJrF\ncRwWkK4JABMimavKc/j5RD/WfmePE20STeN4i1ec7+7i0iXs7mJzsxndHGaaHx7KCSeptZW1CRBb\nGzvHhhjCwBTYAv4U8AFgBzjq8S+pV9ux6ycTBO//2HPD4H6FyAAvBwiwwDeKWUPxEEPjjLszfpT/\nybkzmzf0ZDtVm6J+T673Ehlgh9NNQfFckcGcY37BCPgm4AT4fy4uFAqpz7vu9PffdI77W9IzBujd\nIapL+P/G6VTNZtjexs4OdnawsdH4xDCq9vh4NV3OOZ6DzXSvROAe9okzYAuwwAfXa6ainpuWRv59\nPbJ16ZnQx8AriA6Brwe+1d+v5OH0yR38Z38YmCu1mSTJZIKtLeztYX8fe3vY2mp2J/Ds0oMDJMmq\n2GtMbG3sW32R0A8mPuzN72hUyYMAcOHrCVZqKLUdx9MsQ/g0AeBG/18ZK8X1uz4LpQA+m+h1/rA9\nTjQBMqU20hTTKba3sb+Pq1exv4+dHUwmzZz3sHQpLHfUmoyJrQ32EQk6UOpjQAn8V8BbnLssVKlp\njzQWAFrUK18G73/8HOAUv5uIS96XhIsxwKt9/fprhhCoG3JAnbu7bVrzXiKeghBkO1a4CaaonwAV\n8HX34ik9RjQFNogmSo2UWm2X8/reytqG3csDVgEFfCNwDHzzBYVC+dCEgEeIcjGilQ34C9fcWujq\n3/QVmOAZk7bb5W//CaV2smzlE69caXxiWFYx5BMjY5LgFoVD5EgwBnjqFAektE0zS9aEIgA/6lVs\nKwmhUI2MfYgdAxPgBvAVnofD4qysre1Qwix/EsiIsjieZVmD7a5exUMP4cqV5nQDze42XjHGU2x5\niWldx0opayMi1T7jIRUYAX+D6I0PmsBPK/ZPgYlSO2k6GY3A6ep0utoKhN/p/1ujKDK8B9i5zLt+\nhkibwF57l3pCNIrjUYD/V67g4Ydx7Rp2dxsTWS5xcNAgIz/hkq2EZb1Mfmf+n2pbSebHNz7lT8W8\nXSGN1xxRmTWfR0n4y21Q/AX32ig/QMQ08MtAKmQ+1gud+Lh+r9fHfWU7IkZrdNeskzx7QMr7iU6A\nObDvnxV6ODHIdo6BlxIdAN96p0/gd4lyYIdoU6lZHGetdBNkbWxMbMzImIIRgLVMBgvp5jcAt4Dv\nWCMUkti/w68F8A6iUtiP7P3kwGu9PLUEXtS7weAWcyGbStrPH8DriLI4ngefyAZ/9eoK8RQFDg+b\nzTbBJ5Yl6jpSqmPwwYZT7xM/QzjoUQ+nS0v4JSIu5yZ+hAYLyHlvayn0JfJfjICvInrqHHTeJ4hi\npSZxjPEYGxvY3cX+Pq5fb073eAxrmyVu1jaLa3iAeRwjipQfO0pE5JxcVBf57GfyIAN4Wi8CRkpt\nJ8lkMsHGBra3sb2NjQ1MJkgS2OFxyFkc1746H3JVWb+7BHwq0YuBTSBSahzH4ACws9MAomvXcOnS\nykTCntXj41WvTClSioh4/iL11hmGY8ybXZ2Qp40Epboe0qY5LyL7zfVW/i6ipQfFs3Yv8SeJTn39\n9KvvOhi8m2gKXGM4TBSOq/OzEMKYhyAI+B7gGDgEXtaW3cq7q4Dfut1vexfRDHiYaAQkPEjDq8ya\nuQJ+vESHov7PiG4Ar77gvf82kQY2lNqJoo00BTNGOnP2uTtaVaO6Vlo3g3eYDiAyzi8HngR+tA1O\nQ727LxR6J5ECNnzlhESWo4U6hOPcAfAviJbAS9eEgeb48HPz326BtwIx0Zh9Ihv8/j6uXcP1643B\n82LLJGkt8/KMuJVPbK8OZoNnLz/q/ZLEsX+xAAAgAElEQVSYSBY/3wDMiTaiaBZFKQdXph4BytrY\nmMwY7bONqDe6PAxN+rtE/379+3070Q4QKTVKEnBvb2sLu7u4fBn7+9jdRZbBGKRps7iY28Jp2rCD\n+Cfxh0+u+ET+fs3zjBH0jAaA9/rq/JwD+KVL2NvD3h52djCdIo5hhifGUxQlxsTORcZ0KjPsfGdh\nohmRUipLEoxGTfuXrWR3Fzs7qy3nvOwpy1bcUKXYRJzYXuRE3CLfoUr9fNAOTIvbA/qjdmOgBD66\n3qoeJTI+oeHiQ4dCV/r5KsfAy4luAQXwsoub6e8TnQK7RBtKzaJo3D6usDaxFsbUxpRrjuvXADeA\njwE/L+6uAD52DvjmgH2imW/7x+F711PUO3MsvpDohy5y19qTweYy3WTKIO854BSQ6SJFkRLxSE5D\nFNJNxhmclPxd4D8Ab+fdKWt+yfuJamAXmBClHF99c8WKPZ1lL8jdAL6S6BR4zZmlIVlWioNPZIMP\nPnFvrwHFHZ/Ysfkhn4h2DDDA3yb6pSGmPJdzZ0ptx/GM4yvzrdsbvlDXcV1P67ohW3s6Zp99dEYb\nNgEUUaxUmiTIMgT+z8bGquPNsVxyvsU9On+6XXtPUbjlqB3wHgSAe3m9i2gDSJWac3V+a2uVvl26\nhNmsWa0+/DPjyJjI2mY8lmjjyFyVcVasVBLHYHMMBNDxGKNRYyJsGZ0DIHyca4/phzAU/tLsdifz\nQh2RAtgMzkJU28PQhbKt2+TU5yng/yL6not8L8PhTaLtON7kU8T4KOy00ZoJskldx1rL49qnt/5N\n4HfOrV97L9EY2FBqM4pm/I2hDuMcrG0o6sYkxsTGKOfIOXhNhvz2v0f02vN96RNEc6LNADi2trC9\njc3N1aZfJoMxIvZFocz76MRaTjcT0RqdA7vAJ6+/8ceIJsBloqlSoyjKGGH7vqvxIzZZnhoNSbH+\nBPg8oh8/xz2mABFFjLvTFONxE+TCJ8saxnOSNEBYYB0MWXsH9EQ+6+1fHyRKOb5yOXcywXS6omOG\nEnyec5WViMZ1bbU2XoSvgZF3/dxzvg78NaK3Dd27AhyRUgpRBFZ+8UcU9ILAE8bA2uZ/+iNqe/N3\nO7cc8oAHAeBp+aaEKIvjUZZhNmuKM9ev46GHsLeH2QxEyNfMQ+O9HHz54kynMpMC3w78SzYRthL+\neGzbNHsZI/B/sr8LtiKmVw4aCkSh/9OJ3nzXeeJ7iCbAVaKpUmOlUqUi7yycr5xW1jZDL3zYU+L2\nv5ToBvAT5/slRsLhyaT58FIzoLX1sCioLMd17cRxzQRSmwM5cB34FKLbDtl+jGgD2Iii7STJgmwn\n1GGMWckyqiqrayJyxvRxYpBV/49EP3O7L3030TbRWJLBQro5mzX1RiaDHRw0T8B3RxOmgREFMlhg\nyHBr9HQNVv0A0SbRtlLzOM5CnAvyVGMirSNjUq0beSog6W1yeOpnEv3i7e6RfWJERMEnhsgqNLGN\nhfN/8sf/Zbve2l3bJ/Zp8goYK7WdppPJBPM5trawtdXQMeO4WWvMVXhes0xEQOZHagc6ZuZ7wpwB\nbw4VYX6OaA9wXJ4V2uZmjzwbLR/qxQLLJYqi6f2KA84hR57xznkP/uT50wp+5gJAwrkqV+dnM2xu\nNmfyyhVcvozptGnPHg0HgKY0324nkNAEcHGGzXdlH+xZeFUvn42qwvExTk4aQ2lbSd02EWklVhAf\nozWY6KJt2C2iLaXmcTzqnVsyJvWgmDuTHWchzfc8zoK1EVsMh/m4bm42TEFmQ5Ullstm6XkUhePK\ncSgFgkJCHtft252Wx4k2gFkU7aRpGtJ22fav6+YALxZNHcY3DzURg3FJUeeWzwuIzp6dNwFSpWZJ\nQoEbw+nm5cuYzxHH0Lohg7E0xHcCUNex1tycUEShNSpr4qOh5Z38hHfieDtkn1nW4O7gqqoKVaWq\nalLX0NpZywPG9dB4ibOlST9LdCVYu/SJIZAvlyufGNxiG/doH2Jva/Dj9re/jyesxPFsNGrKuZcv\n4/LlhnrEfPzFAkdHODgAL5e3FsYkIb76bnDczrE2htZsKfHDVhs6+R5PTprSbhQ1i6wPD3F0hNPT\n5oDXNbTm3IuFPkZMgw8fJ242fZAB3NvrEaIdgJRa5apcoA+fyaTJ1wYDQKjfDdXoQ3U+vFRtbczn\nLc9xctJQIMpyFQBu3sThYRMGfAzgZU9sIoGBo9smEqD3XT644Cy2koQYFLOz4KMSdJtVlVRVpDWx\ns5AT4du6TcmDGsTgW0EbwfSJy5dx6RK2tzGZNN4wwOFQwLU2tjYRRflEwOGRl1PVZ97pBBhF0Xaa\nplz3Y9kOazICTuzIdpzL/M6TpE1Rz3wdZufMW34X0TZREkWzLGvYwBwAHn4Ye3uYzxtnwUIQvnf2\nkkmCOI6iSBnDkxJUmysSEoKsnQU+4bWH29xs4Kr0dNoUl4I1sg5LKRCNAa6H1GH7VZuDf219PYR9\nYjB465ziGMZtXqY2aL0y+Fu3cHSEk5MmDNQ1jDF+cYX2Bt9xi7bdDJDUpl0gjaI5Z/NMtr5+HVeu\nNFw7pRpfHKSXvhkArbmc2wmusaCfjnoBPozWYMJuynd6eorDQ4xGsLZRdAaGN98vQ4qyhNalMZVH\neLUg44Zj3ukJPwgA9/KKABApoijkqtyoCSU8pdZ1gIMF2PaS1U7Vkp1y7ffYxcH7Hxw0TbDptMWJ\n5hjAMKGqoDVvcKy8JkjytcNYEpl23PHVchYMimczTCZI0+Y5BASX51BKleUIMFrzvip2FiM/uI1V\nyifA3yJaN3N4IrsvfFyvXWuYgrNZ6+QwXA3Hta7jKOLjGvWOa7bmuMosZ040j+PxeIzNzYawIdv+\nzMU6OmruPcxo4maAb/tLBxHa/vn6782AiGgUReAAwOkmf/v+Pubzpt7IfurkZIXWw/Ac0RnqEAHY\nG1pBGXzcw+Ftjq9SnjoagQhaN1g1SLEAsraRYlkbD+nPN4Cj9endamCOcxVvsZc+0bkmk2NhVPCJ\np6fIc050gk8cdIha3HLHJ46BhGgcx6nknj70EK5fx+4uplM41/AsiFDXq8iX51zOZeIp+Rggc6xB\nOqb2R7uyttA65bTm+Bg3bgBAUaxUYGxOt241CC/PUVU1n26/vbJ/y/W9O90PAsAw+3OVqwrOycrZ\ncQ16uWZtNW9b9Ph3sFIfeSJ2ZW2u9ZTrj4H+vFw2JsLfwlD34KAxkbIs6rrwSxwrseRIDjukti+4\nGyrUnJ0Fl2J2drC11bTs+MBwKUY4i9iDYlmVloWRrfUDpR8j2iQaxfGYjyszBfm4cvudjxCn6iGz\nzvMGDms9eFwDESvjxLx3/SrRJYkT+XuZos7fy/736Aij0apn6GU7URQpxomCoh4JXd5ozfe+kWiv\nn27O59jcbD5cbyTCctn4fQlEvOtvMk7f33ft1ij/jBcQfRswAzKlNtN0BYf393H5MjY3m1tjONxp\nNmgddFgxUeTVWIkIrjO/NHiQ4NRYpnO51iNuaPPDZO4/o+8QYg8OVj6xLINPrLxPrNrb8eo1Bv8m\nov1QzuVnu72NS5ewv48rV3DpEiaTBpKzXfXiK/mHTGGybzu35vgqOwF8p5FzpXNLrWdFofh0s8Uu\nFs3Z4WSOA62vArmyXNZ13jva8qPbN/ugCXwvrx8hehgwRIzcV/XQIE9XqgHpJyfDv8jX7/plmRAJ\n2IAq5wprl1ovy3LCGT271NPTBmOyl2E29PExm0hVlgutc2MKtpIhEzH34lG8m2hDOgvuhO/v49Il\nbGwgy5pa/JrOZOJnVES+fpoIlfJkTTm+233Z2mqw8NWrTfeFqeJBRs+d4XBcfeetc1zlPt5sKP+Y\nALFS4ziOQ6Fgbw/XruGhh5rvZRccXCRPZ2rLdhQR+Y0L1CvFjLwmo8+NoZBucq4ZKE9MDQiKEy48\nSrrIUFO03xqNhS43IZrEcRbIzUGeurXVFChYe8i9lroOcY60DvG1X2jiGFCvaThXwSdam2s9K8uE\nNVBc1Do9RZatIjofNO8TrfeJhXPrDH5dZW/EazKZbM0JFgdXJlnxLRvTGFVg4nNqFQhIopbbz7G4\nnCvpmLwjQQG5tUtjjstyi9U8fF5OTlq8Xi7onZ5isXBFcVJVS3+6C7/GORAKKrHGBz1e0IMAcG/q\nP6vRytZm7IIZht+6BaVQFEiSJpJfH/gLdchV29V5GQzYdArncueWxpxUVbxcplxVCCbSKbAsl8jz\nqihOg4k4V/pF550PhFncsYmkQKrUNElSLolcutRodvb3sbWFNIUxWC5XYyrEBMeoriOlWKfaGVaR\n+OK47TEoHiHaBZRSWRw37GkejccSvO3tRhzHJZHQiuhoIzwiXndcbY89/Xqiq0BElMnAw3OZ9vZw\n+XLT9WH/uFisZDueOUNtei4Ntf2TtiZDNgw5CKwQfeislGVTa8rzhqHoc46mNSroIraXa7petzAF\n4iiacqrB7/TKlabhvL3dEDFPTlpzyk5Pg09USpExJOJcJ9dJgdmQLbFZsk9cGJOV5S5HcekT2eDZ\nJ/r4aovitKoW631iObTA2bVdRqxUFEVNLTdMcwm+3rl+Da0TX92ZdMy43YnljV1wLrf2VOu4qlSe\nbwCNuo1n3jGVmV9xUSDPdVkuynJR10tjmmjnp5cXotlettnebqjD/yAA3Pllff2udq4wZhaq8+zm\n6rqpdbDvGwoAua/f1aIsU/fqd4wUltamxkR1TUWxAYz4AATSIfej2KuW5bIsF1WVax1MRNpH4T91\nTyJwBwnBW4n2gFipSZJgMmlq4lev4uGHG7SYpq2nwQ09hnUMirXuc2E7zqLuwX/uvsRRtDqrTMQM\nJ1ZrWfo4o/tyNntagvGJx4mrOkygAHGDlAMPy5R6ISe0/e2Qcgd+LI8domNZ+Y6YMRKYYMfHiCLk\neVOjODgIWWBDFzEGxjTppnN9kgx/WoCdKGEpVmBDBoXj9jaSBHXd1OJDMcQrz1txzquxIKgNoSze\nTwKWwAgg55bOpVonVaWU2iKi4BPD5B+GEUWBoqiLYlFVy7peGrO0NvfrEqVPDEtmXFusuwoGbIQS\n0UNMnGbgUhTd4OoZqNo5ruVaEWU78ZWNKqSVC48wFs7FxkR1DSLj3MyYhOFj0JRojbq2dZ1XVV7X\neV3nWhf+dIf7lR95rsMQ0wcB4J5dK76KtbkxZVVlXKxkEghX54PLG7pyrQuWia6p4pE/MzmDYmOY\nM6qdmxozLstUyo6MMVqXWpd1ndd1oXXhoRCbSC5WmxZih7v0/ndgIhMgIkqjKEvTBonv7DSiTc4A\nmLMRnIUExe3yNPywCvQQ8YBIjUhx4TV8IIQRXDkV82EamqDX0ZyhjZCD4eI2U5B7hhHjRAb1shQQ\nOIuBmR746b4aE3yEPJn9wNNhbf9boocDoSWMvpGAg5WijDY6XICyRF0bY3gwXL81GkgyMvoSUcJY\nmKmfIchxnIvjBpD2pVhCeb5OihViQH9Gzal/4IlzibVKa5SlcW6m9agsm0cdKq51bdgbVlWudSHg\nP4OeXDjEfMj7G8893WNGHJEFlGTic1mVCEnSUI+YdxSoOBxfPRVnsJa7jnp0CPDGjsi5yDkyxta1\ndq7QelRVaRTFiouFzlirjan4gBtTGFP60m7hXC521ud+ClP/TssHAeAeXowpIn4BxpxUVZrndHzc\nVOe5gcNZ+RolcDDWql28q/wm25C75V4nDGMsM4KMyYSJsBpTW1sbUxlT8sfa0hd/CrHfnP+Lbjs+\nNtP8jkphjbNIUwT+D2vZWc4eRQ1uGqrDQLBg3ZmTKj6D6JedA/CTRNeEA1XscDlHZlIKey6tVwVi\nPq4CtdW+A98/sVZ0X/oSShu4NPwJIYc9Muu/JEVd+Ih1FHXbHsishoTZTXfUuZK/gvuQPAvTmKb8\nwhOSuQjJeYCnybdao72+aN3uBn89J1gdeeo6KVY/zokgZ9ekO/16CF8f9eWvyLnIWjLGeYMfVVUa\nx8EnWrZ2rStjSq0La9nmO96/7xPtkE8M1KOBci5nVxxlOeIeHDR0TC9BKI2p2+XcTnx1bXvm61uc\nexlRw8N2DtYarWtrC2MyrWOlYqXI73Qy1tY8WcTaylp+m6H+E073Elj2bpN/w688mAV0Dy9ecaeA\n1LmFMUldR3m+RUSBAx4ogHoYWDe5qrfXUtRnynb35m3AXwXY6o2nhKZi/C+CyChYCWcVHADESVh6\nQ+mbSA289YIm8nqiywCIInYWgQgrh1V1epK9/uSgp+gLlbMeVZxPbEsbwT3JqmqqcKenuHkTt27h\n+HgVA7SujanaVHF5VnWvHsLXTxJdFdl9FMpuHHUOD+FcE3j4l0iKOiuVei0f04tAg5oMnieaMDfG\nmGVVTdjRMxmsKFb6g0CZPzxs7rooirpetukxlaCBVe16Y3gjXW5bkB9yusPVJyZWcZDzcc71hIf9\nlkNIdDrXK5z7Ng8IGp/oHAeAVOvE+0Q2eB1AD99XQDw9g1+2U67gE5lua0MgZGjFFM/g/eu6IVtz\naD88XAlufIJV+mcrydaSb92ZTBeuI59882xS3u1VOpcYE7McmiX0nDt62sjqdPvpe4UfqxWwXUeD\nXT1gAd3b6wDY4IPqXGJtpDWVpQXmxqScj4fRjGukALm1ubX94l2nOs9We8ysUzF3JSGK/eBJ+Jlc\nxhd5KzGcK/xZNpGFOAx3aSIx/50OETZk0AyKgRVjuoeI7ZqSdPAU1HMWVhCoS2NGfFwZmgX/G0Sb\nfFwFNRZ1XQSX0QPCWpDnOuxpElGnsjYNzc+jo9VEblafLRZdirp3E6HtP0hRd23uoKSLVEDsXGFt\nbsxpVWXLZcSOmBnAPKlGNgY472EyWF0HLkDZboqGj+yIWsAQWVFpWd0pV0LCNObQbwgJljFVT3go\nRaq2TbjqD0g48jGPAGutJqqBktli0uCdC2OZtSd9hhsshPdfiAM1aPB1yK6szbWelyUxx5STKkm2\nDhpMwT1d1nVuTDlUy63F48VQAHjK21UT0pyriDLnEp6I5+Gd8xsI+HTXYra5jHaLdvVfThxZPAgA\n9/b6Zuf+FY+cdS62VhnjAO1cacy4rrM4TpRS3PFbMw56yVBFVOfDp5+rngbf51wFpM7xvPvIj71l\nE7F+HFXte8ud87Dwjqa/Cfbo4g/BdYiwHd0mOwv4XQVDxdNVZ5KHNp/ZmeQpAqEYUlmbGzMvS8Xd\nF4bDLNVhoggfV2aLe4F0UddFoMb2SiKVWAnZuUz43k7b/+bNhmx6dNToY/n3BE3GcomytFrnAYP7\nA9wJP2iPrgzXCbANKCBxbmltWtdxUWwppcLotzCbgcsXPIUiz4uyXFTVQtABZAzoNAxDxqn9GlFn\nDIX4enjYjCYej1cigE6CVdfQmmsU7KS0f1+DUqxB8flHARUCgC/LpEQhAHgSlbPeZjo+sWPwhaDB\nSJ+47FGPCubaleUGx3Kg4RAzH5+ZF2GyyOkplstcUI/Cs61ELbcSreY+0e7Vzn05UQiNNTByjgNA\n63T7oW9hlqI83bkoAWFouXEJvOXBQph7fp14G+Vc1fodTLnPVRURB/a1AcCnq0vh/fVQfebY0/Z5\njmbGOyiIIs+ccX7wvRHpZ/88VMJEJBQqgHdc3ESsKJ6iU4phDQSPbi8KHB3hxg3pENlZlKIaU/e4\nsB1nkfWPq9YnVbXJLPugjRiNVkxBPq4nJ4xSB7URHVC8jgpVyba/1kVVjdjRM/QOMJzb/kxR589y\nGXBicaZyR7Jl5PX1zr2GqOFoynTT2owDAGcDIQZXla6qvKqW3CMNdJF2X1TWG2W62fgXa3OtJ0F7\nmKaN9pC9Idc5Dw9XiU5RoCyLtvi8Guo30Jo413S8nftSvziosU/vE2Mv2ZOlqkGfWJzDJ4aaOK+m\nUc7l1i60TqoqWi6n3OCR3FNOsDivzXPk+dLH19yXczvxdZBs3cGDT/qNQ8avhMr8hhmWCq7AVm95\ndfiipWjgSdpP7feY4kEG8HRUgRiqKADWGp+rpsZwdV613323iyAaOAGt5ENj0WrgABgLE+EFGmG+\nPNoYpx8A+CsqESqcgEIlcPOOqVCceltbaZ12nAV3whktclS4eVMK9wvmQVlbrfEUup07R/64luG4\nGpNWVZzn06CN4HYo/88wkY3hcFEEOHyGNqKjnXGiDsPfW3hNRrpcKh4xxDgxdH1CHYY/eX5aVaEO\nU/RwIr8m206tXK/npABwugmAyACVtU26GUUREXjBXKCLsC82pvD3m/vu6BnpJu+BSVh7WNcTDmZp\n2sTX4+NmMWGQdh8dhXdas/TEtygHdVhufZwL138ErnqfWLd9otzY0+lghQROVkXCAez4xNP2s5XU\no6iuicgCM2OoQ7b2w+/qqso5qGvN8TXwrWVkLdoJ9yDZ+iec+5+JZgKKjYQcr796L6TsdbsEhCE/\nwDvaHnmwFP7puF7q3D8j0v6hNxQCosaMWLWzfqr+QkCV3FfnO8ytYK8fA3a8VU3Fkha5X1RGft2e\nqlYIEXyn/sOH4d13ZCJBtV9Yu6jrlOE/O4uqaqaGMYGa6XTsLBYLFEVdVUvhm/qeolMSIcEUnALk\nj2vsj+ucD2fIBsRiLFuWy6paVlVe10tjCmsDL7ajjah6lBUjKOqFX5mSGpNUVaTUJlEURgQHGC4o\n6rYoTvnbjVnJMtq9mULgRInEO+kmd78j58haq7X2Nes0imKikG42fDBrK2MqPwgkdEc73r9qs8WD\nSURenZQVxZxHknFmw+RmZtmGcaenp1gudVGc+m5z4eFwJYSpVZuJeIY89d8797lEc28Mk7ZP7CMe\ns8Ynyra2XG2ft/kOtzwhNXYuZupRVXE5d1SWWZJIrl2tdaV1wfFVkq0FzbofXzspCHox4LOJluJ0\nZ14OqdYEAHm6y/bmeidCXQG84Xnm/fFMjoO+5d9o88RDrgqEDABrtjGcCmNl+G/WhPoj4B3OfTrR\n3JvvxCuk5IquMwKA6ZmI8fnE8i7qg6XfFJYbs6jrUVGMg7PgWrycjcyAcbHAYrFyFsI9dTxF2Vtf\nw//la517FREz55ruS1UZ7r5UVRbHsddGOKaI1HXruHr3JOFwhypu2zE4sLZnrNXybX+UpQFmxowZ\nJwpNBrR2QrZTeEl2PkRRLzzrt/PV8rrpxeecB1hrtdegJEqFAOB8a5T5JNxzLgUdQKabi6F0k8sR\nxM0GreOyJKVmQNMCzbLmNkNzuChQFKWXp+ZtKVZHgajXx9fO9dPOfRZR7teqjMVaOnUOg6/WGHwN\n5D2f+C+d+w6eZOdFAFzOLa3NoigpSy7n8rPVnGP54Fp5Mn45RLY2vezKrOnH/jGwCyyBDWDiFxTH\n7dPthkpAup0ldAL5IZ6P1zMXAL7PuX/EI3A9+hj5Sb/Ki+AB7J4ZAAIxv1vZ9BkcV+ff7NwnE/Gk\nzJlPAmRSvM5EOsQDiUTyu2MHF3wg285iFJxF2KInSUFFURbFoiyXQsvekbAXXgmB3hkOjw5eQSOP\n67KupTaCj2ttTCOPEHC4aMPh5ZA2Iiy75+ubnHulaPuHbcNMUc/iOHR9Qh2moagzP93a0pO++jhR\nsmAHceJ3OvdPiYxo9nTSTeUpWNbzSbQv0FXCM8p00/bSzQCQHZBZGxuj6hpE2rlZXcdF0agBsNLc\n1VVVeCkWaxsluXlQnioR8Rncs5937tOIToENYOo3x3UMfjAA6LbNdxaRDvrEI9/nZzqmsbYGCkm2\n9huNGqKdj69c6WL4EuiYyzMJOYO7ht7r3CcRbQGnwFwEvKjX89CiMAARDtEu7VbACfDo8w/+4xne\nCfxxYNPj1qnwyxKqDAaAY3EmzZoGTgHIYWTvdO7PEh0LmJCKKpAMHhwATHszXye9KO66OLjkZ+1c\n5lxsjKoqRzR3blrXxHM3g0BXa9S1kZ3JM53FYG06KGOZFGsAxesVreXeeGpMQhQpJZmC2lrtsXDQ\nXQ9SxdHD/jUgV6Sd+H+mafvzObQ21TpVigcCc+BZ1WGCcocxeK8Os+w1/Pmr+yNkb/qkzYrWaCrS\nTZKE4EDmEW0GGQD0UNmwAj7ZK4kSHsevtQFqawutWXsYsTqJ6yHGlFpXQZ7KcW6NPLWvPbytOukP\ngMveJwZc3KkCdRAPDRm89bHtZE2184agHjnnDFAbk/WoR86TrU2g/A9Rj5Zryrla4In+9SHnrhJt\nAtM2wutkPNo/SblZuoMd+U7f+7z0/s90APhp5/4O0dQ3cMYifVNnTmE99s7Ors/g+u37X3fuOtGB\njwGpaBZ1qqJqjYmEP/5rd20fp352TeKcMob/fm1tXtejJEm8s2AdYxU8Bf8nI+K2swgeqj8vQbeD\nbue4MsBPlYqJZPelxZ5mLOxc1dZGLAUc7lDFy17bn/yzXWkylEqtTbybCJlBqMPUbdlOB4ZXa0R5\n/dj8aue+hGji081KpJuRcyo4KbHruO4t5OJbrtszwiQZ7ElgFDTJrD3UmgdecXYVNXObnGU1NYsq\n+COaDf346oakWGdff+jcBtE+cATMRetr0Ce6IYMP/0AFHAPvW2Pz3+vcV0k6JpOtA9euk2SH/UXr\nydZ2iGxdAr985qH7mHNEdEnEABnwQmdIblGl3qOogBvA7z5fvf8zHQAA/JxzLyA65TXo7eLMGUsY\nDn1TcV0GtwQGFyd9xLmEaOphkYQJzg8Ui9oBQMIlDeTrT8LZ1xuIZBvqOvBx3lvgnALYWfAk96yu\nY78NuHEWojNZtTuTg0LljluUJZFX+eNqhTYiAxr9pDgwLWrsmuO69H9ctgr5FZy2b/9lzr3I12GY\nhF4BWU+jBI/BTU+20/ne5Zru/Tqc+CSw7Vv6ZadQ4McooVdz6GQA9ZrieAkcAd/t3DcJbYcFNE8d\nUGolT+V/VwgPa6Zy+ThX9G5zUIhbnMPkjp0DsE3UwcWyCkTn8Invup3Bf9xj5xBfM+carp0I7SG+\nruPaLUUzr0O2Ps+oFeaMEFHWjjyaesgAACAASURBVAGR6Ap0blbeaQE88Tx2/c9OAOBcdQ9YtHPV\n+MwAcNR7hQEvsK28bf2LrL2VJJ4VmoouWd9Egi3WwAcubh9vJXJACmwEypPoefwhs3Q8JKycy4jY\nWSjvLJrEuY2IpbOQk0z6zqLugfFwXFdMQefS9nGV9ZB1TMHg/d0QHO6/gk7bX1LUZebhBEVdElQ6\nOBFrcOK6JWg/69xnEc2AyleK+93CTrFYt2OeHiqO85cufLeJt9dWPpLVzlVEqWc3qF49JAjHqjbx\nLNxm1Y6v4Qm//tymeOAcP9sNb+1hl+dtfWIO/Po5vuhHnPtfenTMBsm1+fhnc0/1GrL1hQg5IQyk\n/i2H0y3hHQlgVwO/9bx3/c9eAHBul+gycNwmLaj1MaBeU53n3ux56jPBSkpPHZNHoiOZqS+eFf4G\n0U1gBuyLQpNkELHdz4H3cQ+NIbYxrNscKEwL3WbV1rL3VfuyEF/3Ds+POPf3iKbCwXWO6xnUWHlc\n6/Xdl4OhZ/Jq5/4hUSnC0khQ1AMMt2v6kzIAuPb3hj+4PPOl/Lxzn050CuQ9QnCfIN+5ZdeuScr7\nXYpy/Cud+0qiifAslXNpkKcCFBhHPgPTPXVSgMPl0G1W54P/g9a+aPvExE8K6fvEEvidi9j8HwAP\n+d887XViz6Yelb6Z38dz/FqPL+5Vwi3H4oDHbfK3BQrgTx64/mc3AAC46RyAPaKJiAFnVIGqNb3Z\nJfD4RV5n0BkQ0ahHHjDAx+/IOB4lGgEPEY2BtD10yPhpNqVzbJd/CXiXr4qWvngaDQ4z6ek2ZQAo\nh3Lnek3u/Frn/ieiXHRf5L2rHl7rH1e9vvuyWF80eBLY8m3/iWBt39ZNVO0Wdz/w8D/wptu9rzc7\n95c8PWaQC+B6AaDuDaKR7qnoUYFvAJt+rWAVni3LUwHe3NB5TVrUmkoxgxNrtIe/fEdmKa190o4B\nSgCUP76jP/4u5/4K0ZaHNZP1CZbMYyoRz2jNa12sIf9c6JYfXM/pANCUJpzj+h1n6El78bS8ip5J\nVcAh8PvPtqH8NlEO7BLNiSZKjaIokYPenNO+45dYm3jE/VeAt/nOZOaXOyoxqaJfl+gEgHKoNFGf\nWRL5KLAN5D1X2GcK9hN2K/4ZtI/r2dqI1zn3mURTT1Ffp8lwQ53Yov3e3flIigPh2blPIjoWhaC4\n1y00YrOQWsMXZO//q72bfa1zn080EWg9E92m284nKLzKDD2CSoivb2z3k0Ks+qLzmfHT5BZ/zbn/\nhmjux/2OBamvT7ZeF1/75dxHHjjx50kAkIlb4g/n4LUUZ4Mrlb/3HLCSXyciYJtoK4rmSaJ4HDwP\ndvZT4GOtY2NSrSOiyFry9/wpwJt6PCg15AL6zqLsHR4thMpnHNf/lmgOLNuVt0GmoMwA1JnaiNsq\n437RuU8lWnhR3mio4tfRc9Q+aVjX9uc7fee5beBDzu15XUifMmi9+i86kwxWrBeBfxjYF/WQDrVB\nVlrs0Dut18PhfyIauU4Uhbhk9K+JjoAKeNGzdBze79x/SjQD5v7GZRLQHysUxlXRGnN6xwPv/7wK\nAP363eB17Lupf/icsY8niBJgptROkkx5wQtv++MhB3LxZFXFVTXRGlo7a60n2/x14Bh4vKfZQY8Q\nXbWdBda0zm4rVH6fc/8Z0QyYtf2UGmqu1J4sSD34HzD41wE/QxSixf+25tvf4txfIDrpSTc73UJZ\nAnJrcGKoElyUmBvSzY02PUb1KuODdIAF8Ju9b3wv0RFggG/19/KdvYbzYKVLBgA7FF/5n3lZ+J2s\nmWgH5hxgz3sEvIToEHjps3E6/sC5TaINb1TZEB1TLm/oszmC93/PA+///AwAMgy8+c0DeoDnGlH3\nt4gSYKLUTppOx2NMp80KwPG4WcQaNhHycH+lorIcAUZr7cf/pkAG/FngnW1n4Xr0Cbn7jNa0zgoh\n/jrj+j3ntonmvm47WnNc3RAclvHmJX68q+zH/hsiHsX6Nb1f8phzf4boqFeH6RfipSwDQ0Bycafj\nmPrpZtiiHA9xY4JQ6ENDrv8UmAF7IpJZ4CVADfzzNdQGOyTFUmu4Rj9IlBIlYnAFE6UCJSwVZX3e\nG/w1RAfAa57xw3LkHICMaOqBhQQ0HeqR6pkTC3E/9MD7P88DwH10aWCu1HaSTMdjbG5iexu7u9ja\nWs1041FrPNPNr/pKrE2trZ1jRVLiz/B/Dbyt7SzcUAZAwieiJ1S+ce4ff+AcgPHQcYXHwn2qOB/X\n7/UVfGpj1TBodxM4Bl5OdAMogf9XnOrfdW7b12HGohMQnKMbchMQk/dr4AT44N15CplujnutUdkd\nzYGP9b7rQ0SHwBzYJsoAZvuskLtzNfAdXrHxzb1EJ7xTrI+v/0apaegnKf9vW+usrVkUYm3iXMRs\n2vYQQAI+j+jHnw1nWjpHRAei27+OjknCeosHrv9BAHiarrd6AZRq9/GWvsT8ZXdkee8h2iYaR9HG\naISNDezu4soV7O9jdxfzebNwPM9xdIRbt5p+AC+nNSaxNvZHl+nwvMn9zwNvbjsLiRZd2ydST7X/\ntovfSO4cEd0UtaDOce1oI34EGBOlRLHYM2W8sownRmQCVmfAU8A/Jvo+8duYoq7aMSD2DyFaE3gC\nEn//vfMUnb4opwXswc/4t95LFANXiGZKjYiy3trFRrdhbQIkzn0LsAS+rh3XaSjbCOHh/4vjjTiO\nw25h5hRYC2NI61TrVOvYmMhaspZvo0Pf0sBnE73u2fCqHd5R1hbcSHzD8fUjD1z/gwBwz68PeBiy\n3U7PteBpLIFT4NVEN4ACePFFDHECJErN0hSTCba2sLeH69dx/Tr29rCx0Ww6PDlZLdvynQDUdVzX\nEfNEnVPC5cXAfw/8UrsqYjwkX+cs2Ps/endUKCLKewoaeVxfB8wZkyqVqKBtQrO212PSOBD820Nm\nvoToJvBT/keGLz0Vury+JiPc6TMj2zkPT+a9RBNgS6l5HE/juLP5XVmbGpNqnRlTEEW8isA5AN8O\nnADHwIvF5Ku+9vC1Su3E8UaaYjzGaITRqNmaAKz6SWWJqhrXNWndLEAPsxZ8KrYFXAX+BtEbnz33\nKp9nShS0FxpYPHD6DwLA03T9PtGTwAx4CMiIEi/FdGIgSekHA4yAETAGbgEvIjoGvuccpvko0RZR\nEkXTNMV0iq0tXL6Mq1fx0EPY38fGBqIIZYnJpBn0H7biJQmiiKKItO6svQ6R4C8DTwKP9rTsqleb\ntl4G8et3fZzkWWV5RKiHPALMiDajaM6YVLo8a2FMonWidaNktpac62NS/nwGkSSz9ynqaS/wWN7u\n8NzwF+8nmhNtRdF2ksRZBv6E7ZKc4VUVN/ynWpMxzpiWpAP4euAW8Kqe9tABP6PUdhxvcD9pYwPz\nOaZTZBnC9p6wNifPQTTyKx5ra7XvJ2XAGJgCm8C+Xwv6tD6WNwl+aqCocsXyH/mvrh54/AcB4Bm4\n3kdEwBWiKdFYqUaQFUaTsyDLzzfulCYZg/8Don97O2NNgIhoFEXIsuas7uzg0iVcvoy9PcznUGq1\n3n06bXBcoIfyUnj+BCcowkAM/AXgHaIao3rbjtZ1Ju8hcPsNIgVMldqJ4xk7u9GocXlhgUxV8Sep\nKlXXACTHSfcoK4OY9L5Q7ryPaE60GUW7WaYmE8xmmE4xmawcdNintlwiiqgsR1XVDDoVar4SmAD/\nAPg48MfAY4ADfhrYIJrH8eZ4jI2Npp+0s4P5HKNRs1xsuWz6SWGPgrUp60uIYtFSyjys4T7/pxO9\n+Wl4wu8gYhXLphBRBll4DpwC30N0ClTAN577BzxKtBALOZyYC7TwceUrH4STBwGgfz1ONAE2lZpH\n0TSKFGNV9rPWwtrUGGdtaUxsbWRtmEPg2lMQvpDoh9Zb2BuJLgOkVMKU/9EI7A6YAsR+gc8n+0r+\nGW3X74ic2C0Fsb+F/O7vvwi8TYSo4P25cvoMaNmJOU5JMgscp9kM43GzwqzPcSIaVZXh+f6C4zQG\nWOy9c99uW32UaBuYRtF2lqnZDFtb2N7G1tbKQfPCL95s7DedRc6l7PetDT1/CdK3gP/c84WyKNpM\nU8xm2NnB/j6uXMHeHjY3MRoBQFHg+BgHB61sgxMvayPnIqLIywlj/0VjYNbblXZPngYBW57uGXar\nWVGDyv2EziPgAHgRUQG8/EyjfReRBibAXnuMihYAYgGcAN9NdACUwEuekUjwC0SBtfX5n4ix5xMh\nALyfaINoS6mtJEnSFFnWgG7ZgK0qqutRXUdaExGs5cygPwfmDBJFArAHV0qBq8Ds5UO84doILwDh\nD/9P5xjvh2+U097l3o8IsL4l8PO9n/EWIgP8MpFt46NAK/yKe2GjTzDgZe/PHKedHWxuYjZrltxK\njpPHpIm1qXN9jlNwedvA3yS60Na9XyPKPS0VYpXQ0uvFvvTpP5NzYBRFm2kaT6fY3sbeHvb2cOlS\n46DlzndOj/jtW5saU1rLQz5i76D5sYx8XBwDqVLTOE4Y/l+6hGvX8NBDuHIF29sYjWAtFgvcuoU4\nXvWTfEspMoabDeETtb+lAl5A9KZ78ZQ+SFQC28CEaESUiFmnVowQL51LexTVp4B/SPT9g9tdiDSw\nyRQDIPYtJi6dhal53KYKnxvAVxJ919Pz9pk8wsn3XDTbfopoAZwCNfBVnyjBIP4E8P4zoq0o2sky\nxXA1FF64Bxu28eU5yjIpy7HWq9n33nVOPJfxEvCZRL849IKDGKpVxpEVAADONdscl0sUBcoSdQ2t\nORLwQGDjY0AokYdIEI5x0j4kx8AY2BKiUNvDR8fAdxAtgH9+F9b5buY4xfFWlmE+x+4u9vdbHCdr\nVxynsMXsTI5TcHmTcxclfpWIfClDtTUHldgM+v1EN5lw+fQcyMeJNonGUTRhxtelS7h6FdevY3+/\ncdDOYblsvH+7MkZRxA6a53+oNuUp9eNPYqUmSYLJpGGU7e/j+nVcu4btbaRpQyhQarVZ3veTEPG6\nAR792QwdkpGAvfDkXjyHx4hGwD7RLIomSmUhqWVk45yxtjKm5NXTYsggRD//i4luAD8j3tRjPKqd\naKJURsQLxSCmZzeLE8IuB9E+iYCvJvo48O/u0atn8sgMuOQ52Wirr2Ui8kpPdP62+zwS3N8B4D1E\nW8AspOebm9jawuZm00Dj+il3z05OwgL0lMuyxqREtXMBq7KTmgO7a3BTI5Ii4vnvzWkP9VmlWpDt\n8BDHx03XrqrYRXIfQvs1hKb3IWHfXItn8RS3tSPRIA0UTI5bE19vOQReTHQTeMUdmeYESJWasUvi\nFrfkOCUJ6hqnpw3HydoWx0nryJhBjlMogNhzRKAIuAyMBHvEiVXSlb/ficeDB8A3EB0Br7zXpzEL\nDpoROlN+H3qocdBZBmNwctLExbLEctnE/iRBVSmlFDVLYVS74c8P5JuBV0RRxsyf+RxbW9jdbVpK\nW1tIU1QVlGqqQAxrRMa5YmS1YYqMN+lddwK4BbKl1GYcj5ifyhFIbHWOtB5rHWsdESlrQ3unM9Wq\n9nSADxFVwA7RplKzOM6iaMV5BWBtbExmTGZMaW1sLY/Vw1DZ9p5wXt9JNAX+EyaP+LU2kFPKnSu8\nviHzvZYbwJcTvfJ+jgH3cQD4INHMp+fRbIbtbVy+jMuXsbuLjY2mWMHFWZmeWwtrk7CZhBeX+1yV\n3yuPLfvrRG9tv9owobMKkx6WSxwfN1iY151bi+USR0e4eROHhzg5aVKBqtLGlEydFFPPanE8tGgI\nK+A9RBlwjWhCNFKq0Rz5tnbYFsBJd4fCHwNfQXQA/PBFrPOdRDtEsVJrOU5xjLLE0dEquEqOE7u7\nIY5TgL0G+FtEgxPrfosoB7aAmVKsOUiUUn61CEfN5n55n4GIMfwVX0T0r+/dafw1om2iOIrG7KC5\n4X/5cpMSMUKv6wanLxaYTFY+WikwZZbhORF824naeV6iFJIE/BWcv4YmM0OWQCJg3N3uJ8llcK7d\nTyL/2O8mCVjRn9I04nknTAeI46bgWddNVaosk6qiumZ+qpx9PfEI+hKwBH6TCMCmUttRtBFqtrwW\nO9TQ6hpVFdd1rLXyCXSYqt1hvt4N5/UJIsvJDdFYqUyp2KuveSp7zduMubYpuM7h838T/Qnwo/dn\nGLiPA4AGJkSTOB7z4bx8Gdeu4dq1poHGgqzlEgcHSBIAvGuXCzKx1pFSytcrQm4e+1Rg3MOqP0D0\nsB/4Xlpr6jrKc5yc4OBgxf1PEliLomj+77duNUlAUaCuc61LY0q/HbvufVxb1blJtMlJdxxTSLp9\nm2FsTGUt46PIObnlSjYVPofoZ89tmhmgiEZxTMxx2txsOE57e9jfx3yOKGIa4gqTBjZkwKSC49SJ\nBLEvfQw6mhi4RLQRRdMoSmQbn0kvxsDa0healHPU6+Q74P8kenKofXIHFzc5E6WUbPhvbGBjA5ub\nTT7EJb7A9fKun19WaPhL14x2w18pBca/nWaSnyfILd+BlpJzxjvETjMp8AuiXjnxDipgG1xfZS7A\nxkZDB+AAUFUoioafGkUgioGM0YzHOgEvBzoAgKlSu0ky46fK0W40av4mUwy4ploUKMsxYLW2TDHw\nW4PCH9wCrgF/jegO5JBMHtlQaiOKZnFM/AqEtkMZkxiTGVP4dotMRKyo5f4dop+7D2PA/RoAHiG6\nDDR8/FCsuHYNDz+MK1ewtdUUKzg9d65Jz5dLtiqKImWMslZ6qE69QrebllwHTHhPujGLqtrgAMDF\n36JoIBtXRUKP9PiYM4C8rnPe7uuXrVdiQnrVHghMwLcSbUfRRpJEDI46+Ehr1HVa14nWyhgyBnLr\nSHvgzDkrAK8n2mdNbBSBx9t1OE6zWeObQpu97e/OcHkyBiS9CtvjRFNgQ6mtJJkkSauNzwGPg3dV\nZVpHWhO7QrHCrDPB9G8T/dLdncbXEV0HHFHEDppBOn8Cv0vM/ZatflkztGsa/vAOuvkjoZzCgHq5\nbP4+p7ChpeRriQyHtX/XnY9sKbFJ34Em4DGiOTBSaovrq4GfurW1MnVOAY+OVpwL5zK/zC5QVDt0\ngIlS20wx4FC6tYWNjSaohKN6eoqTk6bJ5FzGfWYillinIq5MgQ1gB/g0ol+5yD0+TjQHNqNoK0ky\nNviAZkJyU9eoqoi1HVrzQA7bJjqHUSifSvSW+y0G3K8BYAxEREkUjTgAcHq+t4erV5sAwMWKkJ5P\npw2L0auZqJ2bUy8372DVBVACMZA7tzTmtK7TPB8FzLJYYDRqiHrcE+Zy8GKB5TIvy9O6XhqTcwDw\nm0BKsRWks352N0k2swzjMSaThnLOBYEgCs1zlCWV5YSTbmNCvXIM1ABP4d8Grp7v/Kf8/ygVMZxn\njlMo+HpY1KI5CTTKNV+z3utBcJxGvXM4j6KdNM0CJOSXFZ4n329RoChiojHjL8+y137V5dS3cBb3\novrPP5tk1SV0vPn3RFHzovO8KYNww98/GSPik1zbKR20Cf2kUFI7PGyslwPA4SEODnB8jNNTLJfh\nWypra4+ItRilFz6yTDG6oyeQKbWRJGlQvPPIk50dzGaIoqYbxBk20SpZ0ZrJ1sxPjcROSk6vp2GM\nCnc7uOExnSKKmqz96AiHhytHbG1sbeJczJ92L51TgY02hDpn+3AexztpmozHTdmNe4fyFOd58/GJ\niFzVF7QdIRH5FKK331cx4H4NALxwNWWsyu+PoQTTtFmRy91XntIsXP+qlkLkfFUd7eJpqFcErPq1\nzv0w7/lzbmltonVUlqRUxkhhsRgQ7uc5ynJRFIuqWmqdG5M7lztXiBhQ+P8iUfN3punmaNTcFFcb\nAj7ixsNi0RTfAQJGftt4ClQec0nK+fH6ynu4FOACGpXlpuB/GaUGParkOBkDJjiJ5rbcU2/9UKYO\nx+kDRFNgHEXbaZqxsI5veTbDaASlGm/LGdXpKf+whFn2nmtfCQ0Un8btu56F0PCOQsM/PAfu+WcZ\ntF45aG74cyQIDX9ra++d+1DdejOrrTXGREzy4X5SkkBrjMcAUJbN//HWLRwdrTgFxpTGcG269lvn\ndLul1Cm+XbQpukOURNE8y1YChYcewvXruHQJ02nTmj46ajJsdpc+CkZaKyIFKM8IkK2gOXeYmFN7\n/TquXsXubvM3q6oZoxJFzTOvqqZsy/wCIgVEgmMWsNro3C/9fUQb3uoSLnVub2N7u9F2cBzi3Ovk\nBCcn8DyrjDMba+MhbccmsHGOg/YgANzt9QaiywCIYubjcx8pfDhJZy+m1q6aPzs9J2+vEjot/ZK/\n1FrWE1hgZsy0rlWeBxFQKFkUVZXXdV7Xhda51oW1uZ8TKT95LwBsMwWTW46XLjX4iJngeY7j4xU+\ncq7BRwEiiVMR8NEm8NTtnuqqoBmqz1W1yvE5oHKL++Bg1d8WLq9il+c5Th3HZ3scJ446I6U2k2Q0\nmWBzs4GEu7srlj3X09jRiE07rINt8KC460ykAnfDfrG+4a+dc9YSOziG58z1Oj1d9UJu3GhAuiB9\nlcYwi1GmKRKts3curc21nnEl/fCw8aecUHKRnZ8/B4DTU0YVeV0X1pbWVl4S0f/I4htdPMOOiSZx\nTAxE2Flfu4br13H5MqZTAFguV6MPmRjmYRbTn0BEohUUXv1oNGrMmylV8m8WBQ4OmsDP2RXXvvhv\nKqW4EN8mvAaDn5zb63Fyk4Xq8f5+c9CY3sZWx6+D2W48+8S3oOKetoMNb+Pci+oeBIC7+tEOsEQU\nCtCBlRyqqHw4GZUwNVvk5rZNxu9HAjXUQDv1g0Vj55S1rq6Nc5UxudZZWSZKKaXAI7qMqYypjCm5\n8eur/4VzhXO5XwMbPpLWZgFifLS/j2vXcOVKg4846T45aWRB4WYZH0VRZK0SSXdHFzq+nSYo1BBq\n/suS4xTHqCpkWRMADg9XLs8XJYzW7O/61KZBjhO85mAURRtBc3D1Kq5dw/4+trYalj1DbCb1+uYH\na6CCqFsSgWIR9vRdNAPCby6tLbQeB4/AvyTPV/Hp5ASHhw3p6/SUK/WV1tztZ6ZWLVY56vZ6rMLa\nZV1Pi4KYTMV/8/i4obFxXejkBMfHTRWoKCqfUK5rJlV3d77eTLQHKKWyOMZohICRd3ebis1kAmub\n+iq7fil9D1yAdkYV3j5CULl0Cfv7uHq1+Zsc+Vhbd3LSVD65EugJZnKGiqRUsan3p071r0eJtoky\ntjpObjgOXbmCnZ0m8epYndd2rMR3ba6zPGjF0zaB40EAEADNc+BWTUIuU5yeIstQ1w1C4dyccVNR\noK65eL3i4/vZNZ1areQvhuvYV7Ej54jn3mhdWZsbkyoVM+oJMhZrNWNAFrP4j1zszp+6vY/3B7e3\nm+Mhk25uwLJdcorK98v3FceR1g0+8qzzDv/ybHz0KqI/vY7jlCQttjtj3sPDFsepqrjFXQl/1/nY\nNino04heAcRE08CyZ5nVww/j6tVGZmUMTk8bLMyu0BdkUVVMsZf322HZZwIIX/TiylLsXGntUusx\nw38e/sOMr+CggxDEI3TrHTRH/UEHHThmubWnWqdlucUpBRcfRqMVdS1MglsusVxWRRH6SYwnOl2l\nUFHsUMIuVP0nIiVHngSKamDssFuUw04EP3WQnLr6DVnW8AtC2Zaht7UgwnLZUjy0WVUYuhfJL8hu\nd3cjICGaSKu7cqURu+zuNrBjsUCWrTrS/PDznBMRHmlOREqI7wL4SIHpgwzgab0Yq7IAfaX1Dem5\nMRiP4RzyfAXNuF7B2YAxlY8BnSrtYP00sAv+CEjCDj/nrLXaudLa1NqEKP7/2/vWWMmy66xvnXPq\nces+u6ffM8TGYIQSBQgS4AjzjC2QBeIPQiGOBEkAKQiiCEF+mB/EQBIkKxAQxrbATmwlRkoipESx\njeNXYo8fOHbsBGJjAZ7YGc9M7O6+t++tqvPce/Fjnb3vOudU3e6+3Xfct2d9Ko0mTk911a591rce\n31orSY7HvksBMMghKjU0vwxev1j/nvvvtH90+TKuXcONG22ALE2nEgcsFq0KM0hxpKi9sqYdnw2/\nPkHZ9DROdX2scRKHSIQf8ZE4PGw1TosFiqKo67xpiihy7Vq9euCTEvAv5ZlJ043YBytlfPnKsQ82\n/pSSGtZl/FWV/B7zTU97x2TlVsqce7+o62lRbIrSURq+4uo3CTelLjKfY7HgopgLAQTFlxjoStX8\n9WksvR83TVaWlCS7YvGL4lj0FSPaokBZ5mW5KMtl0wgB6Ixiqf7pBupYdz/fXa5xokee9AbBan2q\nvEKHjcgB/KoU67EcQCRVvZytaKkHocO9S6pi3e4EycNHiZ4AkiTZEAKQ5jsJRCQCEAMiLX5Sju6y\nEcX4JmS3hiI39/AmcBgBrCWAGqi8902TyDAW+anE8Rf2jlO0dAGtrksJz2U144kNWbGbRvDTzP+U\nyIXpNE5kzsxj5iyMgKfQuORDBjn2r0bvLA895Qt1jyXp/J92do7njEpBW14SdIvsRJpxei5SkGBi\nveTcrzeI/4j5F4gyoBCNU1VN8nwSdUdypEIA4okrjVMRNE6F98XAG+2ZvPjQjkVln6aZKPBEYh+/\nsvTBliWcO26w0iOp5Suvl5xGDrhrTmAlcmAEkDLQSZJsRAMtWpGYHwgipSbPF1W1CB56HihfV/vL\nsPRYXkvmzHtqGi6KxvvNppkWRauqVF1RZV3nVSVEm4ejbl+hkhTJgAdeRXnPX/zniZ4EfOznGAbZ\ni0Vb+ZeyfJBWH2dZdXjdja3lnx0hRuypjGcb07Zqhgq6eqqVadsUcEB6YqQrty5L03GWtYGINDeI\n1EKePvl7h1cu9t+t7+2IzXcbFgGcHcSbrpgL7xd1vS3u/+3brUd2eNj6reKaiaRMCKAoXFVJPbbV\n43e91Co8nOsKaF8HOITw0iDe7lFhbuc0EMUmeBdIolZDbErl/rvBbvc26Jbxy/ElXpJznYsI6H96\nIu56Rr77RWJuZNjhLCjkwupStgAAIABJREFUzzBPvB83TVqWe0kyEYsv5b6hxqkolmUpGqelc3kw\nSZoAeiYpcoAE0Z0yfu/7ikuoJFtDl5BX5Rm0yv5ecgIrsRRdLPPE+5GodIga5q2mITHQUaToHKqK\nqyqvqryulyEYiimaYdlff9Q5c+I9msYz194XTTPJsnGapknSrrLwvpaSUtO0xSTnSmX9dTFpuco4\nOuDe9emJaiVpmNM46ir6WE3T6pSkHKXb3esaTeMlvB6oAOK/HI9olNK3DDuStmpJph0dtalFkZk5\nh4HmNb6hX68xWx3cSG+HPGgn93bol/I+16mc463LoqjaCOCMCEDmQ0myYiPPM7lDkqGOisk4CEjk\nXIsFF8VC5U91Da1cVUAbPjTvYv4+oi3VdjQBxmFSVWwUjDa9N2q0DM7ashuny1P6Y5MJSdvRShdJ\nXLBYj4o1bSU59wMJpldzRuVqbqw3eT2NEwNb3m/WNQ01TlUlPmnes3fhC2qHtBw0qbpQyKEo1oqS\nrfh9pc6hhl+u/MruxLaDU/fBHgFjgGUDhBhoQAz0dDRqDTQRe994XzdN1TSlJMGcK1TNP1enIf9S\ndd3zOZAws/dSfi+cGzfNKDlevea8l4EEtXM1c6lKSoW6TvLPouv4xwl6pymAM1feT3r5VQCLBbKs\nzUPu7+PmzZYDpDZT12UcedKtBkU+6IxRkTHXZdm+p3hyUl4KFXU0Te1cdWLO1q3SmPXwy0RX463T\nIU68ckXR/kusrvUu3qpb5wb6EQm4X0P0n7+8YQTw8FFI+ph56f24rkdFcUHy7zFZId6Z/i3z3BXF\nXIXn4qgW3di8DAu7odzVXv70q8D1MIS5DMsU4/IWvf3VrycA102JuDBmjnXEHReKiY/cNMdSED1q\nVPyjNQPm/KCsvc4gLoBUTJ74pKJx8j6v60mWjdJUTJJnbqJDKj6pc2UgVJ2VXqdxaks48sBEhyuq\nTqW84X2rNI9l/FjCaRp47+6msocyB6dIyH4DmMrzzJwA7JwDKu8L5yZ1LYovKQX1C/7elyG+1OcQ\nbTR36epQ6klA41wlAYf3WSgztvl0+SviACigDEPxIgHojGK0SnFJy31Z/zpG2M5tR0sdZ1/PZscd\nWyIH2N9vffaybOo6d64UieqAA1p9qnhmYv2lY19WKUhDpczRkvcMgUUsLw0ZpR7kbNdJv1OdhkLo\nv5NYVipMkmWVaVdaPyI04Fys6mmhs754rApv5yIIOJcEkMtUZOax95lzSVUx0Q7zWC5WHCEQF/WV\nZV5VeVUtQwr1WEGh0hTD8Fwe0Z7t+BDza4h21RjOidpo2Fvb25taJf+JV38sesQ/kiSOuWbOpO4n\nl1KUyFXVBt3zeftsKPkNmsZpDX5XbB5fyd38ozsxi8oMGebVNBVz3jTjNO1onLxvvG+CvatUtbPo\nlriXweH13VbYH1Ru5nF+WUz/7dttIUdUT3qs3mIRW8+ijxlV9r3kgK4JnyII+LfMbwxqFpItDs7V\nzIX3Y+ey7jR8Hxrx9IQ+Xe+JNtoNZsjckWsgHW3ej4l6BMChOUPXk6puPUnevOkGlE2o7d/XDgZ5\n80z0qU2zqKpNqYWK/EkkOjJoXWpvIlE9OkKec1kulPyp7AbW8eWqKhXykNlZeX68QFuuvdjfINyQ\nKFNo9V4kBuvAap5j7f1IghtR94r6c7FomwDkHsYG7NjbIbXDboKrF4VoXZARwJlgHsh8xJw6J2a0\n9n5W15OiGKdpEuYW1M7VTVPWddE0RXBXYwFNJ0+L4NTrTLpXAYHGB5lfTbQJLONaD7VKV2/uHRJA\nb7c7K0+tZi6d2xBHWCSYkvqXWdbiH4muKfpHZSn+UbVqxtzKmvY6/+iNzP+ayHU1ThXzmGjkXNqd\nRdraI++jxqlUEZUmgF410nU/WOV92TSTaP1v3UKSoCyP/U05h6iyz3OUpVNj9bSP2ah/0WP10lNd\ns/2gB0VYwFs6NyEayZADMdBB9etCzb91nwcGeqlSYdpAH6kLUDJPmEdEcYWAjiYjz60kgLrruMQ/\nWdznt5aAOGUWOcBRVY2Xy5Fk/6QrLfZGSc4kqCR9ns/LchFnXoUrMdSnHpXl3nLZjn6TVJLoa4VU\n5A1DhbmsqkXT5N6vI5XynjVO8SmrmIumGUlwI4UNuXW9LjB966qqkexW6L5eKXdG91kzAjgTHAZR\nY9uQBUh4njfNuKpGaZp2fdXKuVrsRQjPe9nqXFkr391p3qz5DE8z/wmiI2Ab2BRxcTcI4EEKyHV3\nu2tb8I9V0O2rKhH/KE60ls746B/F4TDLJcqyVGPmogz/hDFzJ9zLO3HnQShfl86Ng8nTGienfFL5\nG3UsFTVObsCFjfLaRszSB9sSgKSDJdCZTI6tg+QZYh+sEllqztM9sc36Mv6946eY/wnRLJT+auZp\nKPhn4TSgDySMiInHrns+8sGPLhfjTkg81mHc/Ci0tlE8cHUbVxKAFlnFqyt/5n7HEiyATQmbJNap\n67QodoFxnHIo1aCYpSxLFEUl+tS6zp1bivxJKaC0IgDAUVVly+WWaJwiqcj/GeeO5DnyPC+KhRBA\nkBic0PTAd2t6qENwI7duW25dbKyRjpMoe4u9HaG80TbfBU+rJx6JzX36WTMCOBP8C+afCL4qia8q\nKnvvR02ThQLasa8qUVuQqK/zVXumP66CW4fPM7+cSHbIzAIH6OdW+7ypsv6kdhy6EBykIsFsmnlV\n7YhjIndR7qU8cnJl44iS5bKOQbcSNfVcpObEsja6GicfkjaSbWizW6JxCmVJjqs0w4SDuitylfNs\nBiZJjFdc8J0Flf1GUUzm83YIl0y/iSr7KBSRoZhhsJIkhaObWXXN4jD2Px1uArvhDOU7TqTgz5yG\nFM3KaK/q0uGya6C9esObwFb4TzYGngStYtC6W0+quy6Fvrrz+//Kt4HtEDaNvE+bRgKgTedmVZUO\nVsHUdV3oeSfOFYoAeiIl+SJHTUNl6YFt56iqWsWXvGcY++rKcik527rOB00P+lUP0rbrAgK5J4nc\nuqY5LIod6e2QWzebtTwkvXhx4tZigTyfq+a+ItRgdDhSDm4aGwGcaRDgQzEnLm2QhqxUeWc+9Is1\nIVdQqS1auoBWdp+0+DCf7ED9LvOWrLWTXVphmZwOAvQeO+pm/8X6fy9QhnspQXe2XM5i0C1Np0IA\ncULhcok8r2JZOwTIxd38I5y4k+udA43TVGuc1Pz93qanocapWeXwilP8YeZ3Eo2BBJBHcVSWFxaL\nkZRtRGUvQt5YGQ6veVfHpas4va/M9+AS3hXvYn490Sx8+I2wDL010My0Ju3e89Bp1WnIcuMPMP91\nogVQAFty4N10Ig+cCU0Armtx9C71JfBr998A8a+YfypU5lOAnJPsU+ncsq7HWSYOlnhXjcTWTVM5\nJ0m5QkXYvXknscB21DQSYkrCc5JlWZq2FW/v5Q3LuhZVVftSY1SKE8eo+PVRey6aYCEA50ZVlSyX\nW/HWyUKCGJeEnQS+KOZluazrNhMVal29yGYYiHgjgLPDN5SvKuF5KdnqsDexk4cZTHDt5U/zNdKd\ne8mfzqUhkGgGbIZqcDZY0ZWoTxWtfwV8jvlNRJsAyaBz77O6piSRMXPtRGtxh6N/VJYQ/0hcpOAf\n5QNRUzGwhv5u9/L3gGvBsSpVeSNTBHZXjVOzpshRhFFZS2AEsKS8nUuqCkQ7zNOmQZ63fbBaDVWW\nlZTxoyMW5qrqPthhGZ9PtAj3gueAi8F+bQYDna2p9wwNdNkt+Wj3Pwc+EDrMnwCWwE7QFIxWicr0\n+8dAZ5hRjG/+4dN2oh6FYagiB5BQr/R+4tyorrOwijKmWOsoBwgR9sr8aoywj7z3TdMwF85Nm2ak\nxqh4eUPnalkyrCRVZbjhy0HloycxKNZnt6QpZMkcezsc87Zzie6+Vvsn8jDPMW+aPEQ2K2MRv6r/\nzgjgrPBfmP8B0ZbajS6+ajbIz/qQr6gHvmqhrP8wa18Ct+758zAzES3DAzwJEwq1PDRR1r8G5sBX\nw6DptxIRkDKPvE+c46oSCab4R4l0BjDDuca5Smra8k+JSVXP0Uqfy3etzwn4IPNriXZWaZx6X8Gv\n1zhh1ZFKRuITzFLGF5X9mDmVPlig8X7WNNOynGQZhTK+j3rT+H3jV+4W8FfOVZW/fd16gA8QucGM\ntgr4+8p0foT5zxLtBA99Fua9DP0MP4gAmm4imLtJv9vhf/8t5lcS7QFzYFuRbqKCAM0cdZB10YBd\n5OsUp/L9dRYoCR+ew0STSRh5ksZMYBh5Erd1tgqobiwoEXatApQj8fSlAuSc7IKXzcleOIC5iaP0\nvBeJQdGtqSxWjVGRs103iO1O6ITPwq2Lwc20LCW4ISJmds7V4eIVsf8uPGjDKKRYpXUujQDOFC8A\nl7p6/NZX7SoohnJM7avmqxyoGJ5/+n6eIg5/mIgmym72XLkKeG7wtovwMVJmqKB7UtfHEswYdHvf\njhoVF0l8rlVuV9VVNMm9/CHgfURQdjkPJ/MPmQF8gPnPnVbjhEGRI5otnZHYDwviU+k5CGFc4dwk\nlPHbRzG4hOIPVs6VzKX3BRAJb6n+6QcWoQGe7h74rxEBGAO7Sh1Yh6NYAG8lmgMV8AZmAB9n/g6i\nTWBLZWmyQb3Hd+8Yd2M+nZ8pgUPgN9Sn+j/Ml4j2gC1gE9joRl0dCaPyJ2jAQPItPv5gU2j+HfOP\nEDXxiWCupPjBPJIp/zqQDQqoWklUtbFeBJc8UtQRs5OxgxLyBlIhTSrynsy1mqTUI5WVv3V5Yu3w\nJ2V4FJBIcNM07a1L01GSpGEHtQ+RTR3aO8qgQRo23w17O+STfIj5mWdmRgBnhV9m/mtE24oAhgW0\noeii7qZHVobnFZAP5P+nYIJ7xBeI/hTwGZEJie479HyOnRslST/olrJ2HLumgm7tHy0Hj4cD3hA0\nkdHqVeG/mgNvI7oFlMDHmL/jPjVOJ/ikkpHQ87l+nPnHQtcbMbOU8b2fyvcVl1BMTPjKorJvR6sq\nl3Bdz4HuhBJ8kegmsAlcDS48DbxyecNt4Ag4AN5INAfexPw55leEgv+mKvj3GDHqwZM1ii+5XYfA\nbw4uyU1mABeINrtnrt8hDr6mQUbRhyTbZx/GDLJbIUWpR56MohygFwgGfWrdlT/l3QJ4tI93IqkE\nSVXa89jizsWgqhpGFU3X6Y5/++Hdaody82UJVBMCkZFzI9k2EzwtFzbCD3s7ereuXsVD1TmxoueY\nAAD8CvNriCQYXFlAW6lBrMIKxmF43oQI+taL9RX+B9EUeBL4w0Rjol/wXjSF0l0V/aNkVdAtZe1S\nlbW1f+QG9cN/Q5Qpq6efrpl63Qb+OdGrgfcAB93EdDoUpwN1194NGSIPmR+NA4CDdZYxOBVRydxT\n2XvVdhBF3CtV9vng+8pnk/zPp4nGwA1gRjQmytSROnWS0xC6jUMS7xbwQ0RHwJeZd4i2QsF/okRf\n+kDSgeILKgyVzM+X1tvofWZh+63AAWOVTtT1pJ4VroA7wJcf0gTKtzN/P9FMUaOMPMlW5b568qQe\nAWAQix+EFZ4T5lZjFiIAqJyt6wp8dVddPSiq18HPePrEE7gJIGS3fNgzPJYlX93ejuPmu0FvhxaP\nDNNQTbjzRgAvBj7I/J1ER8Cu0mJmq+6oU5eJV/mqXoXnnzn7Ua5fIloCF4m2iTaTZJIk4yT5QSIA\nP5PnFfOEaAS0/lEQZsSeIMmZDP2jPOgse9/9zVmWiYMDsMrbVsxF2G+XdTer/EXgF8PC1TjxIu2K\n04cmSf9/5Zlc6ZM+B1BsswqWXcr4w5/Pd8v4K3VcvCrgq4B3AJ8j2gN2kmQzSaZpOooD9WR2cahh\njplHzGlwcrUFfwH4W0SHzJAdBsBm90BGqwr+1PUtSuDz93CvOMgK8nDskQP0+2s1wQL4ysO+sc8D\nF4ECqFT1e3Ri8aNHAMWaatCt8AtO4/di7kme/HpSqdWfZNX0UAB3Hfv6ZuYfJmp02CfBjfRedDNR\nx1vhBr0dOvkzzIiW6+sQRgAPH59k/taQr5h1r6l+SPRQBBooMuXH/jvAIbAAfpzoDWf5E/5PogS4\nSLSbpttZluqps8x/dzaTxTXvPjrSikOoANmp/sOeY1IN7uU7ZX6LWuw+8Z6DyiJjTpkT9X1j3fhv\nAreBXwr1z0kg12iPsjBeggaNSzVwAPy/Ncf4c8x/j2g7riGLKnvmNgJYmRNY0wfrV+m4qtCPdoFo\nN0135JzDBoVWZeRc0jTTphk3Tepc4j0FGzx0b2W/WMNMRIfB4egV/NMBF8q3+537vE66pLQxkAZR\nyPm8cGa39H3MryXaDufckycNix89Y12t6ngXS30TKEOIMxmQCgYxnP653XpN7T02PXwduKia72Jv\nRyaLnoKn1Wu+q1fdOh4EN/KGi/NjPB8HAgDwBebrRBtBRDHpBgHxPvXCc8F/UKnwmP/dB36UaAG8\n6QwesN8mGgHbSXJhNNqUafgyA1m3w1QVyvJ7sgx1/Y75fF1AMwyQq0HQ/a6LF4/3qABR5UZ1Pa3r\n1DlyDt5rxVTveX4d8F5gvsrk9Y6UQxPZ8h7SEV8GvgUowgN8bOZEgb6+itPTcXHXIvjwZ3LgPwKb\nSXIxy7Zl3HRcXiiqqtjLWlVJVW3WNTUNe++9l6Wh9eBvfDXR08xD6zzuEkC8eBXwew92hfib50t+\ngPnVRDNgGYKAyZoaW89KuvUKpTL0KOTdkD29B1LhNUV1SfTdo/Dp3cx/m2gzuAj9WV7a0xoou3R3\nt/4Yuv3iQQS4RgAPELEyJ6FMtxF+Ub2pR4fP70lTqBlbK/O/Y5X//emH94v+DtFIrNJ4PJNNe9vb\n2No6XjIlk9FkHfZyiaL4fqCq67eW5V2D7noQdP/sjRuYzVrDF62eNLkUBYpiVFXtdQ+K7/i2W0AB\nPAHMuw7pdL3Gqbkfe/dh5teFsXqlehRH3baJE1T2eff7akesAH4SmCXJxdFoW855ZwdbW9jcPG74\nlKkD0vOZJACmgGuaOHZtEhTGG8AWsAvc6C5U4PPzqJ8OTzP/caLDUAqaqkwUrcrCV6vqH9o+HgIV\nsKM0ZnGY7rDzOb5nvSZqj2nG+5K9PgPcCNOZihOzWyu7r4tVPBRv3c1z9ftmj9Nl9SF5Oh4kTzPg\nk1k2TZJx3PkAIExar7wf3S3/+/MP6VFnYCNJ9kaj2cZGu2v74kXs7WFzE6NR2/0rww/u3Ilt92Pm\nH2BeOPcW53hNgOwG9/K/vvzl2N3F7i62to6HOEqb+3yO+Vys3oh5HIbcyhuOgUlYrb4FXAReSyRd\nSw/X5L2X+buINoPKvjdbe+WjqFNA1K06aPf/J4ANot0s25bVrxcv4uJFXLiA7e120JDMApNzDsmx\nhHnsfcWcOZeFyxNPYxPYOdV8hXON32J+GdGBKgWN1ujBsKrjvSd/kirIHyTaDprX6WCYbu+G86CP\nsicxePo+7+SnmF9FtAcU3ZL+MLs1dDuq7jjFXnBz+JBUWEYADxoyCw1Mgc+H/G8m+V+92tS51Lk0\n5H/TVfnfeBEl//uAn+0zRHtEszTdmU7bhdRXr+LqVVy8iO3tdv16nuPOHdy+HZu/ZB/FyLnM++9L\nkoX3C+Ad3Xs59I9+8RWvwBNP4PJlPPEEdnfbQVfCLjJpLi548b61esyyaCHavklwfreB7yI6i9LW\nh5hfRXQE7KySnNKaPlg3mPKmVbwLkQWn6e5kgq0tPPFEu/T10iXs7rYbQ2Uk/e3b7TQY5+Ql5yx1\niFQORNHADNhYv1r5ccVXmGdq7FW01/Hkk27D48oCuO6qeYZ5m2hXccDKuh2fOEZFrP+nT/VDfIr5\njxFtA/NBs8twBl980Pya3g6pbcxXqd2MAL45+BLQSAYgy3Ykz97L/8Ztrmvyv7pvoABuhPzvg3yq\nDWCcJFvjMTY3sbeHK1fw5JN48klcvtwSgAz/iePRZflXWaKus6ZJvU+ZE6KE+buBI+BtXdV5vJe/\n9C3fgosXcf06btzAlSu4cKFd5yTsImQQW97rOhWr530SRlGmXcMnOdPXEb33DK74p5i/VeUZJquG\n4egIIFFzrWlQY1wCbwNGSbI1GiWzGXZ3cflye87XrmF3tx2yLcun4jmH1WNJmoo3kISOwkQtF5Pg\n0q3frPm4Yhn8qolqhx4rth52vEOZ6S8MzuqIGcBESap0YDFSTQ9JNxyMdfXF/ZfWO6U45pcFXe/m\nGgGhG/TfrUxDic/x6XN4Hx5bAqglzz4a7UynbZ59exuzGSaT1vbFDdfL5cr8by8NsjfI/94vPk20\nRzRK05msfb9wAZcv48YNPPUUrl7F9na7jejgoHXVJVGzWEjgIkNOqTtw/HuAO8B/697L9129it1d\nXLqE69fx1FO4caMlAO8xn2Nj43jQpgxZE8OXJNIIEw2fpgHpba7P7Pf6AvM1ov0Tx+o1YUrlup4D\nsf7/Xp7kNJ2Nx5jNsLeHS5dw7RqeegrXrmFvr91CJZkf2XgsA6hlGoyccxhOQGqZWlz3OgY28VJE\nDK83QupmPJh5RaogVK6XgQlKZiLaBzaCGy4/fdMlgJ5XXgBffBjW9ivMm0Q7g0CElILLh8+Qrr91\nR8Bvn09v4PEkgM8T7RDtZFmbaRnmf+WxPzxs90cSdfK/3mdBGq9pYPfB8r8jICGaZhmEAOSDXbqE\nK1dw5Qq2t0GEPD/OTog0SClEKW4xDc6vvP4ycAv4feCrwPt3dzGbtW9+5UobBFy4gMkETdNuPioK\nHB21dChpMRnHGNevB8MXbZ/QwPQsf7UXmKk7WjVTbv6wDWr4HN4EnmH+DFFKNEnTTAhgexsXLrTZ\nsCtXsLuLLENRHG8cm07biXtp2j/ncBTxwBO1az7WRV6yNJB1M/gxKdQAz9/zyfQkVdNuYKFDCumk\n++pDPfMFM4B0VSCSDaS9PfdfGO5z5/kOPIYE8AmiJ4BJmu5MJtjebvO/V6/i8uV+/jeuj5dkSMj/\nZkBKFPO/WaCBDWB22vzvh4guAZQkozTFaASJS7a22tBkexubm/I0HBt9kaur7dWt5oyIQ6GClW3K\ngHdPJuP45ru72Ntrme/ChXa1pPdYLDrUEhfQB2rpfTe94m4E/FWi/35mNz5allGoNw4lp72eAx+S\nDNJe+16iawAlSSbnPJlgNmuPWiRA0hIBtEY/tl+oQ5DlzNwd8ahPI057fSnjoSug9BuOpQsydDwc\nnrGRdcxEdBQmysRbN1p/62rgf51/+n8M7/CW5NlHo0zkH5cuHadZ9vba/O9i0Vb/VuV/E0m1q/xv\npiqiDfAXiH79Pn/7TNxJojRNkWWQinSsS4vp8T5WZdsXs6wcQVDo++5LG6kEyJKk3SAfZe+6yUB2\nXkdjF/yu44QmkZdR7+FtIx+Q8nxfNAdzvCrPEB0xOZAceFb9FrL+l4nSJIEcdXzFb+19LPnCueFp\nx1Y7fc6aBuRKTGA4K1Qvum1dKXQeDXo7ZH7JVx6XyO9xI4CPEV0CsiSZjUaQAqDkf598EtevH+d/\nDw87+d/pNLrDkgBGyP+upIGt+/9g4jhQdOel4SvuwCuK1jBJ0n+5RFG0C9DFSDE3oTStbZNTFioB\nSIy72D4ldkJdt2WPQHXH7xwMn0y/kgL4kGZYFUJffAczI4qxuXDV/ponMIm7OPQ5C82L/lX+x1hf\nyXMUhaz8ltOQ0WaRA/TLBx1IvA8Gi2yMAB4hTIGEaJymI8n/7uzgwgVcutTJ/5YlkgRF0WaB1iVD\nwsI/6jaUiet3v5rIWFBykueRHlTZ8SvVyMmkJYD9/XYTqdBAsE2V93WY4dOowZPxlejsjRh9MXlH\nR2Buv7K883zee3On3nZo9VywrWL4Xvzcd3PvCWXAEUmLX+ec5/O2r6Io2hzg/n67WnmxaOlWnXOt\n5sD0DkS7BS81LZDBCOCRhszzG8X8r7SASqp9cxObm22+RSQfMf+rHPOY/+0tFIw0kN1/JuRniP5A\nbCmMW65k8a98JNn85RyWSxwc4OZN7O+3HFCWqOtG5pJHw7TqRdKMI+8v24NF5y4OLxHKEnfu4NYt\nHBwcv3lVwbnKubpLLfrlFAUmL2IQcJpkbhwuFB3/qPfPMlQVplMwt1x461aHA6rKN03pfRWGADdq\nXYw+53gaYzMhBiOARwS/SnQJQJIkkgqPqfbo3Yt91ClgnfyV2ZCDBIhOg0BpAe/Ph5WuAubSOa5r\nEt9/fx9ZhqbB0RFGI3jfWquec1rXedMUceuemlET90MJRdXel85NZJLE4SFu3UKaoqpa6WdZtn/p\nrVu4cwfzOfI8Wr0yDAeN/m+9xuolj/AdaMJg0dL7oq6nRYH5HAcHbZOdyD1lCbj877dvt0dRFKgq\nWWvenkMYQjA8aqjTMBiMAB4V9391/lfy7EHv3yYEhvnfOGp/kPaN2fbT5X/FlGRhB96iqrbE0Mvs\nh6I41iOJYZK8UCCAvKpyWUoXbHSlplNVagBc6X3eNBNx/w8OkGXHVk+0/xIWHBzg4CASgCwWLgO7\nVGoAS7SAGvQI34H2QJgL5xZCAEdHx2d75w7G43behpQB1DkXdX18zmEE/PCcycyGwQjgEcRx/heq\n+NnL/woBiAXU+d+6RtMc59nDzP1eWpwUB/wloo/cW/5XdtVmQMGce39U1+Plsp1KJEZ5OkWatjXh\nOJ5ssUCe52U5b5qlLMINO4niK9pr+fq594u63iiKyXx+bPVk8AOApkFRtIOGpBKQ57JmPb55XHxR\nqak75whlmCe69H5a15Oi2JrP29FveY7pFFl2fBRyzssllsuyKBaycT6sfi3V0KFS7bzkwT8NBiOA\ns8zt/Oq9eV3vxwH4AM2zOAKOgGeBz/YtsWAP2AP+yN3fUhoUrzzYB/uj72//ZQm/RPlsOzbqhdOd\nBgHStDL8VC+gfqFdOP/7DxJI7QA7D+UXedFx8f0ScvHXUX+9nRfwjVO/m/z6l87nURi+6XjlKzeM\nAB4Ub37zRbtJBoOaXxS9AAAGt0lEQVTB8JIjgNe//m/Yj2QwGM4tDoBrRgCnwSte8Spg326QwWA4\nz3h0jdgjRwBf+xqef/5/X79++/btbyyXtd0dg8Fw3pHnzXPP8fPPo2kerQ9Gj2Df81veQlevUp7z\no3ZYBoPBcApUFb70Jezv4+1vf7Ts7aNIAK98JX37t7cNrQaDwfAYEMBkgoMDfOxjRgBnhn9GdB3Y\nALaBbaJNolmSbKTpJEnGaZolSUpEAMvgM+9r72UhcOV9ySyvImwbXwILYA4su6vYZUfYEfAr9390\nPxDGjm+rFdvrtlG77tr3Un0wF/5kbyXpy4CZ2nDUjjMk0nvbOUw6G67YzVe9f9yKVwJ3gA+dhwvz\nvUSywHandxTd1WnxN+0dhdyBpeqA0+csa2feayOADOcfj1Uj2JuYf5SonWPM7IHG+4p5kiQj51Ki\nlgAAz+yl4cv7OvbWMuuHX0zhUk1d1iuCi1N9wueAS0Ae7Ol0sP6QumSj11JGAnDKKmkDXQD7QBGM\nVNzfnTH3Np16xS71gADcGquXnxPrD+Bnmb+baBaObiNM900HS197R1EqAmjWnLPQv8FgBPDIYT8M\n7AbgmGvmimjMPCJKgYTa4fcy8l4GP8iInlp1e+YqAmi6liL62h88lSl8H/NfIdoGKqAI2ydGap+q\n9kx7EYBYJf23xk9Vh53UAHbCt5gFq9cbaO4HO9Z1eMFdq+cVuxycq5vwLHAJWAKFCgKy7ubxEwjA\nd5fQsiLCOfAxc/8NjwXo8Rt+/cNEkgXaCmmWMZARZSvTLLIBODz8VbCDecgAsDKFMf9zCDzIPOQ/\nT7QJbAFbIQjIBjvQVxKA3kmkMxiSlJC5xK9Rb76xKvWh37zpWj3qbpbXyaU58NHzdlX+NNFuyIkd\nx0NrjkITALqrX/WvvwQ+YtbfYATwyGKY/9VplkQ9+SszIZEA6oEjHE3Aex740P4kUfyEvewEVMIh\n5qZddyE1ukmJvGudv1O9+VRtNdIppl4EUA8WXsf3F3b56Pm8J99GtKW4drzmKOI5N4PVr70w6NfN\n+huMAB5xSP53O3jBk7ulWZpBobUZZEKakPq/85Cs4R8KZnqjS1FDJ10vpKaBVcqBTw4+z7eFN58N\nygy9jLbw3Eqr14T3//h5viRPBg7Y7Cbc0I2i6m4lpkeEYv0/YdbfYATw6OPVRJeAKbCrs0BrUuFD\nAnBrMiEVsAA+/PBObFeZae2cRruThcmjcfR8z29dAr+55vPc6BJMpiKMaPWgAiPqcp4Lhd/feAw2\nXxPtqZSgrgR4te0yUS4Cda1/vv6cDQYjgEcOf4ZoJ+R/Z2GxeLo+Fa5HH9Mq91+swIcf9nEREQXb\nFDlgpHag99xSbZ3vapJSok11AmnYqcvqzdOB++/D+x8BX3yMrgcRjYAtFRGOVH4s7UZa+pw/Z6bf\nYARw7jDM/45WlQEateyJBg4gq+TP2W1/FRqYqc85WkUAkY0WwO/e84cRw7cR3nwc2CVb5f6L9S+A\nLzymF4OIJqEyNF5FAPEcGmAOfNWsv8EI4JxC8r/b3VqrzgLFVHgyMIVQIULxYuXBiWiq5JtZl7Fq\n4NnTfoxo+DQH9NjFAeX9UMu5poFUSbB0ZdgDNfC82X2DEcBjgBHRbqgBxnKozgL18r+96l8D5MBn\nH69MyLgbD3ngptk7g8EI4DH2+MYq/5t2veBe/hdKY3MI/F8zjgaD4XFE9hL5nsJzOv9brykAxrz/\nEnjGTL/BYLAI4DGLBrLBgLCYZ2+Ar5ndNxgMRgAGg8FgeFyR2BEYDAaDEYDBYDAYjAAMBoPBYARg\nMBgMBiMAg8FgMBgBGAwGg8EIwGAwGAxGAAaDwWAwAjAYDAaDEYDBYDAYjAAMBoPBYARgMBgMBiMA\ng8FgMBgBGAwGg8EIwGAwGAxGAAaDwWAwAjAYDAaDEYDBYDAYjAAMBoPBYARgMBgMBiMAg8FgMBgB\nGAwGg8EIwGAwGAxGAAaDwWAEYDAYDAYjAIPBYDAYARgMBoPBCMBgMBgMRgAGg8FgMAIwGAwGgxGA\nwWAwGIwADAaDwWAEYDAYDAYjAIPBYDAYARgMBoPBCMBgMBgMRgAGg8FgMAIwGAwGgxGAwWAwGIwA\nDAaDwWAEYDAYDAYjAIPBYDAYARgMBoPBCMBgMBgMRgAGg8FgMAIwGAwGgxGAwWAwGAEYDAaDwQjA\nYDAYDEYABoPBYDACMBgMBoMRgMFgMBiMAAwGg8FgBGAwGAwGIwCDwWAwGAEYDAaDwQjAYDAYDEYA\nBoPBYDACMBgMBoMRgMFgMBiMAAwGg8Hw4uD/A0206b90iCoBAAAAAElFTkSuQmCC\n", - "text/plain": [ - "" - ] - }, - "execution_count": 14, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "L.image(zoom=1.6)" ] @@ -226,10 +180,8 @@ }, { "cell_type": "code", - "execution_count": 15, - "metadata": { - "collapsed": true - }, + "execution_count": null, + "metadata": {}, "outputs": [], "source": [ "estart = L.eval(\"pe\")\n", @@ -238,10 +190,8 @@ }, { "cell_type": "code", - "execution_count": 16, - "metadata": { - "collapsed": true - }, + "execution_count": null, + "metadata": {}, "outputs": [], "source": [ "naccept = 0" @@ -249,10 +199,8 @@ }, { "cell_type": "code", - "execution_count": 17, - "metadata": { - "collapsed": true - }, + "execution_count": null, + "metadata": {}, "outputs": [], "source": [ "energies = [estart]" @@ -260,10 +208,8 @@ }, { "cell_type": "code", - "execution_count": 18, - "metadata": { - "collapsed": true - }, + "execution_count": null, + "metadata": {}, "outputs": [], "source": [ "niterations = 3000\n", @@ -273,7 +219,7 @@ }, { "cell_type": "code", - "execution_count": 19, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -307,809 +253,9 @@ }, { "cell_type": "code", - "execution_count": 20, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "application/javascript": [ - "/* Put everything inside the global mpl namespace */\n", - "window.mpl = {};\n", - "\n", - "\n", - "mpl.get_websocket_type = function() {\n", - " if (typeof(WebSocket) !== 'undefined') {\n", - " return WebSocket;\n", - " } else if (typeof(MozWebSocket) !== 'undefined') {\n", - " return MozWebSocket;\n", - " } else {\n", - " alert('Your browser does not have WebSocket support.' +\n", - " 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n", - " 'Firefox 4 and 5 are also supported but you ' +\n", - " 'have to enable WebSockets in about:config.');\n", - " };\n", - "}\n", - "\n", - "mpl.figure = function(figure_id, websocket, ondownload, parent_element) {\n", - " this.id = figure_id;\n", - "\n", - " this.ws = websocket;\n", - "\n", - " this.supports_binary = (this.ws.binaryType != undefined);\n", - "\n", - " if (!this.supports_binary) {\n", - " var warnings = document.getElementById(\"mpl-warnings\");\n", - " if (warnings) {\n", - " warnings.style.display = 'block';\n", - " warnings.textContent = (\n", - " \"This browser does not support binary websocket messages. \" +\n", - " \"Performance may be slow.\");\n", - " }\n", - " }\n", - "\n", - " this.imageObj = new Image();\n", - "\n", - " this.context = undefined;\n", - " this.message = undefined;\n", - " this.canvas = undefined;\n", - " this.rubberband_canvas = undefined;\n", - " this.rubberband_context = undefined;\n", - " this.format_dropdown = undefined;\n", - "\n", - " this.image_mode = 'full';\n", - "\n", - " this.root = $('
');\n", - " this._root_extra_style(this.root)\n", - " this.root.attr('style', 'display: inline-block');\n", - "\n", - " $(parent_element).append(this.root);\n", - "\n", - " this._init_header(this);\n", - " this._init_canvas(this);\n", - " this._init_toolbar(this);\n", - "\n", - " var fig = this;\n", - "\n", - " this.waiting = false;\n", - "\n", - " this.ws.onopen = function () {\n", - " fig.send_message(\"supports_binary\", {value: fig.supports_binary});\n", - " fig.send_message(\"send_image_mode\", {});\n", - " if (mpl.ratio != 1) {\n", - " fig.send_message(\"set_dpi_ratio\", {'dpi_ratio': mpl.ratio});\n", - " }\n", - " fig.send_message(\"refresh\", {});\n", - " }\n", - "\n", - " this.imageObj.onload = function() {\n", - " if (fig.image_mode == 'full') {\n", - " // Full images could contain transparency (where diff images\n", - " // almost always do), so we need to clear the canvas so that\n", - " // there is no ghosting.\n", - " fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n", - " }\n", - " fig.context.drawImage(fig.imageObj, 0, 0);\n", - " };\n", - "\n", - " this.imageObj.onunload = function() {\n", - " this.ws.close();\n", - " }\n", - "\n", - " this.ws.onmessage = this._make_on_message_function(this);\n", - "\n", - " this.ondownload = ondownload;\n", - "}\n", - "\n", - "mpl.figure.prototype._init_header = function() {\n", - " var titlebar = $(\n", - " '
');\n", - " var titletext = $(\n", - " '
');\n", - " titlebar.append(titletext)\n", - " this.root.append(titlebar);\n", - " this.header = titletext[0];\n", - "}\n", - "\n", - "\n", - "\n", - "mpl.figure.prototype._canvas_extra_style = function(canvas_div) {\n", - "\n", - "}\n", - "\n", - "\n", - "mpl.figure.prototype._root_extra_style = function(canvas_div) {\n", - "\n", - "}\n", - "\n", - "mpl.figure.prototype._init_canvas = function() {\n", - " var fig = this;\n", - "\n", - " var canvas_div = $('
');\n", - "\n", - " canvas_div.attr('style', 'position: relative; clear: both; outline: 0');\n", - "\n", - " function canvas_keyboard_event(event) {\n", - " return fig.key_event(event, event['data']);\n", - " }\n", - "\n", - " canvas_div.keydown('key_press', canvas_keyboard_event);\n", - " canvas_div.keyup('key_release', canvas_keyboard_event);\n", - " this.canvas_div = canvas_div\n", - " this._canvas_extra_style(canvas_div)\n", - " this.root.append(canvas_div);\n", - "\n", - " var canvas = $('');\n", - " canvas.addClass('mpl-canvas');\n", - " canvas.attr('style', \"left: 0; top: 0; z-index: 0; outline: 0\")\n", - "\n", - " this.canvas = canvas[0];\n", - " this.context = canvas[0].getContext(\"2d\");\n", - "\n", - " var backingStore = this.context.backingStorePixelRatio ||\n", - "\tthis.context.webkitBackingStorePixelRatio ||\n", - "\tthis.context.mozBackingStorePixelRatio ||\n", - "\tthis.context.msBackingStorePixelRatio ||\n", - "\tthis.context.oBackingStorePixelRatio ||\n", - "\tthis.context.backingStorePixelRatio || 1;\n", - "\n", - " mpl.ratio = (window.devicePixelRatio || 1) / backingStore;\n", - "\n", - " var rubberband = $('');\n", - " rubberband.attr('style', \"position: absolute; left: 0; top: 0; z-index: 1;\")\n", - "\n", - " var pass_mouse_events = true;\n", - "\n", - " canvas_div.resizable({\n", - " start: function(event, ui) {\n", - " pass_mouse_events = false;\n", - " },\n", - " resize: function(event, ui) {\n", - " fig.request_resize(ui.size.width, ui.size.height);\n", - " },\n", - " stop: function(event, ui) {\n", - " pass_mouse_events = true;\n", - " fig.request_resize(ui.size.width, ui.size.height);\n", - " },\n", - " });\n", - "\n", - " function mouse_event_fn(event) {\n", - " if (pass_mouse_events)\n", - " return fig.mouse_event(event, event['data']);\n", - " }\n", - "\n", - " rubberband.mousedown('button_press', mouse_event_fn);\n", - " rubberband.mouseup('button_release', mouse_event_fn);\n", - " // Throttle sequential mouse events to 1 every 20ms.\n", - " rubberband.mousemove('motion_notify', mouse_event_fn);\n", - "\n", - " rubberband.mouseenter('figure_enter', mouse_event_fn);\n", - " rubberband.mouseleave('figure_leave', mouse_event_fn);\n", - "\n", - " canvas_div.on(\"wheel\", function (event) {\n", - " event = event.originalEvent;\n", - " event['data'] = 'scroll'\n", - " if (event.deltaY < 0) {\n", - " event.step = 1;\n", - " } else {\n", - " event.step = -1;\n", - " }\n", - " mouse_event_fn(event);\n", - " });\n", - "\n", - " canvas_div.append(canvas);\n", - " canvas_div.append(rubberband);\n", - "\n", - " this.rubberband = rubberband;\n", - " this.rubberband_canvas = rubberband[0];\n", - " this.rubberband_context = rubberband[0].getContext(\"2d\");\n", - " this.rubberband_context.strokeStyle = \"#000000\";\n", - "\n", - " this._resize_canvas = function(width, height) {\n", - " // Keep the size of the canvas, canvas container, and rubber band\n", - " // canvas in synch.\n", - " canvas_div.css('width', width)\n", - " canvas_div.css('height', height)\n", - "\n", - " canvas.attr('width', width * mpl.ratio);\n", - " canvas.attr('height', height * mpl.ratio);\n", - " canvas.attr('style', 'width: ' + width + 'px; height: ' + height + 'px;');\n", - "\n", - " rubberband.attr('width', width);\n", - " rubberband.attr('height', height);\n", - " }\n", - "\n", - " // Set the figure to an initial 600x600px, this will subsequently be updated\n", - " // upon first draw.\n", - " this._resize_canvas(600, 600);\n", - "\n", - " // Disable right mouse context menu.\n", - " $(this.rubberband_canvas).bind(\"contextmenu\",function(e){\n", - " return false;\n", - " });\n", - "\n", - " function set_focus () {\n", - " canvas.focus();\n", - " canvas_div.focus();\n", - " }\n", - "\n", - " window.setTimeout(set_focus, 100);\n", - "}\n", - "\n", - "mpl.figure.prototype._init_toolbar = function() {\n", - " var fig = this;\n", - "\n", - " var nav_element = $('
')\n", - " nav_element.attr('style', 'width: 100%');\n", - " this.root.append(nav_element);\n", - "\n", - " // Define a callback function for later on.\n", - " function toolbar_event(event) {\n", - " return fig.toolbar_button_onclick(event['data']);\n", - " }\n", - " function toolbar_mouse_event(event) {\n", - " return fig.toolbar_button_onmouseover(event['data']);\n", - " }\n", - "\n", - " for(var toolbar_ind in mpl.toolbar_items) {\n", - " var name = mpl.toolbar_items[toolbar_ind][0];\n", - " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n", - " var image = mpl.toolbar_items[toolbar_ind][2];\n", - " var method_name = mpl.toolbar_items[toolbar_ind][3];\n", - "\n", - " if (!name) {\n", - " // put a spacer in here.\n", - " continue;\n", - " }\n", - " var button = $('