From d5006a732474ea924728086a4f73f2bcc69656d6 Mon Sep 17 00:00:00 2001 From: Ian Bolliger Date: Tue, 21 Mar 2023 13:11:15 -0700 Subject: [PATCH] manuscript revisions --- HISTORY.rst | 8 + README.md | 51 +- environment/environment.yml | 36 + notebooks/README.md | 25 +- notebooks/collapse-sliiders-econ-to-seg.ipynb | 168 - notebooks/create-slr-quantile.ipynb | 103 - notebooks/create-surge-lookup-tables.ipynb | 566 -- notebooks/data-acquisition.ipynb | 642 ++ .../collapse-sliiders-to-seg.ipynb | 68 + .../create-diaz-pyCIAM-inputs.ipynb | 53 +- .../slr/AR5/1-convert-mat-version.ipynb | 213 + .../slr/AR5/2-generate-projected-lsl.ipynb | 1441 +++++ .../slr/AR5/3-retrieve-num-gcms.ipynb | 291 + .../slr/AR5/4-process-localizesl-output.ipynb | 871 +++ .../slr/AR5/5-create-slr-quantile.ipynb | 79 + notebooks/data-processing/slr/AR5/README.md | 10 + notebooks/data-processing/slr/AR6.ipynb | 202 + notebooks/data-processing/slr/sweet.ipynb | 327 + notebooks/download-data.ipynb | 227 - notebooks/fit-movefactor.ipynb | 1938 ------ .../models/create-surge-lookup-tables.ipynb | 288 + notebooks/models/fit-movefactor.ipynb | 1707 ++++++ notebooks/models/run-pyCIAM-diaz2016.ipynb | 429 ++ .../models/run-pyCIAM-slrquantiles.ipynb | 171 + notebooks/nb_logs/data-acquisition.ipynb | 845 +++ .../nb_logs/data-processing/slr/AR6.ipynb | 253 + .../models/run-pyCIAM-slrquantiles.ipynb | 707 +++ .../pyCIAM-results-figures.ipynb | 5136 ++++++++++++++++ notebooks/post-processing/zenodo-upload.ipynb | 469 ++ notebooks/pyCIAM-results-figures.ipynb | 5437 ----------------- notebooks/run-pyCIAM-diaz2016.ipynb | 548 -- notebooks/run-pyCIAM-slrquantiles.ipynb | 571 -- notebooks/run_example.sh | 39 + notebooks/run_full_replication.sh | 82 + notebooks/shared.py | 304 +- params.json | 23 +- params_diaz.json | 12 +- pyCIAM/__init__.py | 7 +- pyCIAM/_utils.py | 112 - pyCIAM/constants.py | 2 +- pyCIAM/io.py | 301 +- pyCIAM/run.py | 966 ++- pyCIAM/surge/_calc.py | 18 +- pyCIAM/surge/damage_funcs.py | 2 +- pyCIAM/surge/lookup.py | 228 +- pyCIAM/utils.py | 315 + 46 files changed, 16216 insertions(+), 10075 deletions(-) create mode 100644 environment/environment.yml delete mode 100644 notebooks/collapse-sliiders-econ-to-seg.ipynb delete mode 100644 notebooks/create-slr-quantile.ipynb delete mode 100644 notebooks/create-surge-lookup-tables.ipynb create mode 100644 notebooks/data-acquisition.ipynb create mode 100644 notebooks/data-processing/collapse-sliiders-to-seg.ipynb rename notebooks/{ => data-processing}/create-diaz-pyCIAM-inputs.ipynb (92%) create mode 100644 notebooks/data-processing/slr/AR5/1-convert-mat-version.ipynb create mode 100644 notebooks/data-processing/slr/AR5/2-generate-projected-lsl.ipynb create mode 100644 notebooks/data-processing/slr/AR5/3-retrieve-num-gcms.ipynb create mode 100644 notebooks/data-processing/slr/AR5/4-process-localizesl-output.ipynb create mode 100644 notebooks/data-processing/slr/AR5/5-create-slr-quantile.ipynb create mode 100644 notebooks/data-processing/slr/AR5/README.md create mode 100644 notebooks/data-processing/slr/AR6.ipynb create mode 100644 notebooks/data-processing/slr/sweet.ipynb delete mode 100644 notebooks/download-data.ipynb delete mode 100644 notebooks/fit-movefactor.ipynb create mode 100644 notebooks/models/create-surge-lookup-tables.ipynb create mode 100644 notebooks/models/fit-movefactor.ipynb create mode 100644 notebooks/models/run-pyCIAM-diaz2016.ipynb create mode 100644 notebooks/models/run-pyCIAM-slrquantiles.ipynb create mode 100644 notebooks/nb_logs/data-acquisition.ipynb create mode 100644 notebooks/nb_logs/data-processing/slr/AR6.ipynb create mode 100644 notebooks/nb_logs/models/run-pyCIAM-slrquantiles.ipynb create mode 100644 notebooks/post-processing/pyCIAM-results-figures.ipynb create mode 100644 notebooks/post-processing/zenodo-upload.ipynb delete mode 100644 notebooks/pyCIAM-results-figures.ipynb delete mode 100644 notebooks/run-pyCIAM-diaz2016.ipynb delete mode 100644 notebooks/run-pyCIAM-slrquantiles.ipynb create mode 100644 notebooks/run_example.sh create mode 100644 notebooks/run_full_replication.sh delete mode 100644 pyCIAM/_utils.py create mode 100644 pyCIAM/utils.py diff --git a/HISTORY.rst b/HISTORY.rst index 6959cf9..53abec2 100644 --- a/HISTORY.rst +++ b/HISTORY.rst @@ -5,6 +5,14 @@ Unreleased ------ * Use general Zenodo DOI numbers referencing latest version of each deposit +v1.1.0 +------ +* Addition of AR6 and Sweet scenarios +* Addition of `execute_pyciam` wrapper function +* Updates to SLIIDERS inputs based on reviewer comments +* General repo hygiene +* Additional/updated figures/tables/results in `post-processing/pyCIAM-results-figures.ipynb` + v1.0.2 ------ * Add HISTORY.rst diff --git a/README.md b/README.md index 3c5487b..235e230 100644 --- a/README.md +++ b/README.md @@ -1,16 +1,16 @@ # pyCIAM -pyCIAM is a Python port, including numerous model updates, of the [Coastal Impacts and Adaptation Model](https://github.com/delavane/CIAM), as described in [Diaz 2016](https://link.springer.com/article/10.1007/s10584-016-1675-4#Sec13). This code accompanies Depsky et al. 2022 (in prep.). See the manuscript for further details on model functionality and structure. +pyCIAM is a Python port, including numerous model updates, of the [Coastal Impacts and Adaptation Model](https://github.com/delavane/CIAM), as described in [Diaz 2016](https://link.springer.com/article/10.1007/s10584-016-1675-4#Sec13). This code accompanies Depsky et al. 2023. See the manuscript for further details on model functionality and structure. -`pyCIAM`, like `CIAM`, is a tool to estimate global economic impacts of sea level rise at fine resolution, accounting for adaptation and spatial variability and uncertainty in sea level rise. This model requires a number of socioeconomic and sea level rise inputs, organized by coastal "segment" and elevation. In Depsky et al. 2022, we develop the [SLIIDERS](https://doi.org/10.5281/zenodo.6449230) datasets to serve this purpose; however, users may wish to alter and/or replace these datasets for their own purposes, especially if newer input data (used to generate `SLIIDERS`) becomes available. +`pyCIAM`, like `CIAM`, is a tool to estimate global economic impacts of sea level rise at fine resolution, accounting for adaptation and spatial variability and uncertainty in sea level rise. This model requires a number of socioeconomic and sea level rise inputs, organized by coastal "segment" and elevation. In Depsky et al. 2023, we develop the [SLIIDERS](https://doi.org/10.5281/zenodo.6449230) dataset to serve this purpose; however, users may wish to alter and/or replace this dataset for their own purposes, especially if newer input data (used to generate `SLIIDERS`) becomes available. -Model outputs consistent with Depsky et al. 2022 are available on Zenodo, with DOI [10.5281/zenodo.6014085](https://doi.org/10.5281/zenodo.6014085) +Model outputs consistent with Depsky et al. 2023 are available on Zenodo, with DOI [10.5281/zenodo.6014085](https://doi.org/10.5281/zenodo.6014085) -At present, this repository contains both the `pyCIAM` package, along with a Jupyter Notebook-based workflow used to create the outputs of Depsky et al. 2022. In the near future, we will likely extract the workflow into its own repository to isolate the more broadly useful package within this one. +At present, this repository contains both the `pyCIAM` package, along with a Jupyter Notebook-based workflow used to create the outputs of Depsky et al. 2023. In the future, we will migrate the notebook workflow into its own repository to isolate the more broadly useful package within this one. ## Status -This code was developed for Depsky et al. 2022, but our intention is for broader use. If and when that broader usage develops, the package will continue to become more formalized and well-tested. In the meantime, please pardon the dust as we continue to finalize the package and develop a comprehensive testing suite. Don't hesitate to reach out by filing an issue if you have any questions about usage. +This code was developed for Depsky et al. 2023, but our intention is for broader use. If and when that broader usage develops, the package will continue to become more formalized and well-tested. In the meantime, please pardon the dust as we continue to finalize the package and develop a comprehensive testing suite. Don't hesitate to reach out by filing an issue if you have any questions about usage. ## Installation @@ -24,31 +24,52 @@ Note that currently, package dependencies have not been thoroughly described and To run the model, you will need to define parameters, which are located in [params.json](./params.json). This file will need to be either user-generated from scratch or obtained from this repository via cloning or downloading that individual file. -If you wish to use the notebook-based workflow used in Depsky et al. 2022, either to replicate these results or as a template for separate analyses, you should clone this repository. We are working on developing interactive documentation that will also contain these notebooks. +If you wish to use the notebook-based workflow used in Depsky et al. 2023, either to replicate these results or as a template for separate analyses, you should clone this repository. We are working on developing interactive documentation that will also contain these notebooks. + +The requisite packages for executing the full Depsky et al. 2023 workflow are identified in [environment.yml](environment/environment.yml) which can be used to build a conda/mamba environment via + +```bash +mamba env create -f /path/to/environment.yml +``` + +## Quickstart + +To run an example set of segments through pyCIAM, execute the following steps: + +1. Define a correct set of filepaths in [shared.py](./notebooks/shared.py). All filepaths should be defined as :py:class:`pathlib.Path`-like objects. Because there are many files that are written to or read from in replicating the full Depsky et al. 2023 analysis, the filepaths that are needed explicitly to run the [example script](./notebooks/run_example.sh) are indicated with a `# NEEDED FOR EXAMPLE` comment. + +2. Define a `start_dask_cluster` function in [shared.py](./notebooks/shared.py). All notebooks in this repo will use this function to instantiate a dask cluster for executing the model. The type of cluster needed for your use case will depend on your computing environment. The default function simply instantiates a default :py:class:`distributed.LocalCluster` object. + +3. Execute [run_example.sh](./notebooks/run_example.sh). ## Usage -To recreate the analysis of Depsky et al. 2022, you may follow the workflow contained within [notebooks](./notebooks). See the [README](./notebooks/README.md) file within that directory for more details on notebook execution. +To recreate the analysis of Depsky et al. 2023, you will need more inputs and to run the model on a wider range of scenarios and locations. You should ensure all of the paths in [shared.py](.notebooks/shared.py) are valid and then you will want to execute [run_full_replication.sh](./notebooks/run_full_replication.sh). Note that this may require some tuning of parallelization parameters (such as chunk size) within individual notebooks depending on the size of your resources. For reference, in development, these workflows were executed on a Dask cluster with ~6.5 GB memory per worker. -For users wishing to use `pyCIAM` in other contexts, we still recommend starting with that workflow as a template. A full description of the model is available in Depsky et al. 2022. +For users wishing to use `pyCIAM` in other contexts, we recommend starting with [the example shell script](./notebooks/run_example.sh) as a template. A full description of the model is available in Depsky et al. 2023, and a description of the workflow contained in each notebook is provided in [notebooks/README.md](./notebooks/README.md). ### API pyCIAM contains only a handful of public functions that a user will want to employ when executing the model. All are available as top-level imports from pyCIAM. +* `execute_pyciam`: This is the end-to-end function that represents the most likely entrypoint for users. All other public functions are called by this one. * `create_surge_lookup`: Creates a lookup table that can be leveraged to build a 2D linear spline function for calculating damages from extreme sea levels. This can drastically reduce computational expense required for simulation on large ensembles of sea level rise trajectories. * `load_ciam_inputs`: An I/O function to load SLIIDERS-like input data, storm surge damage lookup table (if specified), model parameters, and process/format these data for inclusion in pyCIAM. -* `load_diaz_inputs`: A similar function to load a preprocessed SLIIDERS-like input dataset that is generated from the same input data used in Diaz 2016. This is used to generate comparisons to the Diaz 2016 results within Depsky et al. 2022. +* `load_diaz_inputs`: A similar function to load a preprocessed SLIIDERS-like input dataset that is generated from the same input data used in Diaz 2016. This is used to generate comparisons to the Diaz 2016 results within Depsky et al. 2023. * `calc_costs`: This is the main computation engine in pyCIAM. It computes costs for all cost types, regions, years, socioeconomic and SLR trajectories, and adaptation case. It does *not* compute the optimal adaptation case, which must be computed afterward, for reasons described below. * `select_optimal_case`: This function calculates the optimal adaptation choice for a given region and returns the associated costs and NPV. ### Step-by-step Instructions -Running pyCIAM takes several stages, outlined below. One additional capability that pyCIAM provides over the original CIAM implementation of Diaz 2016 is the option of specifying administrative regions that intersect with the decision-making coastal segments. This allows for aggregating outputs to arbitrary regions, but increases the complexity of model execution because least-cost adaptation cases must be chosen at the segment level, while results must be aggregated across different regions. The steps described below assume this configuration, matching the analysis in Depsky et al. 2022, which projects costs by "Admin 1" region. Several steps may be simplified if you do not need to aggregate to separate geographies than those defined by the decision-making coastal segments. Im particular, [cost calculation](#calculation-of-costs-for-each-adaptation-case) and [optimal case selection](#calculation-of-costs-for-each-adaptation-case) may not need to be separated. In Diaz 2016, for example, the `region` dimension did not exist. Thus [run-pyCIAM-diaz2016.ipynb](./notebooks/run-pyCIAM-diaz2016.ipynb) provides an example for executing pyCIAM without needing to separate cost calculation and optimal case selection +The below sections describe the high-level stages of the pyCIAM model. With the exception of the first two (obtaining model inputs and specifying parameters), the `execute_pyciam` wrapper will cover all the remaining steps. #### Obtaining model inputs -pyCIAM depends on inputs describing a variety of socioeconomic and sea level variables across user-defined regions. The [SLIIDERS-ECON and SLIIDERS-SLR](https://doi.org/10.5281/zenodo.6449230) datasets have been developed to serve this purpose, but any similarly formatted input dataset will work, if users wish to substitute, for example, alternative projections of economic growth besides the Shared Socioeconomic Pathways. To begin, however, we recommend that users obtain the two SLIIDERS datasets, which can be found at the linked DOI. +pyCIAM depends on inputs describing a variety of socioeconomic and sea level variables across user-defined regions. The [SLIIDERS](https://doi.org/10.5281/zenodo.6449230) dataset has been developed to contain socioeconomic variables; however, any similarly formatted input dataset will work, if users wish to substitute, for example, alternative projections of economic growth besides the Shared Socioeconomic Pathways. To begin, we recommend that users obtain the SLIIDERS dataset, which can be found at the linked DOI. + +All inputs necessary to reproduce the results in Depsky et al. 2023 can be downloaded via the scripts in [notebooks/data-acquisition](./notebooks/data-acquisition). + +Additional processing of some of these inputs is needed. See notebooks in [notebooks/data-processing](./notebooks/data-processing) and their execution in [run_example.sh](./notebooks/run_example.sh) and [run_full_replication.sh](./notebooks/run_full_replication.sh). #### Parameter specification @@ -56,19 +77,19 @@ Parameters for the model run are defined in [params.json](./params.json). These #### Surge lookup table creation -This step is not strictly necessary but provides dramatic performance increases. Rather than calculating the damages from extreme sea levels for all adaptation cases, for all segments, elevation slices, years, and scenarios, you may develop a lookup table that is used to build a 2D spline function to interpolate surge costs for any given combination of sea level height, and difference between storm surge height and retreat or protection height. `create_surge_lookup()` is used for this. See [create-surge-lookup-tables.ipynb](./notebooks/create-surge-lookup-tables.ipynb) for an example. +This step is not strictly necessary but provides dramatic performance increases. Rather than calculating the damages from extreme sea levels for all adaptation cases, for all segments, elevation slices, years, and scenarios, you may develop a lookup table that is used to build a 2D spline function to interpolate surge costs for any given combination of sea level height, and difference between storm surge height and retreat or protection height. `create_surge_lookup()` is used for this. See [create-surge-lookup-tables.ipynb](./notebooks/models/create-surge-lookup-tables.ipynb) for an example. #### Calculation of costs for each adaptation case -In this step, costs for all adaptation options for all segments are calculated. Depending on the number of SLR trajectories modeled, segments may be run in smaller or larger batches to keep memory footprint to a reaasonable size. This parallelization is executed via [Dask](https://www.dask.org). `calc_costs()` is the function that executes these calculations. An example of usage can be seen in [run-pyCIAM-slrquantiles.ipynb](./notebooks/run-pyCIAM-slrquantiles.ipynb). +In this step, costs for all adaptation options for all segments are calculated. Depending on the number of SLR trajectories modeled, segments may be run in smaller or larger batches to keep memory footprint to a reasonable size. This parallelization is executed via [Dask](https://www.dask.org). `calc_costs()` is the function that executes these calculations. An example of usage can be seen in [fit-movefactor.ipynb](./notebooks/models/fit-movefactor.ipynb). #### Calculation of the optimal adaptation choice -In this step, we find the optimal adaptation choice for each segment. `select_optimal_case()` is the function that executes this calculation. An example of usage can also be seen in [run-pyCIAM-slrquantiles.ipynb](./notebooks/run-pyCIAM-slrquantiles.ipynb). +In this step, we find the optimal adaptation choice for each segment. `select_optimal_case()` is the function that executes this calculation. This is not called directly in any of the workflows in this repository but is called within `execute_pyciam` ## Reliance on Dask -**IMPORTANT**: The notebook-based workflow provided in this repository serves as a set of examples in addition to replicating the analysis in Depsky et al. 2022. It assumes that parallel task execution occurs via [Dask](https://dask.org), and in particular via a [dask-gateway](https://gateway.dask.org/) server. Users wishing to run these notebooks must be familiar with Dask and must modify the cluster construction code within each notebook to suit their resources. For example, one could instantiate a `LocalCluster` via [distributed](https://distributed.dask.org) to replace the `GatewayCluster` that is instantiated within the provided notebooks. +**IMPORTANT**: The notebook-based workflow provided in this repository serves as a set of examples in addition to replicating the analysis in Depsky et al. 2023. It assumes that parallel task execution occurs via [Dask](https://dask.org). During development, a [dask-gateway](https://gateway.dask.org/) server was used on top of a Kubernetes cluster. Users wishing to run these notebooks must specify the type of Dask cluster they wish to use by replacing the default `start_dask_cluster()` function in [shared.py](./notebooks/shared.py). By default, a :py:class:`distributed.LocalCluster` instance will be created. ## Support diff --git a/environment/environment.yml b/environment/environment.yml new file mode 100644 index 0000000..fa8d900 --- /dev/null +++ b/environment/environment.yml @@ -0,0 +1,36 @@ +name: pyciam +channels: + - conda-forge + +dependencies: + - bottleneck=1.3 + - bokeh=2.4.3 # for use of dask dashboard + - cartopy=0.21.1 + - cloudpathlib=0.13 + - distributed=2023.3.1 + - flox=0.6.8 + - fsspec=2023.3.0 + - geopandas=0.12.2 + - gitpython=3.1.31 # unmarked dependency of rhg_compute_tools + - jupyterlab=3.6.1 + - matplotlib=3.7.1 + - numpy=1.24.2 + - numpy_groupies=0.9.20 + - oct2py=5.6.0 + - octave=7.3.0 + - openpyxl=3.1.1 + - pandas=1.5.3 + - papermill=2.3.4 + - pint-xarray=0.3 + - pip=23.0.1 + - python=3.11.0 + - requests=2.28.2 + - scikit-learn=1.2.2 + - scipy=1.10.1 + - tqdm=4.65.0 + - xarray=2023.2.0 + - zarr=2.14.2 + - pip: + # - python-ciam==1.1.0 + - rhg_compute_tools==1.3 + - parameterize_jobs==0.1.1 \ No newline at end of file diff --git a/notebooks/README.md b/notebooks/README.md index 1c6d738..1da419e 100644 --- a/notebooks/README.md +++ b/notebooks/README.md @@ -1,19 +1,22 @@ # Executing pyCIAM -This README describes the workflow used to produce results contained in Depsky et al. 2022. Asterisks correspond to notebooks that contain necessary steps even for those wishing to run pyCIAM in a different context. For example, notebooks that generate figures or conduct auxilliary analyses for Depsky et al. 2022 are not starred. +This README describes the workflow used to produce results contained in Depsky et al. 2023. The list of notebooks necessary to run an example pyCIAM workflow or to recreate the full set of Depsky et al. 2023 results are contained in [run_example.sh](run_example.sh) and [run_full_replication.sh](run_full_replication.sh), respectively. -The aggregated coastal input datasets required for pyCIAM are [SLIIDERS-ECON](https://doi.org/10.5281/zenodo.6010452) and [SLIIDERS-SLR](https://doi.org/10.5281/zenodo.6012027). Alternatively, users may construct their own inputs, for example to integrate alternative underlying data layers. In this case, they must still conform to the format of the SLIIDERS datasets. We would recommend starting from the SLIIDERS construction code found in the [SLIIDERS repository](https://github.com/ClimateImpactLab/sliiders) +The aggregated coastal input dataset required for pyCIAM is [SLIIDERS](https://doi.org/10.5281/zenodo.6449230). Alternatively, users may construct their own inputs, for example to integrate alternative underlying data layers. In this case, they must still conform to the format of the SLIIDERS dataset. We would recommend starting from the SLIIDERS construction code found in the [SLIIDERS repository](https://github.com/ClimateImpactLab/sliiders) A set of common filepaths, settings, and helper functions used for this worfkflow are contained in [shared.py](./shared.py). These should be adjusted as needed. In particular, you will need to adjust the filepaths to suit your data storage structure. The following notebooks should be run in the described order to replicate the manuscript results. -1. [download-data.ipynb](./download-data.ipynb): This notebook downloads some input data programmatically and also provides instructions for manual data downloads where necessary. -2. *[collapse-sliiders-econ-to-seg.ipynb](./collapse-sliiders-econ-to-seg.ipynb): SLIIDERS-ECON is provided where each analysis unit corresponds to a unique combination of admin1 region and coastal segment. This is helpful for aggregating results to admin1-level outputs, since the decision-making agent must occur at the segment level. For certain use cases, e.g. creating the surge lookup table, the additional admin1 dimension is unnecessary and leads to excess computational demands. Thus, we collapse the dataset to the segment level. This notebook would not be necessary if, for example, a user created a SLIIDERS-ECON alternative that was only indexed by segment. -3. [create-diaz-pyCIAM-inputs.ipynb](./create-diaz-pyCIAM-inputs.ipynb): This notebook generates a SLIIDERS-like input dataset that reflects the inputs used in [Diaz 2016](https://link.springer.com/article/10.1007/s10584-016-1675-4#Sec13). This is necessary for comparisons of results from the original CIAM paper to the updated version. These comparsions are performed and reported on in Depsky et al. 2022. -4. [create-slr-quantile.ipynb](./create-slr-quantile.ipynb): This notebook reduces the Monte Carlo-based SLIIDERS-SLR dataset to a set of quantiles defined in [shared.py](./shared.py) because these are all that are reported in Depsky et al. 2022. pyCIAM is also fully capable of running on the full set of Monte Carlo simulations from SLIIDERS-SLR, so users may choose to skip this step and point later notebooks to the raw SLIIDERS-SLR dataset. -5. *[create-surge-lookup-tables.ipynb](./create-surge-lookup-tables.ipynb): This notebook creates segment-adm1-specific lookup tables that estimate fraction of total capital stock lost and fraction of total population killed as a function of extreme sea level height. Computing these on the fly for a large number of SLR simulations is computationally intractable given the numerical integration needed, so lookup tables are used to enable these calculations. -6. [fit-movefactor.ipynb](./fit-movefactor.ipynb): This notebook performs the empirical estimation of the relocation cost parameter `movefactor`, as detailed in Depsky et al. 2022. It is purely for analysis and does not create any output datasets necessary for other notebooks. -7. *[run-pyCIAM-slrquantiles.ipynb](./run-pyCIAM-slrquantiles.ipynb): Run pyCIAM on the SLR quantile outputs from `create-slr-quantile.ipynb`. -8. [run-pyCIAM-diaz2016.ipynb](./run-pyCIAM-diaz2016.ipynb): Run pyCIAM using a configuration and parameter set analogous to that used in the original CIAM paper. These outputs are used for validation and comparison within Depsky et al. 2022. -9. [pyCIAM-results-figures.ipynb](./pyCIAM-results-figures.ipynb): This notebook generates numbers and figures used in Depsky et al. 2022. +1. [data-acquisition.ipynb](data-acquisition.ipynb): This notebook downloads all input data necessary to replicate the results of Depsky et al. 2023, with options to download only a subset necessary to run an example pyCIAM model. +2. [data-processing/collapse-sliiders-to-seg.ipynb](data-processing/collapse-sliiders-to-seg.ipynb): SLIIDERS is provided where each analysis unit corresponds to a unique combination of admin1 region and coastal segment. This is helpful for aggregating results to admin1-level outputs, since the decision-making agent must occur at the segment level. For certain use cases, e.g. creating the surge lookup table, the additional admin1 dimension is unnecessary and leads to excess computational demands. Thus, we collapse the dataset to the segment level. This notebook would not be necessary if, for example, a user created a SLIIDERS alternative that was only indexed by segment. +3. [data-processing/create-diaz-pyCIAM-inputs.ipynb](data-processing/create-diaz-pyCIAM-inputs.ipynb): This notebook generates a SLIIDERS-like input dataset that reflects the inputs used in [Diaz 2016](https://link.springer.com/article/10.1007/s10584-016-1675-4#Sec13). This is necessary for comparisons of results from the original CIAM paper to the updated version. These comparsions are performed and reported on in Depsky et al. 2023. +4. [data-processing/slr/AR6.ipynb](data-processing/slr/AR6.ipynb): This notebook processes SLR projections based on AR6 emissions scenarios from the FACTS SLR framework. +5. [data-processing/slr/sweet.ipynb](data-processing/slr/sweet.ipynb): This notebook processes FACTS-generated projections grouped by end-of-century GMSL level as in Sweet et al. 2022. +6. [data-processing/slr/AR5](data-processing/slr/AR5): These notebooks run LocalizeSL (the predecessor to FACTS) on a variety of SLR scenarios based largely on the IPCC AR5 emissions scenarios. See the [README inside this folder](data-processing/slr/AR5/README.md) for more details. +7. [models/create-surge-lookup-tables.ipynb](models/create-surge-lookup-tables.ipynb): This notebook creates segment-adm1-specific lookup tables that estimate fraction of total capital stock lost and fraction of total population killed as a function of extreme sea level height. Computing these on the fly for a large number of SLR simulations is computationally intractable given the numerical integration needed, so lookup tables are used to enable these calculations. +8. [models/fit-movefactor.ipynb](models/fit-movefactor.ipynb): This notebook performs the empirical estimation of the relocation cost parameter `movefactor`, as detailed in Depsky et al. 2023. It is purely for analysis and does not create any output datasets necessary for other notebooks. +9. [models/run-pyCIAM-slrquantiles.ipynb](models/run-pyCIAM-slrquantiles.ipynb): This notebook is just a thin wrapper to call `execute_pyciam()` using appropriate inputs. +10. [models/run-pyCIAM-diaz2016.ipynb](models/run-pyCIAM-diaz2016.ipynb): This notebook is just a thin wrapper to call `execute_pyciam()` using inputs and configuration consistent with Diaz 2016. These outputs are used for validation and comparison within Depsky et al. 2023. +11. [post-processing/pyCIAM-results-figures.ipynb](post-processing/pyCIAM-results-figures.ipynb): This notebook generates numbers and figures used in Depsky et al. 2023. +12. [post-processing/zenodo-upload.ipynb](post-processing/zenodo-upload.ipynb): This notebook can be used by core model developers to upload new versions of SLIIDERS and/or model outputs to Zenodo. It will not need to be used by typical users. diff --git a/notebooks/collapse-sliiders-econ-to-seg.ipynb b/notebooks/collapse-sliiders-econ-to-seg.ipynb deleted file mode 100644 index 55a9dfe..0000000 --- a/notebooks/collapse-sliiders-econ-to-seg.ipynb +++ /dev/null @@ -1,168 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "id": "75f08584-26db-4144-98a0-b0e184467528", - "metadata": {}, - "outputs": [], - "source": [ - "%load_ext autoreload\n", - "%autoreload 2" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "id": "1530a104-fd32-4d20-869e-a6064075063d", - "metadata": {}, - "outputs": [], - "source": [ - "import xarray as xr\n", - "from shared import PATH_SLIIDERS_ECON, PATH_SLIIDERS_ECON_SEG" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "id": "11240e7b-6f7c-4e71-b029-b5c13f7f55b2", - "metadata": {}, - "outputs": [], - "source": [ - "SEG_CHUNKSIZE = 100" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "id": "3d939378-9247-4174-9e8c-98c250562fde", - "metadata": { - "tags": [] - }, - "outputs": [], - "source": [ - "sliiders = xr.open_zarr(PATH_SLIIDERS_ECON).load()\n", - "\n", - "# clean and cast for double-precision math\n", - "for v in sliiders.variables:\n", - " sliiders[v].encoding = {}\n", - " if sliiders[v].dtype == \"float32\":\n", - " sliiders[v] = sliiders[v].astype(\"float64\")" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "id": "18c2d278-e48c-49d9-a54f-5a9329de69cd", - "metadata": {}, - "outputs": [], - "source": [ - "ref_ypcc = sliiders.ypcc.sel(country=\"USA\", drop=True).rename(\"ref_income\")\n", - "\n", - "grouper = sliiders.seg\n", - "usa_ypcc_ref = (\n", - " sliiders.ypcc.sel(country=\"USA\", drop=True).load().reset_coords(drop=True)\n", - ")\n", - "\n", - "out = (\n", - " sliiders[[\"K_2019\", \"pop_2019\", \"landarea\", \"length\", \"wetland\"]]\n", - " .groupby(grouper)\n", - " .sum(\"seg_adm\")\n", - ")\n", - "\n", - "out[[\"surge_height\", \"gumbel_params\", \"SLR_site_id\"]] = (\n", - " sliiders[[\"surge_height\", \"gumbel_params\", \"SLR_site_id\"]].groupby(grouper).first()\n", - ")\n", - "\n", - "\n", - "def weighted_avg(varname, wts_in):\n", - " if \"seg_adm\" not in sliiders[varname].dims:\n", - " sliiders[varname] = sliiders[varname].sel(country=sliiders.seg_country)\n", - " wts_out = wts_in.groupby(grouper).sum(\"seg_adm\")\n", - " unweighted = sliiders[varname].groupby(grouper).sum(\"seg_adm\")\n", - " out[varname] = (\n", - " (sliiders[varname] * wts_in).groupby(grouper).sum(\"seg_adm\") / wts_out\n", - " ).where(wts_out > 0, unweighted)\n", - "\n", - "\n", - "for v, w in [\n", - " (\n", - " \"mobcapfrac\",\n", - " sliiders.K_2019.sum(\"elev\"),\n", - " ),\n", - " (\"pop_scale\", sliiders.pop_2019.sum(\"elev\")),\n", - " (\"K_scale\", sliiders.K_2019.sum(\"elev\")),\n", - " (\"interior\", sliiders.landarea.sum(\"elev\")),\n", - " (\"pc\", sliiders.length),\n", - " (\"ypcc\", sliiders.pop_2019.sum(\"elev\")),\n", - " (\"wetlandservice\", sliiders.wetland.sum(\"elev\")),\n", - "]:\n", - " weighted_avg(v, w)\n", - "\n", - "out[\"rho\"] = out.ypcc / (out.ypcc + usa_ypcc_ref.sel(year=2000, drop=True))\n", - "\n", - "# merge on non-aggregated vars\n", - "other_vars = sliiders[\n", - " [\n", - " d\n", - " for d in sliiders.data_vars\n", - " if \"seg_adm\" not in sliiders[d].dims and d not in out.data_vars\n", - " ]\n", - "]\n", - "out = xr.merge((out, other_vars))\n", - "out[\"ref_income\"] = ref_ypcc" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "id": "149e9408-1ba5-4da5-a9dd-ad7f3cfa71d3", - "metadata": { - "tags": [] - }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 6, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "out.chunk({\"seg\": SEG_CHUNKSIZE}).to_zarr(PATH_SLIIDERS_ECON_SEG, mode=\"w\")" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.9.10" - }, - "widgets": { - "application/vnd.jupyter.widget-state+json": { - "state": {}, - "version_major": 2, - "version_minor": 0 - } - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/notebooks/create-slr-quantile.ipynb b/notebooks/create-slr-quantile.ipynb deleted file mode 100644 index 7231590..0000000 --- a/notebooks/create-slr-quantile.ipynb +++ /dev/null @@ -1,103 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "id": "c32fb782-2a80-4ec3-b06f-54945f90ed00", - "metadata": {}, - "source": [ - "# Create Quantile-based SLR dataset" - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "id": "6e6f74de-7123-4e93-85f8-bbe5dfd7844c", - "metadata": {}, - "outputs": [], - "source": [ - "%load_ext autoreload\n", - "%autoreload 2" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "id": "ce02a65c-ceae-475d-820f-40c91ee1b45c", - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/srv/conda/envs/notebook/lib/python3.9/site-packages/dask_gateway/client.py:21: FutureWarning: format_bytes is deprecated and will be removed in a future release. Please use dask.utils.format_bytes instead.\n", - " from distributed.utils import LoopRunner, format_bytes\n" - ] - } - ], - "source": [ - "import xarray as xr\n", - "from shared import PATH_SLIIDERS_SLR, PATH_SLIIDERS_SLR_QUANTILES, QUANTILES\n", - "\n", - "from rhg_compute_tools.xarray import dataarray_from_delayed" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "id": "990cd2f2-a1f7-4a23-b1ec-0486668947a0", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 10, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "ds = (\n", - " xr.open_zarr(PATH_SLIIDERS_SLR, chunks={\"mc_sample_id\": -1})\n", - " .quantile(QUANTILES, dim=\"mc_sample_id\")\n", - " .rename(quantile=\"mc_sample_id\")\n", - ")\n", - "for v in ds.variables:\n", - " ds[v].encoding = {}\n", - " if ds[v].dtype == object:\n", - " ds[v] = ds[v].astype(\"unicode\")\n", - "ds.to_zarr(PATH_SLIIDERS_SLR_QUANTILES, mode=\"w\")" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.9.10" - }, - "widgets": { - "application/vnd.jupyter.widget-state+json": { - "state": {}, - "version_major": 2, - "version_minor": 0 - } - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/notebooks/create-surge-lookup-tables.ipynb b/notebooks/create-surge-lookup-tables.ipynb deleted file mode 100644 index 8b0462a..0000000 --- a/notebooks/create-surge-lookup-tables.ipynb +++ /dev/null @@ -1,566 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "id": "5468498c-bfaa-408b-ae36-841b16a69a3e", - "metadata": {}, - "source": [ - "# Create pyCIAM Storm Costs Lookup Table" - ] - }, - { - "cell_type": "markdown", - "id": "f6bee218-9782-40bf-8772-d2288235d1b1", - "metadata": {}, - "source": [ - "Calculating the storm costs in a CIAM model involves a numerical integration over both elevation and the quantiles of storm surge at each segment-ADM1 location. This is too computationally intensive to run for all seg-ADMs for each year for all SLR trajectories, especially when using pyCIAM to run a Monte Carlo analysis across tens of thousands of SLR trajectories. Instead, we build a lookup table indexed by seg-ADM, LSLR, adaptation type (retreat vs. protect), cost type (mortality vs. capital loss), and `rhdiff` (the difference between the retreat/protect height and lslr). This is similar to how it is treated in the original CIAM model except that:\n", - "\n", - "1. We use a lookup table rather than a parameterized exponential function of `rhdiff` and `lslr`\n", - "2. We account for elevational heterogeneity in population and capital when evaluating our costs in retreat scenarios. The original CIAM included `lslr` in their exponential function only for the protect adaptation type, while for `noAdaptation` and `retreat`, the function was only of `rhdiff`." - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "id": "40be5461-d797-4522-940f-cee7ddec7a49", - "metadata": {}, - "outputs": [], - "source": [ - "%load_ext autoreload\n", - "%autoreload 2" - ] - }, - { - "cell_type": "markdown", - "id": "8590679c-89af-4eb6-a105-752fbb51440a", - "metadata": {}, - "source": [ - "## Setup" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "id": "afd03880-8e46-4d81-867d-bfb6505ea788", - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/srv/conda/envs/notebook/lib/python3.9/site-packages/dask_gateway/client.py:21: FutureWarning: format_bytes is deprecated and will be removed in a future release. Please use dask.utils.format_bytes instead.\n", - " from distributed.utils import LoopRunner, format_bytes\n" - ] - } - ], - "source": [ - "import distributed as dd\n", - "import pandas as pd\n", - "from dask_gateway import Gateway\n", - "from shared import (\n", - " PATH_PARAMS,\n", - " PATH_SLIIDERS_ECON,\n", - " PATH_SLIIDERS_ECON_SEG,\n", - " PATH_SLIIDERS_SLR_QUANTILES,\n", - " PATH_SURGE_LOOKUP,\n", - " PATH_SURGE_LOOKUP_SEG,\n", - " upload_pkg,\n", - ")\n", - "\n", - "from pyCIAM.surge import damage_funcs\n", - "from pyCIAM.surge.lookup import create_surge_lookup" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "id": "47979c48-7fff-49b4-b445-ea6bf746fa37", - "metadata": {}, - "outputs": [], - "source": [ - "N_WORKERS = 700\n", - "SEG_CHUNKSIZE = 4\n", - "\n", - "PARAMS = pd.read_json(PATH_PARAMS)[\"values\"]" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "id": "6104bced", - "metadata": {}, - "outputs": [], - "source": [ - "DMF_I = getattr(damage_funcs, PARAMS.dmf + \"_i\")\n", - "DDF_I = getattr(damage_funcs, PARAMS.ddf + \"_i\")" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "id": "dbb04b4a-14b8-4403-ad33-88bfe71bd8fc", - "metadata": {}, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "226e66c44837429288e35e3be9849539", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "VBox(children=(HTML(value='

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"nbformat_minor": 5 -} diff --git a/notebooks/data-acquisition.ipynb b/notebooks/data-acquisition.ipynb new file mode 100644 index 0000000..4799ede --- /dev/null +++ b/notebooks/data-acquisition.ipynb @@ -0,0 +1,642 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "318ec323-147b-42a9-874b-6835b06813bc", + "metadata": {}, + "source": [ + "# Download necessary files" + ] + }, + { + "cell_type": "markdown", + "id": "9ad66ba5-1ea0-49d5-a860-bbb4963946ed", + "metadata": {}, + "source": [ + "This notebook downloads files necessary to replicate the analysis in Depsky et al. 2023." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "65deea57-083b-4641-8b86-d03d8dcf57de", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "import sys\n", + "\n", + "sys.path.append(\"..\")" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "a9431a2c-9f54-493b-9cdb-1ea9421f1433", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "import tempfile\n", + "from io import BytesIO\n", + "from os import environ\n", + "from pathlib import Path\n", + "from zipfile import ZipFile\n", + "\n", + "import numpy as np\n", + "import pandas as pd\n", + "import requests\n", + "from cartopy.io import shapereader\n", + "from fsspec import FSTimeoutError\n", + "from fsspec.implementations.zip import ZipFileSystem\n", + "from pyCIAM.utils import copy\n", + "from shared import (\n", + " DIR_SHP,\n", + " DIR_SLR_AR5_IFILES_RAW,\n", + " DIR_SLR_AR6_RAW,\n", + " DIR_SLR_SWEET_RAW,\n", + " LOCALIZESL_COREFILES,\n", + " LOCALIZESL_REV,\n", + " PATH_BORDERS,\n", + " PATH_COASTLINES,\n", + " PATH_DIAZ_INPUTS_RAW,\n", + " PATH_GADM,\n", + " PATH_MOVEFACTOR_DATA,\n", + " PATH_PWT,\n", + " PATH_SLIIDERS,\n", + " PATH_SLIIDERS_INCOME_INTERMEDIATE_FILE,\n", + " PATH_SLR_AR5_QUANTILES,\n", + " PATH_SLR_GMSL_HIST_TIMESERIES,\n", + " PATH_SLR_HIST_TREND_MAP,\n", + " PATHS_SURGE_LOOKUP,\n", + " save,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "7e3d5ad1-a9e5-4b03-9dca-57b5b2098e4c", + "metadata": { + "tags": [ + "parameters" + ] + }, + "outputs": [], + "source": [ + "Z_URL_BASE = \"https://zenodo.org/api/\"\n", + "Z_URL_RECORDS = Z_URL_BASE + \"records/{doi}\"\n", + "Z_URL_DEPOSITS = Z_URL_BASE + \"deposit/depositions/{doi}\"\n", + "\n", + "# This will need to point to the correct version of the SLIIDERS zenodo store (see\n", + "# Depsky et al. 2023 for the version associated with that manuscript)\n", + "Z_SLIIDERS_DOI = \"7693868\"\n", + "Z_PYCIAM_DOI = \"7693869\"\n", + "Z_AR6_DOI = \"6382554\"\n", + "Z_SWEET_DOI = \"6067895\"\n", + "\n", + "\n", + "DOWNLOAD_DIAZ_INPUTS = True\n", + "DOWNLOAD_SLIIDERS = True\n", + "DOWNLOAD_SURGE_LOOKUPS = True\n", + "\n", + "DOWNLOAD_PLOTTING_DATA = True\n", + "\n", + "DOWNLOAD_SLR_AR5 = True\n", + "DOWNLOAD_SLR_AR6 = True\n", + "DOWNLOAD_SLR_SWEET = True\n", + "\n", + "# Only needed if you would like to re-run LocalizeSL to re-generate AR5 SLR inputs\n", + "# (requires matlab or octave). The output of this workflow, quantiled to the quantiles\n", + "# we are working with in Depsky et al. 2023, is obtained with DOWNLOAD_SLR_AR5=True\n", + "DOWNLOAD_LOCALIZESL_INPUTS = False\n", + "\n", + "# pre-release\n", + "# PARAMS = {\"access_token\": environ[\"ACCESS_TOKEN\"]}\n", + "# Z_URL_SLIIDERS_PC = Z_URL_DEPOSITS\n", + "\n", + "# post-release\n", + "PARAMS = {}\n", + "Z_URL = Z_URL_RECORDS" + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "id": "8d519f83-eb91-4cb0-b2e7-5918b91d5143", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "def get_download_link(files, prefix):\n", + " links = [\n", + " i[\"links\"]\n", + " for i in files\n", + " if i.get(\"filename\", \"\").startswith(prefix)\n", + " or i.get(\"key\", \"\").startswith(prefix)\n", + " ]\n", + " assert len(links) == 1\n", + " links = links[0]\n", + " return links.get(\"download\", links[\"self\"])\n", + "\n", + "\n", + "def download_and_extract_full_zip(lpath, url):\n", + " if lpath.exists():\n", + " return None\n", + " lpath.parent.mkdir(exist_ok=True, parents=True)\n", + "\n", + " content = BytesIO(requests.get(url, params=PARAMS).content)\n", + " if isinstance(lpath, Path):\n", + " with ZipFile(content, \"r\") as zip_ref:\n", + " zip_ref.extractall(lpath)\n", + " else:\n", + " with tempfile.TemporaryDirectory() as tmpdir:\n", + " with ZipFile(content, \"r\") as zip_ref:\n", + " zip_ref.extractall(tmpdir)\n", + " copy(Path(tmpdir), lpath)\n", + "\n", + "\n", + "def download_and_extract_partial_zip(lpath, url, zip_glob, n_retries=5):\n", + " lpath.mkdir(exist_ok=True, parents=True)\n", + " z = ZipFileSystem(url)\n", + " if isinstance(zip_glob, (list, set, tuple, np.ndarray)):\n", + " files_remote = zip_glob\n", + " else:\n", + " files_remote = [p for p in z.glob(zip_glob) if not p.endswith(\"/\")]\n", + " files_local = [lpath / Path(f).name for f in files_remote]\n", + " for fr, fl in list(zip(files_remote, files_local)):\n", + " if not fl.is_file():\n", + " retries = 0\n", + " while retries < n_retries:\n", + " print(f\"...Downloading {fl.name} (attempt {retries+1}/{n_retries})\")\n", + " try:\n", + " data = z.cat_file(fr)\n", + " break\n", + " except FSTimeoutError:\n", + " if retries < (n_retries - 1):\n", + " retries += 1\n", + " else:\n", + " raise\n", + " print(f\"...Writing {fl.name}\")\n", + " fl.write_bytes(data)\n", + "\n", + "\n", + "def download_and_extract_from_zenodo(lpath, files, prefix, zip_glob=None):\n", + " dl = get_download_link(files, prefix)\n", + " if zip_glob is None:\n", + " return download_and_extract_full_zip(lpath, dl)\n", + " else:\n", + " return download_and_extract_partial_zip(lpath, dl, zip_glob)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "f8316f7d-38c6-4e9c-ac5a-78fa05418e61", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "pyciam_files = requests.get(\n", + " Z_URL_SLIIDERS_PC.format(doi=Z_PYCIAM_DOI), params=PARAMS\n", + ").json()[\"files\"]" + ] + }, + { + "cell_type": "markdown", + "id": "a17d55fb-d63b-4476-a209-391909e913e3", + "metadata": { + "tags": [] + }, + "source": [ + "## Data for plotting and results calculation" + ] + }, + { + "cell_type": "markdown", + "id": "d284b787-cd6c-4193-a402-5614027d1506", + "metadata": {}, + "source": [ + "These are necessary to run the [pyCIAM-results-figures.ipynb](./pyCIAM-results-figures.ipynb) notebook, but are not directly used in the model execution." + ] + }, + { + "cell_type": "markdown", + "id": "eca8f9f2-63f0-4c3c-b49e-8bc7cd50d0df", + "metadata": {}, + "source": [ + "### Natural Earth Country Boundaries" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "b182039a-7173-4469-b239-4c761a36b35f", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Downloading GADM data...\n", + "Downloading PWT data...\n", + "Downloading SLIIDERS intermediate file...\n", + "Downloading movefactor analysis outputs...\n" + ] + } + ], + "source": [ + "if DOWNLOAD_PLOTTING_DATA:\n", + " DIR_SHP.mkdir(exist_ok=True, parents=True)\n", + " # Natural Earth coastline data\n", + " if not PATH_BORDERS.is_file():\n", + " print(\"Downloading Natural Earth borders data...\")\n", + " fname_boundary = Path(\n", + " shapereader.natural_earth(\n", + " resolution=\"10m\",\n", + " category=\"cultural\",\n", + " name=\"admin_0_boundary_lines_land\",\n", + " )\n", + " )\n", + " copy(fname_boundary.parent, PATH_BORDERS.parent)\n", + "\n", + " if not PATH_COASTLINES.is_file():\n", + " print(\"Downloading Natural Earth coastlines data...\")\n", + " fname_coastlines = Path(\n", + " shapereader.natural_earth(\n", + " resolution=\"10m\", category=\"physical\", name=\"coastline\"\n", + " )\n", + " )\n", + " copy(fname_coastlines.parent, PATH_COASTLINES.parent)\n", + "\n", + " # GADM\n", + " print(\"Downloading GADM data...\")\n", + " if not PATH_GADM.is_file():\n", + " GADM_NAME = PATH_GADM.stem\n", + " download_and_extract_partial_zip(\n", + " PATH_GADM.parent,\n", + " f\"https://geodata.ucdavis.edu/gadm/gadm4.1/{GADM_NAME}.zip\",\n", + " f\"{GADM_NAME}.gpkg\",\n", + " )\n", + "\n", + " # Penn World Table\n", + " print(\"Downloading PWT data...\")\n", + " if not PATH_PWT.is_file():\n", + " save(\n", + " pd.read_excel(\"https://www.rug.nl/ggdc/docs/pwt100.xlsx\", sheet_name=2),\n", + " PATH_PWT,\n", + " )\n", + "\n", + " # SLIIDERS intermediate output used for normalizing costs by GDP for presentation in\n", + " # Depsky et al. 2023\n", + " print(\"Downloading SLIIDERS intermediate file...\")\n", + " download_and_extract_from_zenodo(\n", + " PATH_SLIIDERS_INCOME_INTERMEDIATE_FILE, pyciam_files, \"inputs/ypk_\"\n", + " )\n", + "\n", + " # Output of the non-market relocation cost analysis in Depsky et al. 2023\n", + " print(\"Downloading movefactor analysis outputs...\")\n", + " download_and_extract_from_zenodo(\n", + " PATH_MOVEFACTOR_DATA, pyciam_files, \"products/suboptimal\"\n", + " )" + ] + }, + { + "cell_type": "markdown", + "id": "02944b01-d2b4-4ae5-ad02-8f1f6e786a30", + "metadata": { + "tags": [] + }, + "source": [ + "## SLIIDERS" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "cd36a5b5-147e-4185-bfab-ead1ab385a17", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Downloading SLIIDERS...\n" + ] + } + ], + "source": [ + "if DOWNLOAD_SLIIDERS:\n", + " print(\"Downloading SLIIDERS...\")\n", + " sliiders_files = requests.get(\n", + " Z_URL_SLIIDERS_PC.format(doi=Z_SLIIDERS_DOI), params=PARAMS\n", + " ).json()[\"files\"]\n", + " download_and_extract_from_zenodo(\n", + " PATH_SLIIDERS, sliiders_files, \"products/sliiders-v\"\n", + " )" + ] + }, + { + "cell_type": "markdown", + "id": "801f1d20-1cc5-40a9-83e4-c292ac9cba9b", + "metadata": {}, + "source": [ + "## Diaz 2016 inputs" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "ac24be38-f3a5-4f79-9090-9fbe89c90ff8", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Downloading Diaz 2016 inputs...\n" + ] + } + ], + "source": [ + "if DOWNLOAD_DIAZ_INPUTS:\n", + " print(\"Downloading Diaz 2016 inputs...\")\n", + " download_and_extract_from_zenodo(\n", + " PATH_DIAZ_INPUTS_RAW, pyciam_files, \"inputs/diaz2016_inputs\"\n", + " )" + ] + }, + { + "cell_type": "markdown", + "id": "36028871-9be6-4f68-9fe8-b99da2c09c21", + "metadata": {}, + "source": [ + "## SLR Inputs" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "id": "003f01c4-0851-4c2c-8359-fc1f2d715527", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Downloading LocalizeSL pre-computed quantiles...\n", + "Downloading SLR projections from Sweet 2022...\n", + "https://zenodo.org/api/files/d1eda86e-cb3d-4cda-9e12-32f9f35b9197/Interagency_Report.zip\n", + "/tmp/ciam/data/raw/slr/sweet2022/TR_global_projections.nc\n", + "Results/TR_global_projections.nc\n", + "/tmp/ciam/data/raw/slr/sweet2022/TR_gridded_projections.nc\n", + "Results/TR_gridded_projections.nc\n", + "/tmp/ciam/data/raw/slr/sweet2022/TR_local_projections.nc\n", + "Results/TR_local_projections.nc\n", + "Downloading AR6 SLR projections (global)...\n", + "https://zenodo.org/api/files/6cbb54eb-b2aa-483e-8dd0-179103857395/ar6.zip\n", + "/tmp/ciam/data/raw/slr/ar6/global/total_ssp126_low_confidence_values.nc\n", + "ar6/global/confidence_output_files/low_confidence/ssp126/total_ssp126_low_confidence_values.nc\n", + "/tmp/ciam/data/raw/slr/ar6/global/total_ssp245_low_confidence_values.nc\n", + "ar6/global/confidence_output_files/low_confidence/ssp245/total_ssp245_low_confidence_values.nc\n", + "/tmp/ciam/data/raw/slr/ar6/global/total_ssp585_low_confidence_values.nc\n", + "ar6/global/confidence_output_files/low_confidence/ssp585/total_ssp585_low_confidence_values.nc\n", + "/tmp/ciam/data/raw/slr/ar6/global/total_ssp119_medium_confidence_values.nc\n", + "ar6/global/confidence_output_files/medium_confidence/ssp119/total_ssp119_medium_confidence_values.nc\n", + "/tmp/ciam/data/raw/slr/ar6/global/total_ssp126_medium_confidence_values.nc\n", + "ar6/global/confidence_output_files/medium_confidence/ssp126/total_ssp126_medium_confidence_values.nc\n", + "/tmp/ciam/data/raw/slr/ar6/global/total_ssp245_medium_confidence_values.nc\n", + "ar6/global/confidence_output_files/medium_confidence/ssp245/total_ssp245_medium_confidence_values.nc\n", + "/tmp/ciam/data/raw/slr/ar6/global/total_ssp370_medium_confidence_values.nc\n", + "ar6/global/confidence_output_files/medium_confidence/ssp370/total_ssp370_medium_confidence_values.nc\n", + "/tmp/ciam/data/raw/slr/ar6/global/total_ssp585_medium_confidence_values.nc\n", + "ar6/global/confidence_output_files/medium_confidence/ssp585/total_ssp585_medium_confidence_values.nc\n", + "Downloading AR6 SLR projections (regional)...\n", + "https://zenodo.org/api/files/6cbb54eb-b2aa-483e-8dd0-179103857395/ar6-regional-confidence.zip\n", + "/tmp/ciam/data/raw/slr/ar6/regional/total_ssp126_low_confidence_values.nc\n", + "ar6-regional-confidence/regional/confidence_output_files/low_confidence/ssp126/total_ssp126_low_confidence_values.nc\n", + "...Downloading total_ssp126_low_confidence_values.nc\n", + "...Writing total_ssp126_low_confidence_values.nc\n", + "/tmp/ciam/data/raw/slr/ar6/regional/total_ssp245_low_confidence_values.nc\n", + "ar6-regional-confidence/regional/confidence_output_files/low_confidence/ssp245/total_ssp245_low_confidence_values.nc\n", + "...Downloading total_ssp245_low_confidence_values.nc\n", + "...Writing total_ssp245_low_confidence_values.nc\n", + "/tmp/ciam/data/raw/slr/ar6/regional/total_ssp585_low_confidence_values.nc\n", + "ar6-regional-confidence/regional/confidence_output_files/low_confidence/ssp585/total_ssp585_low_confidence_values.nc\n", + "...Downloading total_ssp585_low_confidence_values.nc\n", + "...Writing total_ssp585_low_confidence_values.nc\n", + "/tmp/ciam/data/raw/slr/ar6/regional/total_ssp119_medium_confidence_values.nc\n", + "ar6-regional-confidence/regional/confidence_output_files/medium_confidence/ssp119/total_ssp119_medium_confidence_values.nc\n", + "...Downloading total_ssp119_medium_confidence_values.nc\n", + "...Writing total_ssp119_medium_confidence_values.nc\n", + "/tmp/ciam/data/raw/slr/ar6/regional/total_ssp126_medium_confidence_values.nc\n", + "ar6-regional-confidence/regional/confidence_output_files/medium_confidence/ssp126/total_ssp126_medium_confidence_values.nc\n", + "...Downloading total_ssp126_medium_confidence_values.nc\n", + "...Writing total_ssp126_medium_confidence_values.nc\n", + "/tmp/ciam/data/raw/slr/ar6/regional/total_ssp245_medium_confidence_values.nc\n", + "ar6-regional-confidence/regional/confidence_output_files/medium_confidence/ssp245/total_ssp245_medium_confidence_values.nc\n", + "...Downloading total_ssp245_medium_confidence_values.nc\n", + "...Writing total_ssp245_medium_confidence_values.nc\n", + "/tmp/ciam/data/raw/slr/ar6/regional/total_ssp370_medium_confidence_values.nc\n", + "ar6-regional-confidence/regional/confidence_output_files/medium_confidence/ssp370/total_ssp370_medium_confidence_values.nc\n", + "...Downloading total_ssp370_medium_confidence_values.nc\n", + "...Writing total_ssp370_medium_confidence_values.nc\n", + "/tmp/ciam/data/raw/slr/ar6/regional/total_ssp585_medium_confidence_values.nc\n", + "ar6-regional-confidence/regional/confidence_output_files/medium_confidence/ssp585/total_ssp585_medium_confidence_values.nc\n", + "...Downloading total_ssp585_medium_confidence_values.nc\n", + "...Writing total_ssp585_medium_confidence_values.nc\n", + "Downloading map of historical SLR...\n", + "Downloading historical GMSL timeseries...\n" + ] + } + ], + "source": [ + "if DOWNLOAD_SLR_AR5:\n", + " print(\"Downloading LocalizeSL pre-computed quantiles...\")\n", + " download_and_extract_from_zenodo(\n", + " PATH_SLR_AR5_QUANTILES, pyciam_files, \"inputs/ar5-msl\"\n", + " )\n", + "\n", + "if DOWNLOAD_SLR_SWEET:\n", + " print(\"Downloading SLR projections from Sweet 2022...\")\n", + " sweet_files = requests.get(\n", + " Z_URL_RECORDS.format(doi=Z_SWEET_DOI), params=PARAMS\n", + " ).json()[\"files\"]\n", + " download_and_extract_from_zenodo(\n", + " DIR_SLR_SWEET_RAW,\n", + " sweet_files,\n", + " \"Interagency_Report.zip\",\n", + " zip_glob=[\n", + " \"Results/TR_global_projections.nc\",\n", + " \"Results/TR_gridded_projections.nc\",\n", + " \"Results/TR_local_projections.nc\",\n", + " ],\n", + " )\n", + "\n", + "if DOWNLOAD_SLR_AR6:\n", + " ar6_files = requests.get(Z_URL_RECORDS.format(doi=Z_AR6_DOI), params=PARAMS).json()[\n", + " \"files\"\n", + " ]\n", + "\n", + " # get total SLR\n", + " for scope, name in [(\"global\", \"ar6\"), (\"regional\", \"ar6-regional-confidence\")]:\n", + " print(f\"Downloading AR6 SLR projections: total, {scope}...\")\n", + " download_and_extract_from_zenodo(\n", + " DIR_SLR_AR6_RAW / scope,\n", + " ar6_files,\n", + " f\"{name}.zip\",\n", + " zip_glob=(\n", + " f\"{name}/{scope}/confidence_output_files/**/ssp*/total_*values.nc\"\n", + " ),\n", + " )\n", + "\n", + " # get only the contribution of vertical land motion\n", + " print(\"Downloading AR6 SLR projections: verticallandmotion, regional...\")\n", + " download_and_extract_from_zenodo(\n", + " DIR_SLR_AR6_RAW / \"regional\",\n", + " ar6_files,\n", + " \"ar6-regional-confidence.zip\",\n", + " zip_glob=(\n", + " \"ar6-regional-confidence/regional/confidence_output_files/**/ssp*/\"\n", + " \"verticallandmotion_*values.nc\"\n", + " ),\n", + " )\n", + "\n", + "if DOWNLOAD_SLR_AR5 or DOWNLOAD_SLR_SWEET:\n", + " # must also add some historical trends to convert from 2000 to 2005 MSL datum\n", + " BASE_URL = \"https://data.aviso.altimetry.fr/aviso-gateway/data/indicators/msl/\"\n", + " print(\"Downloading map of historical SLR...\")\n", + " with PATH_SLR_HIST_TREND_MAP.open(\"wb\") as f:\n", + " f.write(\n", + " requests.get(\n", + " BASE_URL + \"MSL_Map_MERGED_Global_AVISO_NoGIA_Adjust.nc\"\n", + " ).content\n", + " )\n", + " print(\"Downloading historical GMSL timeseries...\")\n", + " with PATH_SLR_GMSL_HIST_TIMESERIES.open(\"wb\") as f:\n", + " f.write(\n", + " requests.get(\n", + " BASE_URL + \"MSL_Serie_MERGED_Global_AVISO_GIA_Adjust_Filter2m.nc\"\n", + " ).content\n", + " )" + ] + }, + { + "cell_type": "markdown", + "id": "81125eca-4add-4d40-a93f-f2b18bac4265", + "metadata": {}, + "source": [ + "## Storm Surge Lookup Tables" + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "id": "cb8f902f-6fb8-4ed0-95b3-fa5c6899212a", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Downloading segment-level storm surge lookup...\n", + "Downloading segment/admin unit-level storm surge lookup...\n" + ] + } + ], + "source": [ + "if DOWNLOAD_SURGE_LOOKUPS:\n", + " print(\"Downloading segment-level storm surge lookup...\")\n", + " download_and_extract_from_zenodo(\n", + " PATHS_SURGE_LOOKUP[\"seg\"], pyciam_files, \"inputs/surge-lookup-v1.1-seg.\"\n", + " )\n", + "\n", + " print(\"Downloading segment/admin unit-level storm surge lookup...\")\n", + " download_and_extract_from_zenodo(\n", + " PATHS_SURGE_LOOKUP[\"seg_adm\"], pyciam_files, \"inputs/surge-lookup-v1.1-seg_adm\"\n", + " )" + ] + }, + { + "cell_type": "markdown", + "id": "8213ae2d-ebcd-414d-a1cc-8c8f828898a2", + "metadata": {}, + "source": [ + "## LocalizeSL Inputs" + ] + }, + { + "cell_type": "code", + "execution_count": 54, + "id": "1aa31c42-72c5-406c-acaa-51a9e4fb8330", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Downloading LocalizeSL corefile: SLRProjections190726core_SEJ_full...\n", + "Downloading LocalizeSL corefile: SLRProjections170113GRIDDEDcore...\n", + "Downloading LocalizeSL corefile: SLRProjections200204GRIDDEDcore_D20...\n", + "Downloading LocalizeSL corefile: SLRProjections210628GRIDDEDcore_SROCC...\n" + ] + } + ], + "source": [ + "if DOWNLOAD_LOCALIZESL_INPUTS:\n", + " DIR_SLR_AR5_IFILES_RAW.mkdir(exist_ok=True, parents=True)\n", + "\n", + " for corefile_name in LOCALIZESL_COREFILES:\n", + " print(f\"Downloading LocalizeSL corefile: {corefile_name}...\")\n", + " url = (\n", + " f\"https://github.com/bobkopp/LocalizeSL/raw/{LOCALIZESL_REV}/IFILES/\"\n", + " f\"{corefile_name}.mat\"\n", + " )\n", + "\n", + " filename = Path(url).name\n", + " with (DIR_SLR_AR5_IFILES_RAW / filename).open(\"wb\") as f:\n", + " f.write(requests.get(url).content)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.10" + }, + "widgets": { + "application/vnd.jupyter.widget-state+json": { + "state": {}, + "version_major": 2, + "version_minor": 0 + } + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/notebooks/data-processing/collapse-sliiders-to-seg.ipynb b/notebooks/data-processing/collapse-sliiders-to-seg.ipynb new file mode 100644 index 0000000..2261c0a --- /dev/null +++ b/notebooks/data-processing/collapse-sliiders-to-seg.ipynb @@ -0,0 +1,68 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "b1358d97-11d8-4718-9df3-8de968736412", + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "\n", + "sys.path.append(\"../\")" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "1530a104-fd32-4d20-869e-a6064075063d", + "metadata": {}, + "outputs": [], + "source": [ + "from shared import PATH_SLIIDERS, PATH_SLIIDERS_SEG, STORAGE_OPTIONS\n", + "\n", + "from pyCIAM.utils import collapse_econ_inputs_to_seg" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "11240e7b-6f7c-4e71-b029-b5c13f7f55b2", + "metadata": {}, + "outputs": [], + "source": [ + "collapse_econ_inputs_to_seg(\n", + " PATH_SLIIDERS, PATH_SLIIDERS_SEG, storage_options=STORAGE_OPTIONS\n", + ")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.0" + }, + "widgets": { + "application/vnd.jupyter.widget-state+json": { + "state": {}, + "version_major": 2, + "version_minor": 0 + } + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/notebooks/create-diaz-pyCIAM-inputs.ipynb b/notebooks/data-processing/create-diaz-pyCIAM-inputs.ipynb similarity index 92% rename from notebooks/create-diaz-pyCIAM-inputs.ipynb rename to notebooks/data-processing/create-diaz-pyCIAM-inputs.ipynb index ef8f640..e30721e 100644 --- a/notebooks/create-diaz-pyCIAM-inputs.ipynb +++ b/notebooks/data-processing/create-diaz-pyCIAM-inputs.ipynb @@ -14,16 +14,6 @@ "This notebook creates all of the inputs needed for `pyCIAM`, using the data provided by the [github repo](https://github.com/delavane/CIAM) for [Diaz 2016](https://link.springer.com/article/10.1007/s10584-016-1675-4). The raw GAMS data files (.gdx) were previously converted to a zarr store for easy loading in pyCIAM. In this notebook, we reformat this zarr store and calculate some intermediate data products that were calculated on the fly in Diaz 2016 but are treated as input values in pyCIAM." ] }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - "%load_ext autoreload\n", - "%autoreload 2" - ] - }, { "cell_type": "markdown", "metadata": { @@ -35,14 +25,34 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "metadata": {}, "outputs": [], + "source": [ + "import sys\n", + "\n", + "sys.path.append(\"../\")" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/srv/conda/envs/notebook/lib/python3.9/site-packages/dask_gateway/client.py:21: FutureWarning: format_bytes is deprecated and will be removed in a future release. Please use dask.utils.format_bytes instead.\n", + " from distributed.utils import LoopRunner, format_bytes\n" + ] + } + ], "source": [ "import numpy as np\n", "import pandas as pd\n", "import xarray as xr\n", - "from shared import PATH_DIAZ_INPUTS_INT, PATH_DIAZ_INPUTS_RAW" + "from shared import PATH_DIAZ_INPUTS_INT, PATH_DIAZ_INPUTS_RAW, open_zarr, save" ] }, { @@ -59,7 +69,7 @@ "outputs": [], "source": [ "# load, assuming missings (e.g. in land area) correspond to 0\n", - "ds_in = xr.open_zarr(PATH_DIAZ_INPUTS_RAW).load()\n", + "ds_in = open_zarr(PATH_DIAZ_INPUTS_RAW).load()\n", "for v in ds_in.data_vars:\n", " if ds_in[v].isnull().any():\n", " ds_in[v] = ds_in[v].fillna(0)\n", @@ -282,7 +292,9 @@ "out.elev.attrs.update(\n", " {\n", " \"long_name\": \"Elevation\",\n", - " \"description\": \"Midpoint elevation for each coastal elevation bin employed in pyCIAM\",\n", + " \"description\": (\n", + " \"Midpoint elevation for each coastal elevation bin employed in pyCIAM\"\n", + " ),\n", " \"units\": \"m\",\n", " }\n", ")\n", @@ -291,13 +303,18 @@ "out.surge_coefs.attrs.update(\n", " {\n", " \"long_name\": \"Surge Damage Coefficients\",\n", - " \"description\": \"Coefficients used in the original Diaz 2016 paper to estimate surge damage\",\n", + " \"description\": (\n", + " \"Coefficients used in the original Diaz 2016 paper to estimate surge \"\n", + " \"damage\"\n", + " ),\n", " }\n", ")\n", "out.elev_bounds.attrs.update(\n", " {\n", " \"long_name\": \"Elevation bounds\",\n", - " \"description\": \"Lower and upper bounds for each coastal elevation bin employed in pyCIAM\",\n", + " \"description\": (\n", + " \"Lower and upper bounds for each coastal elevation bin employed in pyCIAM\"\n", + " ),\n", " \"units\": \"m\",\n", " }\n", ")\n", @@ -425,7 +442,7 @@ } ], "source": [ - "out.to_zarr(PATH_DIAZ_INPUTS_INT, mode=\"w\")" + "save(out, PATH_DIAZ_INPUTS_INT, mode=\"w\")" ] } ], @@ -445,7 +462,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.10" + "version": "3.10.8" }, "widgets": { "application/vnd.jupyter.widget-state+json": { diff --git a/notebooks/data-processing/slr/AR5/1-convert-mat-version.ipynb b/notebooks/data-processing/slr/AR5/1-convert-mat-version.ipynb new file mode 100644 index 0000000..bce41f1 --- /dev/null +++ b/notebooks/data-processing/slr/AR5/1-convert-mat-version.ipynb @@ -0,0 +1,213 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Convert MATLAB v7.3 corefiles to MATLAB v5\n", + "- Octave doesn't support v7.3 as of 2020-05-19\n", + "- We use the Mat I/O C library to convert v7.3 to v5 (Mat I/O doesn't support v7)\n", + "- Note that what is called \"v5\" in Mat I/O is the same as \"v6\" in Octave" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "\n", + "sys.path.append(\"../../../\")" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "import shlex\n", + "from subprocess import run\n", + "\n", + "from shared import DIR_SLR_AR5_IFILES_INT, DIR_SLR_AR5_IFILES_RAW" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Wrote MAT file: \"/gcs/rhg-data/impactlab-rhg/coastal/sliiders/int/slr/ifiles/SLRProjections170113GRIDDEDcore_v5.mat\"\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Writing MAT variable: OceanDynMean... succeeded.\n", + "Writing MAT variable: OceanDynN... succeeded.\n", + "Writing MAT variable: OceanDynRegions... succeeded.\n", + "Writing MAT variable: OceanDynStd... succeeded.\n", + "Writing MAT variable: OceanDynTECorr... succeeded.\n", + "Writing MAT variable: OceanDynYears... succeeded.\n", + "Writing MAT variable: ThermExpMean... succeeded.\n", + "Writing MAT variable: ThermExpN... succeeded.\n", + "Writing MAT variable: ThermExpStd... succeeded.\n", + "Writing MAT variable: ThermExpYears... succeeded.\n", + "Writing MAT variable: colAIS... succeeded.\n", + "Writing MAT variable: colGIC... succeeded.\n", + "Writing MAT variable: colGIS... succeeded.\n", + "Writing MAT variable: colLS... succeeded.\n", + "Writing MAT variable: colTE... succeeded.\n", + "Writing MAT variable: fpsite... succeeded.\n", + "Writing MAT variable: mergeZOSZOSTOGA... succeeded.\n", + "Writing MAT variable: nearestTG... succeeded.\n", + "Writing MAT variable: quantlevs... succeeded.\n", + "Writing MAT variable: rateprojs... succeeded.\n", + "Writing MAT variable: rateprojssd... succeeded.\n", + "Writing MAT variable: samps... succeeded.\n", + "Writing MAT variable: scens... succeeded.\n", + "Writing MAT variable: seeds... succeeded.\n", + "Writing MAT variable: targregionnames... succeeded.\n", + "Writing MAT variable: targregions... succeeded.\n", + "Writing MAT variable: targsitecoords... succeeded.\n", + "Writing MAT variable: targyears... succeeded.\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Wrote MAT file: \"/gcs/rhg-data/impactlab-rhg/coastal/sliiders/int/slr/ifiles/SLRProjections190726core_SEJ_full_v5.mat\"\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Writing MAT variable: corefileH... succeeded.\n", + "Writing MAT variable: corefileL... succeeded.\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Wrote MAT file: \"/gcs/rhg-data/impactlab-rhg/coastal/sliiders/int/slr/ifiles/SLRProjections200204GRIDDEDcore_D20_v5.mat\"\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Writing MAT variable: OceanDynMean... succeeded.\n", + "Writing MAT variable: OceanDynN... succeeded.\n", + "Writing MAT variable: OceanDynRegions... succeeded.\n", + "Writing MAT variable: OceanDynStd... succeeded.\n", + "Writing MAT variable: OceanDynTECorr... succeeded.\n", + "Writing MAT variable: OceanDynYears... succeeded.\n", + "Writing MAT variable: ThermExpMean... succeeded.\n", + "Writing MAT variable: ThermExpN... succeeded.\n", + "Writing MAT variable: ThermExpStd... succeeded.\n", + "Writing MAT variable: ThermExpYears... succeeded.\n", + "Writing MAT variable: colAIS... succeeded.\n", + "Writing MAT variable: colGIC... succeeded.\n", + "Writing MAT variable: colGIS... succeeded.\n", + "Writing MAT variable: colLS... succeeded.\n", + "Writing MAT variable: colTE... succeeded.\n", + "Writing MAT variable: fpsite... succeeded.\n", + "Writing MAT variable: mergeZOSZOSTOGA... succeeded.\n", + "Writing MAT variable: nearestTG... succeeded.\n", + "Writing MAT variable: quantlevs... succeeded.\n", + "Writing MAT variable: rateprojs... succeeded.\n", + "Writing MAT variable: rateprojssd... succeeded.\n", + "Writing MAT variable: samps... succeeded.\n", + "Writing MAT variable: scens... succeeded.\n", + "Writing MAT variable: seeds... succeeded.\n", + "Writing MAT variable: targregionnames... succeeded.\n", + "Writing MAT variable: targregions... succeeded.\n", + "Writing MAT variable: targsitecoords... succeeded.\n", + "Writing MAT variable: targyears... succeeded.\n", + "Writing MAT variable: OceanDynMean... succeeded.\n", + "Writing MAT variable: OceanDynN... succeeded.\n", + "Writing MAT variable: OceanDynRegions... succeeded.\n", + "Writing MAT variable: OceanDynStd... succeeded.\n", + "Writing MAT variable: OceanDynTECorr... succeeded.\n", + "Writing MAT variable: OceanDynYears... succeeded.\n", + "Writing MAT variable: ThermExpMean... succeeded.\n", + "Writing MAT variable: ThermExpN... succeeded.\n", + "Writing MAT variable: ThermExpStd... succeeded.\n", + "Writing MAT variable: ThermExpYears... succeeded.\n", + "Writing MAT variable: colAIS... succeeded.\n", + "Writing MAT variable: colGIC... succeeded.\n", + "Writing MAT variable: colGIS... succeeded.\n", + "Writing MAT variable: colLS... succeeded.\n", + "Writing MAT variable: colTE... succeeded.\n", + "Writing MAT variable: fpsite... succeeded.\n", + "Writing MAT variable: mergeZOSZOSTOGA... succeeded.\n", + "Writing MAT variable: nearestTG... succeeded.\n", + "Writing MAT variable: quantlevs... succeeded.\n", + "Writing MAT variable: rateprojs... succeeded.\n", + "Writing MAT variable: rateprojssd... succeeded.\n", + "Writing MAT variable: samps... succeeded.\n", + "Writing MAT variable: scens... succeeded.\n", + "Writing MAT variable: seeds... succeeded.\n", + "Writing MAT variable: targregionnames... succeeded.\n", + "Writing MAT variable: targregions... succeeded.\n", + "Writing MAT variable: targsitecoords... succeeded.\n", + "Writing MAT variable: targyears... succeeded.\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Wrote MAT file: \"/gcs/rhg-data/impactlab-rhg/coastal/sliiders/int/slr/ifiles/SLRProjections210628GRIDDEDcore_SROCC_v5.mat\"\n" + ] + } + ], + "source": [ + "DIR_SLR_AR5_IFILES_INT.mkdir(parents=True, exist_ok=True)\n", + "\n", + "for mfile_in in DIR_SLR_AR5_IFILES_RAW.glob(\"*.mat\"):\n", + " mfile_out = DIR_SLR_AR5_IFILES_INT / (mfile_in.stem + \"_v5\" + mfile_in.suffix)\n", + "\n", + " cmd = f\"matio_73to5 {mfile_in} {mfile_out}\"\n", + " run(shlex.split(cmd))" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.8" + }, + "widgets": { + "application/vnd.jupyter.widget-state+json": { + "state": {}, + "version_major": 2, + "version_minor": 0 + } + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/notebooks/data-processing/slr/AR5/2-generate-projected-lsl.ipynb b/notebooks/data-processing/slr/AR5/2-generate-projected-lsl.ipynb new file mode 100644 index 0000000..e5208c8 --- /dev/null +++ b/notebooks/data-processing/slr/AR5/2-generate-projected-lsl.ipynb @@ -0,0 +1,1441 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "tags": [] + }, + "source": [ + "# Generate Monte Carlo outputs for each gridded site in a corefile" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Setup" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "\n", + "sys.path.append(\"../../../\")" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "import dask.distributed as dd\n", + "import numpy as np\n", + "import parameterize_jobs as pj\n", + "from cloudpathlib import GSPath\n", + "from scipy.io import loadmat\n", + "from shared import (\n", + " DIR_SCRATCH,\n", + " DIR_SLR_AR5_IFILES_INT,\n", + " FS,\n", + " LOCALIZESL_COREFILES,\n", + " PATH_LOCALIZESL,\n", + " _to_fuse,\n", + " start_dask_cluster,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "tags": [ + "parameters" + ] + }, + "outputs": [], + "source": [ + "BATCH_SIZE = 32\n", + "\n", + "# When running on larger/scalable dask cluster, may wish to specify number of workers\n", + "# Default is LocalCluster which will use the number of CPUs available on local machine\n", + "N_WORKERS = None\n", + "# N_WORKERS = 64\n", + "\n", + "DIR_MFILES_SRC = PATH_LOCALIZESL / \"MFILES\"\n", + "TMP_MFILES_DIR = DIR_SCRATCH / \"MFILES\"" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "tags": [] + }, + "source": [ + "## Copy MFILES to location accessible by workers" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": { + "collapsed": true, + "jupyter": { + "outputs_hidden": true + }, + "tags": [] + }, + "outputs": [ + { + "ename": "NameError", + "evalue": "name 'TMP_MFILES_DIR' is not defined", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mNameError\u001b[0m Traceback (most recent call last)", + "Input \u001b[0;32mIn [1]\u001b[0m, in \u001b[0;36m\u001b[0;34m()\u001b[0m\n\u001b[0;32m----> 1\u001b[0m cp_output \u001b[38;5;241m=\u001b[39m \u001b[43mTMP_MFILES_DIR\u001b[49m\u001b[38;5;241m.\u001b[39mupload_from(DIR_MFILES_SRC)\n\u001b[1;32m 3\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m(TMP_MFILES_DIR, GSPath):\n\u001b[1;32m 4\u001b[0m TMP_MFILES_DIR \u001b[38;5;241m=\u001b[39m _to_fuser(TMP_MFILES_DIR)\n", + "\u001b[0;31mNameError\u001b[0m: name 'TMP_MFILES_DIR' is not defined" + ] + } + ], + "source": [ + "cp_output = TMP_MFILES_DIR.upload_from(DIR_MFILES_SRC)\n", + "\n", + "if isinstance(TMP_MFILES_DIR, GSPath):\n", + " TMP_MFILES_DIR = _to_fuse(TMP_MFILES_DIR)\n", + " TMP_MFILES_DIR.mkdir(exist_ok=True, parents=True)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Start cluster" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "client = start_dask_cluster(n_workers=N_WORKERS)\n", + "client" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Octave function used to run LocalizeSL" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "get_lslr_func = f\"\"\"\n", + "function this_ids = get_lslr(ix_start, ix_end, corefile_name, subcorefile_choice, dir_out)\n", + " ifilesdir='{str(DIR_SLR_AR5_IFILES_INT)}';\n", + " mfilesdir='{str(TMP_MFILES_DIR)}'\n", + "\n", + " addpath(ifilesdir);\n", + " addpath(mfilesdir);\n", + "\n", + " pkg load statistics\n", + "\n", + " f = [corefile_name '_v5.mat'];\n", + "\n", + " corefilewrapper=load(fullfile(ifilesdir, f));\n", + "\n", + " mkdir(dir_out);\n", + "\n", + " ccclab = \"SROCC\";\n", + " if strcmp(corefile_name, 'SLRProjections170113GRIDDEDcore')\n", + " ccclab = \"170113\";\n", + " end\n", + " if strcmp(corefile_name, 'SLRProjections190726core_SEJ_full')\n", + " disp(\"Make sure to run twice. Once for corefileL and once for corefileH\");\n", + " ccclab = \"SEJ\";\n", + " if strcmp(subcorefile_choice, \"H\")\n", + " corefile = corefilewrapper.corefileH;\n", + " else\n", + " corefile = corefilewrapper.corefileL;\n", + " end\n", + " else\n", + " corefile = corefilewrapper;\n", + " end\n", + " disp([\"Corefile: \" corefile_name]);\n", + " disp([\"Corefile label: \" ccclab]);\n", + " disp([\"Corefile subgroup: \" subcorefile_choice]);\n", + "\n", + " rateproj_corefile = load(fullfile(ifilesdir, 'SLRProjections190726core_SEJ_full_v5.mat')).corefileL;\n", + "\n", + " % Take corefile.targregionnames\n", + " % Get index of each name in rateproj_corefile.targregionnames\n", + " % Take those indices from rateprojs and rateprojssd\n", + " [_, idx_this_corefile, idx_rateproj_corefile] = intersect(corefile.targregionnames, rateproj_corefile.targregionnames);\n", + " corefile.rateprojs(idx_this_corefile) = rateproj_corefile.rateprojs(idx_rateproj_corefile);\n", + " corefile.rateprojssd(idx_this_corefile) = rateproj_corefile.rateprojssd(idx_rateproj_corefile);\n", + "\n", + " rand(\"seed\", 0);\n", + " corefile.seeds = [];\n", + " for rrr=1:size(corefile.samps, 2)\n", + " seeds=linspace(0,1,size(corefile.samps, 1) + 2);\n", + " seeds=seeds(2:end-1);\n", + " seeds=norminv(seeds(randperm(length(seeds))));\n", + "\n", + " corefile.seeds = [corefile.seeds; seeds];\n", + " end\n", + "\n", + " siteids = int64(corefile.targregions);\n", + "\n", + " % Subset `siteids` to the really high-numbered ones (the gridded ones, rather than those indexed by PSMSL stations)\n", + " gridids = siteids(siteids > 100000000);\n", + "\n", + " disp([\"Number of sites: \" mat2str(length(gridids))]);\n", + "\n", + " if (ix_start == 0 && ix_end == 0)\n", + " this_ids = [0];\n", + " else\n", + " this_ids = gridids(ix_start:ix_end);\n", + " end\n", + "\n", + " n_ids = size(this_ids)(1);\n", + " for i=1:n_ids\n", + " [sampslocrise,sampsloccomponents,siteids,sitenames,targyears,scens,cols] = LocalizeStoredProjections(this_ids(i),corefile);\n", + " if this_ids(i) == 0\n", + " sl_str = \"GSL\";\n", + " else\n", + " sl_str = \"LSL\";\n", + " WriteTableMC(sampsloccomponents,24,siteids,sitenames,targyears,scens,[dir_out sl_str 'proj_MC_' ccclab '_baseline_']);\n", + " end\n", + " WriteTableMC(sampsloccomponents,[],siteids,sitenames,targyears,scens,[dir_out sl_str 'proj_MC_' ccclab '_']);\n", + " end\n", + "\"\"\"" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Python wrappers needed for running Octave function" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "def run_batch(start, end, corefile, sub_corefile, dir_out):\n", + " from oct2py import octave\n", + "\n", + " octave.eval(get_lslr_func)\n", + " return octave.get_lslr(start, end, corefile, sub_corefile, str(dir_out) + \"/\")\n", + "\n", + "\n", + "def get_num_sites(corefile, sub_corefile=None):\n", + " path_corefile = DIR_SLR_AR5_IFILES_INT / (corefile + \"_v5.mat\")\n", + "\n", + " cf = loadmat(path_corefile, squeeze_me=True)\n", + "\n", + " if sub_corefile is None:\n", + " targ_regions = cf[\"targregions\"]\n", + " else:\n", + " targ_regions = cf[\"corefile\" + sub_corefile][\"targregions\"].item()\n", + "\n", + " return (targ_regions > 100000000).sum()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "tags": [] + }, + "source": [ + "## Run jobs on workers" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "futures = dict()\n", + "\n", + "n_corefiles = len(sum(LOCALIZESL_COREFILES.values(), []))\n", + "for corefile, sub_corefiles in LOCALIZESL_COREFILES.items():\n", + " futures[corefile] = dict()\n", + " for sub_corefile in sub_corefiles:\n", + " num_sites = get_num_sites(corefile, sub_corefile)\n", + "\n", + " # get beginning and ending index for each batch\n", + " starts = np.arange(1, num_sites, BATCH_SIZE)\n", + " ends = np.arange(BATCH_SIZE, num_sites + BATCH_SIZE, BATCH_SIZE)\n", + " ends[-1] = num_sites\n", + "\n", + " # add gsl\n", + " starts = np.hstack(([0], starts))\n", + " ends = np.hstack(([0], ends))\n", + "\n", + " # get out dir\n", + " dir_out = TMP_MFILES_DIR.parent / \"mcs\" / corefile / \"mc_tsv\"\n", + " dir_out.mkdir(parents=True, exist_ok=True)\n", + "\n", + " # get jobs\n", + " jobs = pj.Constant(\n", + " corefile=corefile, sub_corefile=sub_corefile, dir_out=dir_out\n", + " ) * pj.ParallelComponentSet(start=starts, end=ends)\n", + "\n", + " # map jobs\n", + " futures[corefile][sub_corefile] = client.map(pj.expand_kwargs(run_batch), jobs)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Clean up temporary MFILES and close cluster" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "dd.wait(futures)\n", + "client.cluster.close(), client.close()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "FS.rm(str(TMP_MFILES_DIR.relative_to(\"/gcs\")), recursive=True)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.8" + }, + "nbdime-conflicts": { + "local_diff": [ + { + "key": "widgets", + "op": "add", + "value": { + "application/vnd.jupyter.widget-state+json": { + "state": {}, + "version_major": 2, + "version_minor": 0 + } + } + } + ], + "remote_diff": [ + { + "key": "widgets", + "op": "add", + "value": { + "application/vnd.jupyter.widget-state+json": { + "state": { + "01751e9f631f4ad29269930e933bb9a1": { + "model_module": "@jupyter-widgets/controls", + "model_module_version": "1.5.0", + "model_name": "VBoxModel", + "state": { + "children": [ + "IPY_MODEL_9087d1288cc74b25b96bc36457cf9c86", + "IPY_MODEL_3e4f7718cfda4cd0a3f828c077674a29" + ], + "layout": "IPY_MODEL_a287cc2020e941dbb4ec8862559d8d03" + } + }, + "025b107359e8494985fcefba1c2e43ee": { + "model_module": "@jupyter-widgets/base", + "model_module_version": "1.2.0", + "model_name": "LayoutModel", + "state": {} + }, + "026c0c222181416ab109ca7372d2c9bf": { + "model_module": "@jupyter-widgets/controls", + "model_module_version": "1.5.0", + "model_name": "IntTextModel", + "state": { + "description": "Minimum", + "layout": "IPY_MODEL_4e51cd8a9cc8443b9106b6d0eabc234c", + "step": 1, + "style": "IPY_MODEL_3f647d95b04142309b44ae885f866b92" + } + }, + "0755c45d2beb436a9e625c55adb7a929": { + "model_module": "@jupyter-widgets/controls", + "model_module_version": "1.5.0", + "model_name": "DescriptionStyleModel", + "state": { + "description_width": "" + } + }, + "09a5e0b9bf1648eab18faf2e9cf58146": { + "model_module": "@jupyter-widgets/controls", + "model_module_version": "1.5.0", + "model_name": "HTMLModel", + "state": { + "layout": "IPY_MODEL_d87c4689c4c44600a3c6e321c19c16f3", + "style": "IPY_MODEL_0755c45d2beb436a9e625c55adb7a929", + "value": "
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"d54c06e4-f962-40a2-9d51-5d53f613fc42", + "metadata": {}, + "source": [ + "# Retrieve `OceanDynN` information from LocalizeSL corefiles\n", + "`OceanDynN` represents the number of GCMs used to calculate LSL projections for each year-RCP-site\n", + "\n", + "This notebook saves this information in a `.zarr` in a format similar to the projections themselves" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ea31cea7-7800-47be-8f40-6c646ebf25d7", + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "\n", + "sys.path.append(\"../../../\")" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "06b96358-6f6c-4d18-993c-548d013f662f", + "metadata": {}, + "outputs": [], + "source": [ + "import pandas as pd\n", + "from oct2py import octave\n", + "from shared import (\n", + " DIR_SCRATCH,\n", + " DIR_SLR_AR5_IFILES_INT,\n", + " FS,\n", + " LOCALIZESL_COREFILES,\n", + " PATH_LOCALIZESL,\n", + " PATH_SLR_AR5_N_GCMS,\n", + " _to_fuse,\n", + " save,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "b1d27162-8a9b-4752-9d88-050379c29191", + "metadata": {}, + "source": [ + "#### Define paths" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "4fb517fb-cf6c-4bb7-aeb6-575c9fe082be", + "metadata": {}, + "outputs": [], + "source": [ + "DIR_OCTAVE_OUTPUTS = DIR_SCRATCH / \"ngcm_localizeSL_outputs\"\n", + "DIR_OCTAVE_OUTPUTS_FUSE = str(_to_fuse(DIR_OCTAVE_OUTPUTS))\n", + "\n", + "DIR_MFILES = PATH_LOCALIZESL / \"MFILES\"" + ] + }, + { + "cell_type": "markdown", + "id": "c1ccca44-499b-410d-b205-23582d25a2ab", + "metadata": {}, + "source": [ + "### Define Octave function to save information about `OceanDyn` parameters" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "0d9e7d86-c117-4583-bddd-7a855baacdba", + "metadata": {}, + "outputs": [], + "source": [ + "load_oceandyn_func = f\"\"\"\n", + "function oceandyn_info = save_oceandyn_info(corefile_name, subcorefile_choice)\n", + " dir_out = '{DIR_OCTAVE_OUTPUTS_FUSE}';\n", + "\n", + " ifilesdir='{str(DIR_SLR_AR5_IFILES_INT)}';\n", + " mfilesdir='{str(DIR_MFILES)}';\n", + "\n", + " addpath(ifilesdir);\n", + " addpath(mfilesdir);\n", + "\n", + " f = [corefile_name '_v5.mat'];\n", + "\n", + " corefilewrapper=load(fullfile(ifilesdir, f));\n", + "\n", + " mkdir(dir_out);\n", + "\n", + " if strcmp(corefile_name, 'SLRProjections190726core_SEJ_full')\n", + " if strcmp(subcorefile_choice, \"H\")\n", + " corefile = corefilewrapper.corefileH;\n", + " else\n", + " corefile = corefilewrapper.corefileL;\n", + " end\n", + " else\n", + " corefile = corefilewrapper;\n", + " end\n", + "\n", + " disp([\"Corefile: \" corefile_name]);\n", + " disp([\"Corefile subgroup: \" subcorefile_choice]);\n", + "\n", + " siteids = int64(corefile.targregions);\n", + "\n", + " for i=1:length(corefile.scens)\n", + " scen = cell2mat(corefile.scens(i));\n", + " csvwrite(strcat(dir_out, '/OceanDynN_', corefile_name, '_', scen, '.csv'), corefile.OceanDynN(:,:,i));\n", + " csvwrite(strcat(dir_out, '/OceanDynYears_', corefile_name, '_', scen, '.csv'), corefile.OceanDynYears);\n", + " dlmwrite(strcat(dir_out, '/siteid_', corefile_name, '_', scen, '.csv'), siteids, 'precision', '%i')\n", + " end\n", + "end\n", + "\"\"\"" + ] + }, + { + "cell_type": "markdown", + "id": "d3b7abb1-a454-4768-b0e1-4633950cb6ea", + "metadata": {}, + "source": [ + "### Save OceanDyn metadata for each corefile" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e22ac5a3-7b5c-44ad-ac2b-2ef5b7802ad9", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Corefile: SLRProjections190726core_SEJ_full\n", + "Corefile subgroup: L\n", + "Corefile: SLRProjections190726core_SEJ_full\n", + "Corefile subgroup: H\n", + "Corefile: SLRProjections170113GRIDDEDcore\n", + "warning: implicit conversion from numeric to char\n", + "Corefile subgroup: \u0000\n", + "Corefile: SLRProjections200204GRIDDEDcore_D20\n", + "warning: implicit conversion from numeric to char\n", + "Corefile subgroup: \u0000\n", + "Corefile: SLRProjections210628GRIDDEDcore_SROCC\n", + "warning: implicit conversion from numeric to char\n", + "Corefile subgroup: \u0000\n" + ] + } + ], + "source": [ + "octave.eval(load_oceandyn_func)\n", + "\n", + "for corefile_name, subcorefiles in LOCALIZESL_COREFILES.items():\n", + " for subcorefile_choice in subcorefiles:\n", + " octave.save_oceandyn_info(corefile_name, subcorefile_choice)" + ] + }, + { + "cell_type": "markdown", + "id": "78ddc154-c4e0-439a-849b-788ec59d15ea", + "metadata": {}, + "source": [ + "### Load CSV outputs into DataFrames" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "83c33314-69b6-4e50-80fe-bd9462b64aae", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "SLRProjections190726core_SEJ_full ['2p0degree+L', 'rcp85+H']\n", + "SLRProjections170113GRIDDEDcore ['rcp26', 'rcp45', 'rcp60', 'rcp85']\n", + "SLRProjections200204GRIDDEDcore_D20 ['rcp26', 'rcp45', 'rcp60', 'rcp85']\n", + "SLRProjections210628GRIDDEDcore_SROCC ['rcp26', 'rcp45', 'rcp60', 'rcp85']\n" + ] + } + ], + "source": [ + "rcps = [\"2p0degree+L\", \"rcp85+H\", \"rcp26\", \"rcp45\", \"rcp60\", \"rcp85\"]\n", + "\n", + "dfs = []\n", + "for corefile in LOCALIZESL_COREFILES.keys():\n", + " rcps = [\"rcp26\", \"rcp45\", \"rcp60\", \"rcp85\"]\n", + " if corefile == \"SLRProjections190726core_SEJ_full\":\n", + " rcps = [\"2p0degree+L\", \"rcp85+H\"]\n", + "\n", + " print(corefile, rcps)\n", + "\n", + " for rcp in rcps:\n", + " scenario = f\"{corefile}_{rcp}\"\n", + " sites = pd.read_csv(DIR_OCTAVE_OUTPUTS / f\"siteid_{scenario}.csv\", header=None)\n", + " sites[\"name\"] = sites[0].astype(int).astype(str)\n", + " sites = sites.drop(columns=[0])\n", + "\n", + " years = pd.read_csv(\n", + " DIR_OCTAVE_OUTPUTS / f\"OceanDynYears_{scenario}.csv\", header=None\n", + " )\n", + "\n", + " years = years.T.rename(columns={0: \"year\"})\n", + "\n", + " df = pd.read_csv(\n", + " DIR_OCTAVE_OUTPUTS / f\"OceanDynN_{scenario}.csv\",\n", + " header=None,\n", + " names=sites[\"name\"].values,\n", + " )\n", + " df = df.join(years).set_index(\"year\", drop=True)\n", + " df = df[\n", + " [c for c in df.columns if int(c) > 100000000]\n", + " ] # These high-valued sites are the gridded ones\n", + " df = df.loc[2000:]\n", + " df[\"scenario\"] = scenario\n", + " df = df.set_index(\"scenario\", append=True)\n", + "\n", + " df = df.stack()\n", + " df.index = df.index.set_names(\"scenario\", level=1)\n", + " df.index = df.index.set_names(\"site_id\", level=2)\n", + "\n", + " dfs.append(df)" + ] + }, + { + "cell_type": "markdown", + "id": "152a6a4b-5343-4c2a-881c-ca22e6716041", + "metadata": {}, + "source": [ + "## Merge DataFrames into xarray and save" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "65915940-695d-4623-b58d-89862d38a2bb", + "metadata": {}, + "outputs": [], + "source": [ + "save(pd.concat(dfs).to_xarray().to_dataset(name=\"numGCMs\"), PATH_SLR_AR5_N_GCMS)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5e2c614b-5a22-4b46-8f5a-59a59f81f5e1", + "metadata": {}, + "outputs": [], + "source": [ + "FS.rm(str(DIR_OCTAVE_OUTPUTS), recursive=True)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.8" + }, + "widgets": { + "application/vnd.jupyter.widget-state+json": { + "state": {}, + "version_major": 2, + "version_minor": 0 + } + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/notebooks/data-processing/slr/AR5/4-process-localizesl-output.ipynb b/notebooks/data-processing/slr/AR5/4-process-localizesl-output.ipynb new file mode 100644 index 0000000..af3f972 --- /dev/null +++ b/notebooks/data-processing/slr/AR5/4-process-localizesl-output.ipynb @@ -0,0 +1,871 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "tags": [] + }, + "source": [ + "# Aggregate TSV outputs of LocalizeSL into Zarr" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "metadata": {}, + "outputs": [], + "source": [ + "import dask.config\n", + "import numpy as np\n", + "import pandas as pd\n", + "import shared\n", + "import xarray as xr\n", + "from rhg_compute_tools import xarray as rhgx\n", + "from tqdm.notebook import tqdm\n", + "\n", + "from pyCIAM.utils import spherical_nearest_neighbor" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "metadata": { + "tags": [ + "parameters" + ] + }, + "outputs": [], + "source": [ + "# When running on larger/scalable dask cluster, may wish to specify number of workers\n", + "# Default is LocalCluster which will use the number of CPUs available on local machine\n", + "N_WORKERS = None\n", + "# N_WORKERS = 140\n", + "\n", + "# attrs for output zarr\n", + "METHOD = \"\"\"LocalizeSL was used to estimate monte carlo draws of future GMSL and LMSL relative to a vertical datum of MSL2000. Following this, altimetry data was used to adjust projections to a MSL2005 datum to align with AR6 projections. Data quality adjustments:\n", + "1. RCP6 ignored due to no post-2100 projections and fewer GCMS used for pre-2100 projections.\n", + "2. Sites with <3 GCMs for an pre-2100 years dropped.\n", + "3. Sites with any null values for post-2100 projections dropped.\"\"\"\n", + "DESCRIPTION = \"LocalizeSL-based relative sea level rise projections\"" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "client = shared.start_dask_cluster(n_workers=N_WORKERS)\n", + "client" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Get lists of outputs" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Corefile: SLRProjections190726core_SEJ_full -- 4192 site scenario files found, 2 global files found\n", + "Corefile: SLRProjections170113GRIDDEDcore -- 6288 site scenario files found, 3 global files found\n", + "Corefile: SLRProjections200204GRIDDEDcore_D20 -- 6288 site scenario files found, 3 global files found\n", + "Corefile: SLRProjections210628GRIDDEDcore_SROCC -- 6288 site scenario files found, 3 global files found\n", + "From all corefiles, 2096 baseline paths found\n" + ] + } + ], + "source": [ + "lsl_baseline_paths = dict()\n", + "\n", + "corefile_paths = dict()\n", + "for corefile in shared.LOCALIZESL_COREFILES:\n", + " corefile_paths[corefile] = dict()\n", + " dir_tsv = shared.DIR_SCRATCH / \"mcs\" / corefile / \"mc_tsv\"\n", + "\n", + " all_lsl_paths = list(dir_tsv.glob(\"LSL*.tsv\"))\n", + " all_gsl_paths = list(dir_tsv.glob(\"GSL*.tsv\"))\n", + "\n", + " corefile_paths[corefile][\"lsl_scenario_paths\"] = [\n", + " p for p in all_lsl_paths if \"_rcp60\" not in p.stem and \"_baseline\" not in p.stem\n", + " ]\n", + "\n", + " all_baseline_paths = [p for p in all_lsl_paths if \"_baseline\" in p.stem]\n", + " baseline_paths = {p.stem.split(\"_\")[-2]: p for p in all_baseline_paths}\n", + "\n", + " for site_id in baseline_paths:\n", + " lsl_baseline_paths[site_id] = baseline_paths[site_id]\n", + "\n", + " corefile_paths[corefile][\"lsl_baseline_paths\"] = [\n", + " p for p in all_lsl_paths if \"_baseline\" in p.stem\n", + " ]\n", + "\n", + " corefile_paths[corefile][\"gsl_paths\"] = [\n", + " p for p in all_gsl_paths if \"_rcp60\" not in p.stem and \"_baseline\" not in p.stem\n", + " ]\n", + "\n", + " print(\n", + " f\"Corefile: {corefile} -- {len(corefile_paths[corefile]['lsl_scenario_paths'])} site scenario \"\n", + " f\"files found, \"\n", + " f\"{len(corefile_paths[corefile]['gsl_paths'])} global files found\"\n", + " )\n", + "\n", + "lsl_baseline_paths = list(lsl_baseline_paths.values())\n", + "print(f\"From all corefiles, {len(lsl_baseline_paths)} baseline paths found\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Define functions to load and process TSVs" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "def combine_site_tsvs_into_dataframe(paths, is_baseline=False):\n", + " \"\"\"Open TSVs that are outputs of `WriteTableMC`, a function in the LocalizeSL repository\"\"\"\n", + "\n", + " dfs = []\n", + " for path in tqdm(paths):\n", + " df = pd.read_csv(\n", + " path,\n", + " sep=\"\\t\",\n", + " skiprows=2,\n", + " header=None,\n", + " names=[\"year\"] + [i for i in range(10000)],\n", + " )\n", + " rcp = path.stem.split(\"_\")[-1]\n", + " corefile = path.parent.parent.name\n", + " df.insert(0, \"scenario\", f\"{corefile}_{rcp}\")\n", + " df = df.dropna(subset=[0])\n", + " dfs.append(df)\n", + "\n", + " df_info = pd.read_csv(paths[0], nrows=0).columns[0]\n", + " coords = (df_info.split(\" \")[0]).split(\"_\")[1:]\n", + " # GSL\n", + " if coords == []:\n", + " lon = np.nan\n", + " lat = np.nan\n", + " # LSL\n", + " else:\n", + " lat = float(coords[0])\n", + " lon = float(coords[1])\n", + " site_id = path.stem.split(\"_\")[-2]\n", + "\n", + " out_df = pd.concat(dfs, ignore_index=True)\n", + "\n", + " out_df = out_df.sort_values([\"scenario\", \"year\"])\n", + " out_df.columns.name = \"mc_sample_id\"\n", + "\n", + " return out_df, site_id, lon, lat\n", + "\n", + "\n", + "def df_to_da(combined, site_id, lon, lat):\n", + " # Move columns representing sample instances to possible values of a single column\n", + " flattened = combined.melt(id_vars=[\"scenario\", \"year\"], value_name=\"msl_msl00\")\n", + "\n", + " # Some type-casting\n", + " flattened[\"year\"] = flattened[\"year\"].astype(np.uint16)\n", + "\n", + " # Convert centimeters to meters\n", + " flattened[\"msl_msl00\"] = flattened[\"msl_msl00\"] / 100\n", + " flattened[\"msl_msl00\"] = flattened[\"msl_msl00\"].astype(np.float32)\n", + "\n", + " # Set index as dimensions of destination xarray Dataset\n", + " flattened = flattened.set_index([\"scenario\", \"year\", \"mc_sample_id\"])\n", + "\n", + " # Convert to DataArray\n", + " ds = flattened.to_xarray()\n", + "\n", + " # add in coords\n", + " ds = ds.expand_dims({\"site_id\": [site_id]})\n", + " ds.coords[\"lon\"] = (\"site_id\", [lon])\n", + " ds.coords[\"lat\"] = (\"site_id\", [lat])\n", + "\n", + " # make sure longitude is -180 to 180\n", + " ds[\"lon\"] = ds.lon.where(ds.lon <= 180, -360 + ds.lon)\n", + "\n", + " # some type casting to minimize size\n", + " ds[\"year\"] = ds.year.astype(np.uint16)\n", + " ds[\"mc_sample_id\"] = ds.mc_sample_id.astype(np.uint16)\n", + "\n", + " # convert to DataArray\n", + " da = ds.msl_msl00\n", + "\n", + " return da\n", + "\n", + "\n", + "def process_site(paths, is_baseline=False):\n", + " combined, site_id, lon, lat = combine_site_tsvs_into_dataframe(paths)\n", + " if is_baseline:\n", + " combined[\"scenario\"] = \"baseline\"\n", + "\n", + " da_out = df_to_da(\n", + " combined,\n", + " site_id,\n", + " lon,\n", + " lat,\n", + " )\n", + " if is_baseline:\n", + " return da_out.squeeze(\"scenario\").drop(\"scenario\")\n", + " return da_out\n", + "\n", + "\n", + "def get_groups_from_paths(paths):\n", + " # group jobs by site_id\n", + " site_ids = [p.stem.split(\"_\")[-2] for p in paths]\n", + " site_ser = pd.Series(paths, index=site_ids)\n", + " return site_ser.groupby(level=0).apply(list).to_list()\n", + "\n", + "\n", + "def process_all_sites(corefile):\n", + " lsl_groups = get_groups_from_paths(corefile_paths[corefile][\"lsl_scenario_paths\"])\n", + "\n", + " # submit jobs to return futures of dataarrays\n", + " gsl_fut = client.submit(process_site, corefile_paths[corefile][\"gsl_paths\"])\n", + " lsl_fut = client.map(process_site, lsl_groups)\n", + " return gsl_fut, lsl_fut" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Process all files" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "SLRProjections190726core_SEJ_full\n", + "SLRProjections170113GRIDDEDcore\n", + "SLRProjections200204GRIDDEDcore_D20\n", + "SLRProjections210628GRIDDEDcore_SROCC\n" + ] + } + ], + "source": [ + "sl_arrs = []\n", + "for ix, corefile in enumerate(shared.LOCALIZESL_COREFILES.keys()):\n", + " print(corefile)\n", + "\n", + " # process results\n", + " gsl_fut, lsl_fut = process_all_sites(corefile)\n", + "\n", + " # gather arrays\n", + " gsl_arr = rhgx.dataarrays_from_delayed([gsl_fut], client=client)[0].squeeze(\n", + " drop=True\n", + " )\n", + " lsl_arr = rhgx.dataarray_from_delayed(lsl_fut, dim=\"site_id\", client=client).astype(\n", + " np.float32\n", + " )\n", + "\n", + " # merge arrays\n", + " sl_arr = xr.Dataset(\n", + " {\n", + " \"lsl_msl00\": lsl_arr,\n", + " \"gsl_msl00\": gsl_arr,\n", + " }\n", + " ).persist()\n", + "\n", + " sl_arrs.append(sl_arr)\n", + "\n", + "baseline_groups = get_groups_from_paths(lsl_baseline_paths)\n", + "lsl_baseline_fut = client.map(process_site, baseline_groups, is_baseline=True)\n", + "\n", + "lsl_baseline_arr = rhgx.dataarray_from_delayed(\n", + " lsl_baseline_fut, dim=\"site_id\", client=client\n", + ").astype(np.float32)\n", + "\n", + "lsl_baseline_arr = xr.Dataset(\n", + " {\n", + " \"lsl_ncc_msl00\": lsl_baseline_arr,\n", + " }\n", + ").persist()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "sl_arr = xr.merge((xr.concat(sl_arrs, \"scenario\"), lsl_baseline_arr))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Clean the outputs" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Clean using the following criteria:\n", + "\n", + "- Ignore RCP6 when creating groups of trajectories binned by GMSL (this occurs later in the binning notebook). This is missing for all sites post-2100 (since no CMIP5 models were run for the extended timeline using RCP6 and has fewer GCMs used than other scenarios for the pre-2100 years (since RCP6 was not a prioritized scenario).\n", + "- Drop any sites that have <3 GCMs for any pre-2100 years.\n", + "- Ignoring RCP6 (which has missing values for all sites after 2100), drop any sites that have null values for any post-2100 years (no sites have missing values outside of RCP6 for pre-2100 years)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "local_metadata": { + "tags": [] + }, + "remote_metadata": {} + }, + "outputs": [], + "source": [ + "n_gcms = shared.open_zarr(shared.PATH_SLR_AR5_N_GCMS, chunks=None).numGCMs.load()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# filter to only sites w/ >=3 gcms\n", + "good_sites = (\n", + " n_gcms.sel(year=slice(None, 2090)).min(dim=[\"year\", \"scenario\"]) >= 3\n", + ").values\n", + "\n", + "# filter to sites that have no missing values\n", + "good_sites = (\n", + " good_sites\n", + " & sl_arr.lsl_msl00.notnull().all(dim=[\"mc_sample_id\", \"scenario\", \"year\"]).values\n", + ")\n", + "\n", + "# execute filtering\n", + "with dask.config.set(**{\"array.slicing.split_large_chunks\": False}):\n", + " sl_arr = sl_arr.isel(site_id=good_sites).persist()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Adjust to 2005 levels" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "metadata": {}, + "outputs": [], + "source": [ + "adj = (\n", + " shared.open_dataarray(shared.PATH_SLR_HIST_TREND_MAP).rename(\n", + " longitude=\"lon\", latitude=\"lat\"\n", + " )\n", + " * 5\n", + " / 1000\n", + ")\n", + "adj[\"lon\"] = adj.lon.where(adj.lon <= 180, adj.lon - 360)\n", + "adj = adj.to_dataframe().dropna().reset_index()\n", + "\n", + "sites = sl_arr[[\"lon\", \"lat\"]].to_dataframe()\n", + "vals = adj.loc[\n", + " spherical_nearest_neighbor(sites, adj.reset_index()).values, \"sea_level_trends\"\n", + "]\n", + "vals.index = pd.Index(sl_arr.site_id.values, name=\"site_id\")\n", + "\n", + "sl_arr[[\"lsl_msl00\", \"lsl_ncc_msl00\"]] -= vals.to_xarray()" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "metadata": {}, + "outputs": [], + "source": [ + "adj = shared.open_dataset(shared.PATH_SLR_GMSL_HIST_TIMESERIES).msl.to_series()\n", + "sl_arr[\"gsl_msl00\"] -= adj.loc[\"1996\":\"2014\"].mean() - adj.loc[\"1991\":\"2009\"].mean()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Clean" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "metadata": {}, + "outputs": [], + "source": [ + "sl_arr = sl_arr.rename(\n", + " {\n", + " \"gsl_msl00\": \"gsl_msl05\",\n", + " \"lsl_msl00\": \"lsl_msl05\",\n", + " \"lsl_ncc_msl00\": \"lsl_ncc_msl05\",\n", + " }\n", + ")\n", + "\n", + "# update attrs\n", + "sl_arr.lsl_msl05.attrs.update(\n", + " {\n", + " \"long_name\": \"Estimated Future LMSL, MSL05\",\n", + " \"description\": (\n", + " \"Monte Carlo estimates of local mean sea level for a given RCP scenario \"\n", + " \"and year. Estimates are made on a sparse 2-degree coastal grid, and are \"\n", + " \"relative to MSL05 vertical datum.\"\n", + " ),\n", + " \"units\": \"m\",\n", + " }\n", + ")\n", + "\n", + "sl_arr.gsl_msl05.attrs.update(\n", + " {\n", + " \"long_name\": \"Estimated Future GMSL, MSL05\",\n", + " \"description\": (\n", + " \"Monte Carlo estimates of global mean sea level for a given RCP scenario \"\n", + " \"and year. Estimates are relative to MSL05 vertical datum.\"\n", + " ),\n", + " \"units\": \"m\",\n", + " }\n", + ")\n", + "\n", + "sl_arr.lsl_ncc_msl05.attrs.update(\n", + " {\n", + " \"long_name\": \"Counterfactual Future LMSL (no climate change), MSL05\",\n", + " \"description\": (\n", + " \"Monte Carlo estimates of local mean sea level in the no-climate change scenario \"\n", + " \"for each year. Estimates are made on a sparse 2-degree coastal grid, and are \"\n", + " \"relative to MSL05 vertical datum.\"\n", + " ),\n", + " \"units\": \"m\",\n", + " }\n", + ")\n", + "\n", + "sl_arr.attrs.update(\n", + " {\n", + " \"author\": shared.AUTHOR,\n", + " \"contact\": shared.CONTACT,\n", + " \"description\": DESCRIPTION,\n", + " \"method\": METHOD,\n", + " \"updated\": pd.Timestamp.now(tz=\"US/Pacific\").strftime(\"%c\"),\n", + " }\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "tags": [] + }, + "source": [ + "## Save" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "metadata": {}, + "outputs": [], + "source": [ + "# re-chunk\n", + "sl_arr = sl_arr.chunk(\n", + " {\"scenario\": -1, \"site_id\": 100, \"year\": -1, \"mc_sample_id\": 100}\n", + ").persist()" + ] + }, + { + "cell_type": "code", + "execution_count": 53, + "metadata": {}, + "outputs": [], + "source": [ + "shared.save(sl_arr, shared.PATH_SLR_AR5_FULL, mode=\"w\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "client.cluster.close(), client.close()" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.8" + }, + "nbdime-conflicts": { + "local_diff": [ + { + "key": "widgets", + "op": "add", + "value": { + "application/vnd.jupyter.widget-state+json": { + "state": {}, + "version_major": 2, + "version_minor": 0 + } + } + } + ], + "remote_diff": [ + { + "key": "widgets", + "op": "add", + "value": { + "application/vnd.jupyter.widget-state+json": { + "state": { + "0076aa049aaa4ca3903afa05d5dcf14a": { + "model_module": "@jupyter-widgets/controls", + "model_module_version": "1.5.0", + "model_name": "ButtonStyleModel", + "state": {} + }, + "02384fe74f774f47b037d5863b7070b0": { + "model_module": "@jupyter-widgets/controls", + "model_module_version": "1.5.0", + "model_name": "HTMLModel", + "state": { + "layout": "IPY_MODEL_58c2f7e60e9f44f2856ae5f917718d2e", + "style": "IPY_MODEL_4fd8d719926648e384cf0302d416a20a", + "value": "

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Step 5 simply collapses these MC draws into quantiles. + +The steps to produce this output are as follows: +1. [convert-mat-version](./1-convert-mat-version.ipynb): Necessary to convert the MatLab version to work with Octave +2. [generate-projected-lsl](./2-generate-projected-lsl.ipynb): Dask workers running Octave. For any corefile, call the LocalizeSL `LocalizeStoredProjections` function, followed by `WriteTableMC`, to get outputs as TSVs. +3. [retrieve-num-gcms](./3-retrieve-num-gcms.ipynb): Calculate number of GCMs for each site-year-scenario, for later use in clipping some sites due to data quality issues. +4. [process-localizesl-output](./4-process-localizesl-output.ipynb): combine all TSVs into a single Zarr store. Clip some sites based on data quality criteria. +5. [create-slr-quantile](./5-create-slr-quantile.ipynb): Take quantiles of the outputs of step (4), for use in the runs executed as part of Depsky et al. 2023. \ No newline at end of file diff --git a/notebooks/data-processing/slr/AR6.ipynb b/notebooks/data-processing/slr/AR6.ipynb new file mode 100644 index 0000000..cc50f43 --- /dev/null +++ b/notebooks/data-processing/slr/AR6.ipynb @@ -0,0 +1,202 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "\n", + "sys.path.append(\"../../\")" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/srv/conda/envs/notebook/lib/python3.9/site-packages/dask_gateway/client.py:21: FutureWarning: format_bytes is deprecated and will be removed in a future release. Please use dask.utils.format_bytes instead.\n", + " from distributed.utils import LoopRunner, format_bytes\n" + ] + } + ], + "source": [ + "import pandas as pd\n", + "import shared\n", + "import xarray as xr\n", + "from shared import open_dataset, save" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Load and aggregate AR6 FACTS projections" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Processing gs://rhg-data/impactlab-rhg/coastal/ciam_paper/data/raw/slr/ar6/regional/total_ssp126_low_confidence_values.nc...\n", + "Processing gs://rhg-data/impactlab-rhg/coastal/ciam_paper/data/raw/slr/ar6/regional/total_ssp245_low_confidence_values.nc...\n", + "Processing gs://rhg-data/impactlab-rhg/coastal/ciam_paper/data/raw/slr/ar6/regional/total_ssp585_low_confidence_values.nc...\n", + "Processing gs://rhg-data/impactlab-rhg/coastal/ciam_paper/data/raw/slr/ar6/regional/total_ssp119_medium_confidence_values.nc...\n", + "Processing gs://rhg-data/impactlab-rhg/coastal/ciam_paper/data/raw/slr/ar6/regional/total_ssp126_medium_confidence_values.nc...\n", + "Processing gs://rhg-data/impactlab-rhg/coastal/ciam_paper/data/raw/slr/ar6/regional/total_ssp245_medium_confidence_values.nc...\n", + "Processing gs://rhg-data/impactlab-rhg/coastal/ciam_paper/data/raw/slr/ar6/regional/total_ssp370_medium_confidence_values.nc...\n", + "Processing gs://rhg-data/impactlab-rhg/coastal/ciam_paper/data/raw/slr/ar6/regional/total_ssp585_medium_confidence_values.nc...\n", + "Processing gs://rhg-data/impactlab-rhg/coastal/ciam_paper/data/raw/slr/ar6/regional/verticallandmotion_ssp126_low_confidence_values.nc...\n", + "Processing gs://rhg-data/impactlab-rhg/coastal/ciam_paper/data/raw/slr/ar6/regional/verticallandmotion_ssp245_low_confidence_values.nc...\n", + "Processing gs://rhg-data/impactlab-rhg/coastal/ciam_paper/data/raw/slr/ar6/regional/verticallandmotion_ssp585_low_confidence_values.nc...\n", + "Processing gs://rhg-data/impactlab-rhg/coastal/ciam_paper/data/raw/slr/ar6/regional/verticallandmotion_ssp119_medium_confidence_values.nc...\n", + "Processing gs://rhg-data/impactlab-rhg/coastal/ciam_paper/data/raw/slr/ar6/regional/verticallandmotion_ssp126_medium_confidence_values.nc...\n", + "Processing gs://rhg-data/impactlab-rhg/coastal/ciam_paper/data/raw/slr/ar6/regional/verticallandmotion_ssp245_medium_confidence_values.nc...\n", + "Processing gs://rhg-data/impactlab-rhg/coastal/ciam_paper/data/raw/slr/ar6/regional/verticallandmotion_ssp370_medium_confidence_values.nc...\n", + "Processing gs://rhg-data/impactlab-rhg/coastal/ciam_paper/data/raw/slr/ar6/regional/verticallandmotion_ssp585_medium_confidence_values.nc...\n" + ] + } + ], + "source": [ + "all_ds = []\n", + "global_ds = []\n", + "global_ssps = []\n", + "\n", + "\n", + "def open_and_convert(ds_path):\n", + " out = open_dataset(ds_path)\n", + " out[\"sea_level_change\"] = (\n", + " out.sea_level_change.pint.quantify().pint.to(\"meters\").pint.dequantify()\n", + " )\n", + " return out\n", + "\n", + "\n", + "for kind in [\"total\", \"verticallandmotion\"]:\n", + " ds = []\n", + " this_ssps = []\n", + " for conf in [\"low\", \"medium\"]:\n", + " for ds_path in (shared.DIR_SLR_AR6_RAW / \"regional\").glob(f\"{kind}_*_{conf}_*\"):\n", + " print(f\"Processing {ds_path}...\")\n", + " this_ssp = ds_path.name.split(\"_\")[1]\n", + " ssp_conf = f\"{this_ssp}_{conf}\"\n", + " ds.append(open_and_convert(ds_path))\n", + " this_ssps.append(ssp_conf)\n", + " if kind == \"total\":\n", + " global_ds.append(\n", + " open_and_convert(shared.DIR_SLR_AR6_RAW / \"global\" / ds_path.name)\n", + " )\n", + " global_ssps.append(ssp_conf)\n", + " all_ds.append(\n", + " xr.concat(ds, pd.Index(this_ssps, name=\"scenario\"), data_vars=\"different\")\n", + " )\n", + "\n", + "# for some reason the VLM dataset has an entry for 2005 that is all 0s, while other\n", + "# datasets just don't have 2005 b/c it is the assumed basline\n", + "assert (all_ds[1].sea_level_change.sel(years=2005) == 0).all()\n", + "all_ds[1] = all_ds[1].sel(years=slice(2006, None))\n", + "\n", + "global_ds = (\n", + " xr.concat(global_ds, pd.Index(global_ssps, name=\"scenario\"), data_vars=\"different\")\n", + " .squeeze(drop=True)\n", + " .drop_vars([\"lon\", \"lat\"])\n", + " .sea_level_change\n", + ")\n", + "\n", + "# handle floating point matching errors on the quantile dimension\n", + "global_ds[\"quantiles\"] = all_ds[0].quantiles\n", + "all_ds[1][\"quantiles\"] = all_ds[0].quantiles\n", + "\n", + "all_ds = xr.Dataset(\n", + " {\n", + " \"lsl_msl05\": all_ds[0].sea_level_change,\n", + " \"lsl_ncc_msl05\": all_ds[1].sea_level_change,\n", + " \"gsl_msl05\": global_ds,\n", + " \"lon\": all_ds[1].lon,\n", + " \"lat\": all_ds[0].lat,\n", + " }\n", + ")\n", + "\n", + "# drop locations with NaN values in the time period we're interested in\n", + "valid = (\n", + " all_ds[[\"lsl_msl05\", \"lsl_ncc_msl05\"]]\n", + " .sel(years=slice(2100))\n", + " .notnull()\n", + " .all([\"scenario\", \"quantiles\", \"years\"])\n", + " .to_array(\"tmp\")\n", + " .all(\"tmp\")\n", + ")\n", + "all_ds = all_ds.sel(locations=valid)\n", + "\n", + "all_ds = all_ds.rename(\n", + " {\"years\": \"year\", \"quantiles\": \"quantile\", \"locations\": \"site_id\"}\n", + ")\n", + "\n", + "# we generally allow +180 but not -180\n", + "all_ds[\"lon\"] = all_ds.lon.where(all_ds.lon != -180, 180)\n", + "\n", + "# ensure no locations have missing values\n", + "assert all_ds.sel(year=slice(2100)).notnull().all().to_array().all()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Save" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "for v in all_ds.variables:\n", + " all_ds[v].encoding.clear()\n", + "save(all_ds.chunk({\"site_id\": 100}), shared.PATH_SLR_AR6, mode=\"w\")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.10" + }, + "widgets": { + "application/vnd.jupyter.widget-state+json": { + "state": {}, + "version_major": 2, + "version_minor": 0 + } + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/notebooks/data-processing/slr/sweet.ipynb b/notebooks/data-processing/slr/sweet.ipynb new file mode 100644 index 0000000..5e3a277 --- /dev/null +++ b/notebooks/data-processing/slr/sweet.ipynb @@ -0,0 +1,327 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "\n", + "sys.path.append(\"../../\")" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/srv/conda/envs/notebook/lib/python3.9/site-packages/dask_gateway/client.py:21: FutureWarning: format_bytes is deprecated and will be removed in a future release. Please use dask.utils.format_bytes instead.\n", + " from distributed.utils import LoopRunner, format_bytes\n" + ] + } + ], + "source": [ + "import numpy as np\n", + "import pandas as pd\n", + "import shared\n", + "import xarray as xr\n", + "from shared import open_dataarray, open_dataset, open_zarr, save\n", + "\n", + "from pyCIAM import spherical_nearest_neighbor as snn" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Aggregate Sweet et al. datasets" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "# Global data\n", + "glob = (\n", + " open_dataset(shared.DIR_SLR_SWEET_RAW / \"TR_global_projections.nc\")\n", + " .rename(years=\"year\", percentiles=\"quantile\")\n", + " .sel(year=slice(2020, None))[\n", + " [\"GMSL_Low\", \"GMSL_IntLow\", \"GMSL_Int\", \"GMSL_IntHigh\", \"GMSL_High\"]\n", + " ]\n", + " .to_array(dim=\"scenario\")\n", + ")\n", + "glob[\"scenario\"] = glob.scenario.str[5:]\n", + "glob[\"quantile\"] = glob[\"quantile\"] / 100" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "# Gauge data\n", + "ds_loc = (\n", + " open_dataset(shared.DIR_SLR_SWEET_RAW / \"TR_local_projections.nc\")\n", + " .set_coords([\"lon\", \"lat\"])\n", + " .rename(percentiles=\"quantile\", years=\"year\", tg=\"site_id\")\n", + " .dropna(how=\"all\", dim=\"year\")\n", + " .sel(year=slice(2020, None))\n", + ")\n", + "\n", + "# drop stations w/ QC issues\n", + "ds_loc = ds_loc.sel(site_id=~ds_loc.QC_flag.astype(bool))\n", + "\n", + "# rearrange\n", + "ds_loc = ds_loc[[i for i in ds_loc.data_vars if i.startswith(\"rsl_total\")]].to_array(\n", + " dim=\"scenario\"\n", + ")\n", + "ds_loc[\"quantile\"] = ds_loc[\"quantile\"] / 100\n", + "ds_loc[\"scenario\"] = ds_loc.scenario.str[10:]\n", + "assert ds_loc.notnull().all()\n", + "\n", + "# rename site ID as numeric\n", + "ds_loc[\"site_id\"] = np.arange(ds_loc.site_id.size)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "# Gridded data\n", + "grid = (\n", + " open_dataset(shared.DIR_SLR_SWEET_RAW / \"TR_gridded_projections.nc\")\n", + " .rename(percentiles=\"quantile\", years=\"year\")\n", + " .dropna(how=\"all\", dim=\"year\")\n", + " .sel(year=slice(2020, None))\n", + " .stack(site_id=[\"lon\", \"lat\"])\n", + ")\n", + "\n", + "# rearrange\n", + "grid = grid[[i for i in grid.data_vars if i.startswith(\"rsl_total\")]].to_array(\n", + " dim=\"scenario\"\n", + ")\n", + "grid[\"quantile\"] = grid[\"quantile\"] / 100\n", + "grid[\"scenario\"] = grid.scenario.str[10:]\n", + "\n", + "# drop land pixels that are not valid\n", + "grid = grid.sel(site_id=(grid != -31985).all([\"scenario\", \"quantile\", \"year\"]))\n", + "assert grid.notnull().all()\n", + "\n", + "# rename site_id\n", + "grid = grid.reset_index(\"site_id\").assign_coords(\n", + " site_id=np.arange(ds_loc.site_id.size, ds_loc.site_id.size + grid.site_id.size)\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "# we call these \"05\" even though they are currently relative to '00. Will convert next\n", + "full = xr.Dataset(\n", + " {\n", + " \"lsl_msl05\": xr.concat((ds_loc, grid.interp(year=ds_loc.year)), \"site_id\"),\n", + " \"gsl_msl05\": glob,\n", + " }\n", + ")\n", + "assert full.lsl_msl05.notnull().all()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Adjust to 2005 baseline" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "First the LSL" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "adj = (\n", + " open_dataarray(shared.PATH_SLR_HIST_TREND_MAP).rename(\n", + " longitude=\"lon\", latitude=\"lat\"\n", + " )\n", + " * 5\n", + ")\n", + "adj[\"lon\"] = adj.lon.where(adj.lon <= 180, adj.lon - 360)\n", + "adj = adj.to_dataframe().dropna().reset_index()\n", + "\n", + "full_sites = full[[\"lon\", \"lat\"]].to_dataframe()\n", + "full_sites[\"lon\"] = full_sites.lon.where(full_sites.lon <= 180, full_sites.lon - 360)\n", + "\n", + "vals = adj.loc[snn(full_sites, adj.reset_index()).values, \"sea_level_trends\"]\n", + "vals.index = pd.Index(full.site_id.values, name=\"site_id\")\n", + "\n", + "full[\"lsl_msl05\"] -= vals.to_xarray()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Then the GSL" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "adj = open_dataset(shared.PATH_SLR_GMSL_HIST_TIMESERIES).msl.to_series()\n", + "full[\"gsl_msl05\"] -= (\n", + " adj.loc[\"1996\":\"2014\"].mean() - adj.loc[\"1991\":\"2009\"].mean()\n", + ") * 1000" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Update to meters" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "full.lon.attrs.clear()\n", + "full.lat.attrs.clear()\n", + "full = (\n", + " full.pint.quantify(lsl_msl05=\"mm\", gsl_msl05=\"mm\")\n", + " .pint.to(lsl_msl05=\"meters\", gsl_msl05=\"meters\")\n", + " .pint.dequantify()\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Add NCC scenario" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [], + "source": [ + "# use AR6 VLM scenario for Sweet\n", + "\n", + "ar6 = open_zarr(shared.PATH_SLR_AR6)[[\"lon\", \"lat\", \"lsl_ncc_msl05\"]]\n", + "\n", + "aligned_sites = snn(\n", + " full_sites, ar6[[\"lon\", \"lat\"]].to_dataframe().reset_index(drop=True)\n", + ").values\n", + "full[\"lsl_ncc_msl05\"] = (\n", + " ar6.lsl_ncc_msl05.sel(quantile=full[\"quantile\"])\n", + " .isel(site_id=aligned_sites)\n", + " .interp(year=full.year)\n", + " .assign_coords(site_id=full.site_id)\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Add description" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [], + "source": [ + "full.scenario.attrs.update(\n", + " {\n", + " \"description\": (\n", + " \"Scenarios are defined by their 2100 GMSL change relative to 2000. \"\n", + " \"Low=0.3m; IntLow=0.5m; Int=1.0m; IntHigh=1.5m; High=2.0m\"\n", + " )\n", + " }\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Save" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [], + "source": [ + "for v in full.variables:\n", + " full[v].encoding.clear()" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [], + "source": [ + "save(full.chunk({\"site_id\": 100}), shared.PATH_SLR_SWEET, mode=\"w\")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.8" + }, + "widgets": { + "application/vnd.jupyter.widget-state+json": { + "state": {}, + "version_major": 2, + "version_minor": 0 + } + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/notebooks/download-data.ipynb b/notebooks/download-data.ipynb deleted file mode 100644 index 74d1931..0000000 --- a/notebooks/download-data.ipynb +++ /dev/null @@ -1,227 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "id": "318ec323-147b-42a9-874b-6835b06813bc", - "metadata": {}, - "source": [ - "# Download necessary files" - ] - }, - { - "cell_type": "markdown", - "id": "9ad66ba5-1ea0-49d5-a860-bbb4963946ed", - "metadata": {}, - "source": [ - "This notebook downloads files necessary to replicate the analysis in Depsky et al. 2022." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "426928ba-2557-4f0b-b23d-58bec67b0690", - "metadata": {}, - "outputs": [], - "source": [ - "%load_ext autoreload\n", - "%autoreload 2" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "a9431a2c-9f54-493b-9cdb-1ea9421f1433", - "metadata": {}, - "outputs": [], - "source": [ - "import shutil\n", - "import tarfile\n", - "from io import BytesIO\n", - "from pathlib import Path\n", - "from tempfile import NamedTemporaryFile, TemporaryDirectory\n", - "from zipfile import ZipFile\n", - "\n", - "import requests\n", - "from cartopy.io import shapereader\n", - "from shared import (\n", - " DIR_GADM,\n", - " FS,\n", - " PATH_BORDERS,\n", - " PATH_COASTLINES,\n", - " PATH_SLIIDERS_ECON,\n", - " PATH_SLIIDERS_SLR,\n", - ")" - ] - }, - { - "cell_type": "markdown", - "id": "a17d55fb-d63b-4476-a209-391909e913e3", - "metadata": {}, - "source": [ - "## Plotting shapefiles" - ] - }, - { - "cell_type": "markdown", - "id": "d284b787-cd6c-4193-a402-5614027d1506", - "metadata": {}, - "source": [ - "These are necessary to run the [pyCIAM-results-figures.ipynb](./pyCIAM-results-figures.ipynb) notebook, but are not directly used in the model execution." - ] - }, - { - "cell_type": "markdown", - "id": "eca8f9f2-63f0-4c3c-b49e-8bc7cd50d0df", - "metadata": {}, - "source": [ - "### Natural Earth Country Boundaries" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "e470d031-aedf-4a3e-b4ba-ce7422b5b6d5", - "metadata": {}, - "outputs": [], - "source": [ - "def copy_to_dst(glob, dst):\n", - " for f in glob:\n", - " if not (dst / f.name).is_file():\n", - " shutil.copy(f, dst)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "b182039a-7173-4469-b239-4c761a36b35f", - "metadata": { - "tags": [] - }, - "outputs": [], - "source": [ - "PATH_BORDERS.parent.mkdir(exist_ok=True, parents=True)\n", - "PATH_COASTLINES.parent.mkdir(exist_ok=True, parents=True)\n", - "fname_boundary = Path(\n", - " shapereader.natural_earth(\n", - " resolution=\"50m\", category=\"cultural\", name=\"admin_0_boundary_lines_land\"\n", - " )\n", - ")\n", - "fname_coastlines = Path(\n", - " shapereader.natural_earth(resolution=\"110m\", category=\"physical\", name=\"coastline\")\n", - ")\n", - "copy_to_dst(fname_boundary.parent.glob(fname_boundary.stem + \"*\"), PATH_BORDERS.parent)\n", - "copy_to_dst(\n", - " fname_coastlines.parent.glob(fname_coastlines.stem + \"*\"), PATH_COASTLINES.parent\n", - ")" - ] - }, - { - "cell_type": "markdown", - "id": "9ea37e0e-246d-4767-8020-7a46238926cb", - "metadata": {}, - "source": [ - "### GADM" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "3b57bdc3-5ec2-46ad-901e-8359719c3009", - "metadata": {}, - "outputs": [], - "source": [ - "DIR_GADM.mkdir(exist_ok=True, parents=True)\n", - "\n", - "with TemporaryDirectory() as tmpdir:\n", - " with ZipFile(\n", - " BytesIO(\n", - " requests.get(\n", - " \"https://biogeo.ucdavis.edu/data/gadm3.6/gadm36_levels_shp.zip\"\n", - " ).content\n", - " )\n", - " ) as zipfile:\n", - " zipfile.extractall(tmpdir)\n", - " for i in [0, 1]:\n", - " copy_to_dst(Path(tmpdir).glob(f\"gadm36_{i}*\"), DIR_GADM)" - ] - }, - { - "cell_type": "markdown", - "id": "02944b01-d2b4-4ae5-ad02-8f1f6e786a30", - "metadata": { - "tags": [] - }, - "source": [ - "## SLIIDERS" - ] - }, - { - "cell_type": "markdown", - "id": "07458368-1f6a-4155-9a85-07247b3be731", - "metadata": {}, - "source": [ - "SLIIDERS-SLR is a large file (17 GB) so this may take awhile. Users may download these datasets [via GUI](https://zenodo.org/record/6426191#.YlRGPC-B1pQ) as an alternative option" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "efbab9dd-f55b-4d1f-9a73-fc574d2690ef", - "metadata": {}, - "outputs": [], - "source": [ - "def download_sliiders(src, dst):\n", - " with NamedTemporaryFile() as tmpfile:\n", - " tmpfile.write(requests.get(src).content)\n", - " with TemporaryDirectory() as tmpdir:\n", - " with tarfile.open(tmpfile.name, \"r:gz\") as tar:\n", - " tar.extractall(tmpdir)\n", - " FS.upload(tmpdir, dst, recursive=True)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "417ff42d-af22-489c-a38b-cf98fa0b12a5", - "metadata": { - "tags": [] - }, - "outputs": [], - "source": [ - "for kind, dst in [(\"econ\", PATH_SLIIDERS_ECON.root), (\"slr\", PATH_SLIIDERS_SLR.root)]:\n", - " download_sliiders(\n", - " f\"https://zenodo.org/record/6449231/files/sliiders-{kind}.zarr.tar.gz?download=1\",\n", - " dst,\n", - " )" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.9.10" - }, - "widgets": { - "application/vnd.jupyter.widget-state+json": { - "state": {}, - "version_major": 2, - "version_minor": 0 - } - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/notebooks/fit-movefactor.ipynb b/notebooks/fit-movefactor.ipynb deleted file mode 100644 index 90ba5db..0000000 --- a/notebooks/fit-movefactor.ipynb +++ /dev/null @@ -1,1938 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "id": "5b610920-2f85-4d4e-9124-533d0f4ed073", - "metadata": {}, - "source": [ - "# Fit `movefactor` parameter" - ] - }, - { - "cell_type": "markdown", - "id": "4ec6801a-d966-452e-84bf-de2ff4a12733", - "metadata": {}, - "source": [ - "This notebook uses the elbow method within a revealed preference context to fit the `movefactor` parameter, which defines the cost of relocating as a multiple of GDP. We evaluate the value of capital stock and the total population that immediately relocates under the optimal CIAM scenario using no-climate-change SLR projections and a middle of the road (SSP2) socioeconomic projection. The amount of immediate relocation of capital and population implies, by definition, that the present-day distribution of this capital and population is \"suboptimal\" within the CIAM framework. This suboptimality could be a function of (a) hidden costs/barriers to relocating that are not sufficiently valued within the existing relocation cost parameterization, and (b) data/parameter inaccuracy. As we start to increase the relocation cost parameter from 0, we see a sharp decline in the amount of immediately relocated population and capital, reflecting that there are real costs to moving. However, even with an implausibly high cost of relocation, we will still see some CIAM segments choose to immediately relocate in this no-climate-change scenario. We assume that this is due largely to (b). We develop a heuristic to estimate a reasonable `movefactor` by finding the value at which 50% of the capital and population that would immediately relocate under an assumption of 0 intangible relocation costs and optimal adaptation now stays put. We average the values obtained separately for population and capital stock. See associated paper for further details.\n", - "\n", - "We also evaluate how much capital is \"suboptimally\" located within the original GAMS-CIAM specification." - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "id": "e80feede-5b83-4c03-bad1-0364514f19bb", - "metadata": {}, - "outputs": [], - "source": [ - "%load_ext autoreload\n", - "%autoreload 2" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "id": "5e68d8e0-e7e8-404e-b51a-a4a4039a754d", - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/srv/conda/envs/notebook/lib/python3.9/site-packages/dask_gateway/client.py:21: FutureWarning: format_bytes is deprecated and will be removed in a future release. Please use dask.utils.format_bytes instead.\n", - " from distributed.utils import LoopRunner, format_bytes\n" - ] - } - ], - "source": [ - "import numpy as np\n", - "import pandas as pd\n", - "import xarray as xr\n", - "from dask_gateway import Gateway\n", - "from matplotlib import pyplot as plt\n", - "from pyCIAM.constants import SOLVCASES\n", - "from pyCIAM.io import load_ciam_inputs, load_diaz_inputs\n", - "from pyCIAM.run import calc_costs\n", - "from shared import (\n", - " PATH_DIAZ_INPUTS_INT,\n", - " PATH_MOVEFACTOR_DATA,\n", - " PATH_PARAMS,\n", - " PATH_PARAMS_DIAZ,\n", - " PATH_REFA,\n", - " PATH_SLIIDERS_ECON_SEG,\n", - " PATH_SLIIDERS_SLR_QUANTILES,\n", - " PATH_SURGE_LOOKUP_SEG,\n", - " upload_pkg,\n", - ")\n", - "\n", - "from rhg_compute_tools.xarray import dataarray_from_delayed" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "id": "2657be4d-d344-4a43-8cd4-4e28fee0375a", - "metadata": {}, - "outputs": [], - "source": [ - "N_WORKERS = 700\n", - "SEG_CHUNKSIZE = 500\n", - "SEG_CHUNKSIZE_DIAZ = 4050\n", - "\n", - "MOVEFACTOR_RANGE = np.concatenate((np.arange(0, 50, 0.1), [50, 60, 70, 80, 90, 100]))\n", - "\n", - "DESCRIPTION = \"Amount of immediately relocated capital and population under optimal adaptation for a no-climate-change SLR trajectory and SSP2/IIASA socioeconomic trajectory, as a function of segment and movefactor parameter. Used to estimate movefactor and to provide baseline adaptation for `noAdaptation` scenario.\"\n", - "\n", - "PARAMS = pd.read_json(PATH_PARAMS)[\"values\"]\n", - "PARAMS_DIAZ = pd.read_json(PATH_PARAMS_DIAZ)[\"values\"]" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "id": "78ebf879-55ff-4117-ad8e-a939306f80f4", - "metadata": { - "tags": [] - }, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "e6b5fb9775e545af9006dc20c2c91278", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "VBox(children=(HTML(value='

GatewayCluster

'), HBox(children=(HTML(value='\\n
\\n
<xarray.Dataset>\n",
-                            "Dimensions:   ()\n",
-                            "Data variables:\n",
-                            "    K_2019    float64 3.0\n",
-                            "    pop_2019  float64 7.0
" - ], - "text/plain": [ - "\n", - "Dimensions: ()\n", - "Data variables:\n", - " K_2019 float64 3.0\n", - " pop_2019 float64 7.0" - ] - }, - "execution_count": 10, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "ratio = mvmt.sum(\"seg\") / mvmt.sel(movefactor=0).sum(\"seg\")\n", - "np.abs(0.5 - ratio).idxmin(\"movefactor\")" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "id": "2bf359e5-673d-4931-bae4-0229a4ab299c", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "(0.0, 38129332.80700161)" - ] - }, - "execution_count": 11, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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PT0NKVRcBpR2sMgv4mzo+AnJEpJ+XNbX2VUg1HXgv3Z/OVROv4rEVj/FFSetpVIwxxoRoPnCTqo4ATgLWqmoh8D7O8EudivRvUgOA4Dnbi2hn7hIRmd0yvHwgEOi2AvytfpNqcecpd5KVnMUVz11Bsza3takxxpiOparqOgBV/QSY4C7/FRgXyg4iHVJtDb/R5hhQqjpPVaep6jSfr/tGc2rdBb1Fv8x+/M+Z/8Py3cv5dOen3XY8Y4yJI5tE5GcicoKI/BZYDgdGWg/pizzSIVUEDAp6PRD4MpwF+BIEkUNDCuDofkcDsK18WzhLMsaYnuI7QCbOILX1wG3u+2nA1aHsIOQmiYgU4IRIANjSMp/IEXoJuFlEngSmA+Wquqsb9hsyEcGfmHDgPqlgfTP6ArC7anc4SzLGmB5BVcuAf2vj/XLgo1D20WlIicg44I/AUJzh2j8DeovIu8Bt7sHa2/YJYAbQS0SKgDuBJLfIucCrwDnARqAG+HYoRXe3vHQ/JZX1h7yfn5aPL8HHhn0bIlCVMcb0XCIyT1Xbnb6+RSgtqfnANaq6zp3g6iZVnS4i/w+nd8ZF7W2oqpd1tGN3DpKbQqjBUyN6Z7Ch+NCGYYIkcO6oc7l/yf3cfOzNNn2HMcZ0gYjktfcRTgOlU6H8JnXEvTOi3cjemWwsrqK5+dA+G3efdTeqyt0f3R3+wowxJraVAEuApUGPJe6jdyg7CCWkjrh3RrQb2SeD2sYmdpbVHvLZkJwhXDD2Al7e8HIEKjPGmJi2GZihqoVBj2HuvVJ7QtlBKCF1xL0zot3I3s4oHRvbuOQHcMLAEyiqKGJj6cZwlmWMMbHubiC3nc/+J5QddBpSqlqmqv+mqueq6r+raqX7frk7SkTMG9k7E4AvdlW0+XnLjL2PLH8kbDUZY0ysU9X7VPXzdj77Uyj7OKL7pERk3pFsHy2y05IY1SeDT7a0PYLTwKyBTO47mXs+voe6QF2YqzPGmNglItkicomI/EBEvu8u54S6fachJSJ57TzyCbF3RiwYkJNKaXVDu5/ffvztVDZU8uamN8NYlTHGhI+IDBKRhSKyRkRWi8htbawT8uwVInI1sAznVqQ0IB04FVjqftapUDo+lADbOHgII3Vfh9Q7IxakJCVS19jU7ucXjruQn7/7c+a8MofRvUYzKn9UGKszxpiwCAA/VNVlIpKJEyZvqmrwSNvBs1dMx5m9Yno7+/t34Gj3pt4DRCQXZ1T0v3VWUCiX+464d0YsSElKpC7Qfkil+FJ49lvPUtNYw48W/CiMlRljTHio6i5VXeYuVwJrOHTQ767MXiG0PR5rM22P3XqIUFpSd+P0zmhrmtqQemfEgpSkBOoaOx7tfEKfCdw47Ub++/3/ZmvZVobmDA1PccYY0z18IrIk6PU8VW2zb4GIDAWm4LR4grU3e0VbQ9r9ClgmIv8M2mYwcCbwi1AKDqV33xH3zogFyb6OL/e1uHHajQjC/Z/eH4aqjDGmWwVaZpNwH+0FVAbwLPA9VW3d7bkrs1c8AkwD3sW5hakBeAeYpqoPh1JwSDfjujMono2TloozUvkbra8zxrLkpLYHmW1tUPYgzh9zPg8se4C7ZtxFWlJaGKozxpjwcAdqeBZ4XFWfa2OVLs1eoar7gScPt55Qevcdce+MWJDiS6Qh0Nzm0Eit3Tr9VvbX7eexFY+FoTJjjAkPERGcMVnXqOrv21ntJeBqt5ffcXQwe4XbW/BJEXlPRH7qBmDLZy+EUlMoLakj7p0RC1KSEgGoDzST6k/scN2vDf4aU/pO4X8/+F+un3o9CRLpabmMMaZbnAhcBawUkeXuez/F+R3pcGavmI/TKvsIuA54V0S+oar7gCGhFBRKSB1x74xYkJHi/FHsq65noL/jS3giwu0n3M4Vz13B82ue58JxF4ajRGOM8ZSqLqaT7/Uuzl5R4AYbwC0iciWwSETOo53fsVoLpQnQ0jvjz25z7aciMhfnEuCvQiw06k0ZlAPAW2uKQ1r/4nEXMzBrIE+sesLDqowxJqYliUhKywtVfQxn/Nc3gPa6rR8klN59R9w7IxaM75/FsYV5/PGtDVTUNXa6flJiEqcOPZWFWxdS01gThgqNMSbmPECrG31VdQFwMbAqlB2E9GOKqu5X1SdV9Xeq+lt3eX+Xy41iIsLPvj6OfdUN/OOTHZ1vAFw35TpKa0v5xhPfoFk77xlojDHxRFX/oKrvtvH+Z6p6ZstrEflJe/sIpXffEfXOEJGzRWSdO87Tj9v4PFtE/k9EPnfHiorIFPIAEwZmM21ILo99vI3Gps5D55Shp/CnmX/i7S1v88wXz4ShQmOM6ZEubu+DUFpS83Eu792Ccw3xXXdwWeikd4aIJAL34Yz1NA64TERaz+Z7E/CFqk7C6eb+OxHxh1CXJ647qZBt+2r4cNO+kNb/7jHfJS81j5fWveRxZcYY02O121kjlJAqUNW5qrpcVW8B7sfpnTGczntnHAtsVNXNqtqAc0PXrFbrKJDp9s/PAEpxBjmMiJNHFZCYIO1O29FagiRw6fhLeWr1U+yrCS3YjDHGHKTdLAklpI6kd0Z7YzwFuxcYi3PH8krgNtVDf+ARkdkiskRElgQC3mVYerKPowZk8/GW0APn+qnXE2gOMHXeVLaVbfOsNmOM6aGOqCV1JL0zQhnj6SxgOdAfmAzcKyJZh2ykOq9lvCmfL6TRnA7b9MI8Pt9RHtJYfgBT+k1h4TUL2Vezj5tfuxnnNgJjjDEherq9D0Lpgn4kvTNCGePp28Bz7rDvG4EtwJjO6vLS9MI8GpqaWb6jLORtThl6CnfNuIuX17/M4ysf9644Y4yJMSIyzO0gt1dEikXkRREZ1vK5qv66vW27czyftnpnfAqMFJFCtzPEpTjjPgXbDpwOICJ9gNE4c1hFzLQheYgQ8u9SLW6bfhvjC8Zz3UvXsauyzaGsjDEmHv0deAroi3PV7GkgpJEQujOkDrm0p6oB4Gac36/WAE+p6moRmSMic9zVfgGcICIrgbeAH6nq3m6sq8uy05IY2zeLxRu6VkZSYhKPXvAoDU0NPP1Fu61XY4yJN6Kqj6pqwH08RojDIkl3/X4iIstUtd257rtTenq6VldXe3qMe9/ewG//uZ67L5nM+VNa9/Xo2OS5k0lNSuXD6z70qDpjjOk6EalR1fQIHPe/gDKcHt4KXAIk49yihKq2e9nK05ZULPt/Jw/j2KF5/OzFVZRU1ndp22+O/SYfF33MBzs+8Kg6Y4yJKZcANwALce67vRH4DrAUWNL+ZqGNODGwg8++EfSyR13fSvYl8psLJ1DX2MTtT38e0ggULWaOmIminDj/RF5c+6KHVRpjTPRT1cIOHsM62jaUltRb7lz3BxGR7wB3BxXRbu+MWDW8IIPbTh/Ju+tL+Ot7offlOGbAMez8wU4m9pnIhU9dyKOfP+phlcYYE91EJElEbhWRZ9zHzcFD7HUklJD6PvCmiIwMOuBP3PdPObySY8dNp45gwoBsnl1a1KXt+mf25+XLXmZin4lc/cLVLN6+2KMKjTEm6v0ZOBpnxKL73eU/h7JhKPdJvQrMAV4TkaNE5G7gXOBkVe3aN3cMEhFOHNGLTSXVlNd2PoVHsEHZg/i/y/6PPul9OPfv57Jh3waPqjTGmKh2jKpeo6pvu49vA8eEsmGoU3W8BVyL84PXMOD0njZVR0dOGO6Mp/vQ+1u6vO2ArAEs/s5iahpruPy5y200CmNMPGpyx3sFnJt7gZCG9Aml40SliFQArwFZODfeFge93+OdPKqACQOyeXDxlpCHSgo2Im8EvzrtVyz5cgm/fu/XFlTGmHjzr8BCEXlHRN4B3gZ+GMqGoVzuy1TVLPfZr6rpQa8PGWOvp7pxxnAq6wLcvWADgS709GvxwxN+yOUTLuc/Fv4HZz56pgWVMSbqiMh8d9iiNsdlFZEZIlIuIsvdxx0h7vp94C9As/v4CxDSjaTdeZ9Uj/Yv4/rwzakDmPvuJh56f2uXt0+QBB6e9TC3HHsLb215i2W7lnV/kcYYc2QeBs7uZJ33VHWy+/jPEPf7N6AQZ4ShX7jLIXV7tpAKkS8xgd9/azJD89P4bMfh/RyXlJjEtZOvBWBHRWhT1BtjTLio6iKcOf2622hVvV5VF7qP2cCoUDa0kOqiSYNyWPBFMa+tPLwBZPNTnU4YpbVe/D0wxpgO+Vrm5XMfsw9jH8eLyOci8pqIjA9xm89E5LiWFyIyHecSYOcFH0aBce3n541nw54qfv3aGs4a35eEhK6NBpWXmgdYSBljIiKgqtOOYPtlwBBVrRKRc4AXgJEdbwI4cxJeLSLb3deDgTXuwOKqqhPb29BaUl2Uk+bnhlOGsaO0ll++sqbLHSAy/Bn4Eny8u+1dqhqqPKrSGGO6n6pWqGqVu/wqzsztvULY9Gyc36FOcR+FwDk499x+o4PtLKQOx3mT+nP+5P7Mf38Lb6ze3aVtRYTbj7+dl9e/zJh7x7BizwqPqjTGmO4lIn1FRNzlY3EyZF9n26nqto4eHR4zFrtCh2Oqjs4EmpqZ/uu3aFblje+dTO+slC5t/1HRR8x6chaDswfz1tVvkZUcN735jTER0tlUHSLyBDAD6AXsAe4EkgBUda6I3IwzgnkAqAV+oKqeTvdgIXUE3ttQwlUPfsKZ4/rw16u7fpn36dVP861nvsVphaex4KoFuP+DYowxnojUfFJHwvPLfSJytoisE5GNIvLjdtaZ4d4YtlpE3vW6pu7ytZEFnDG2DwvW7GFHaU2Xt794/MX8aeafeHvL29zw8g12g68xxrTiaUiJSCLOzIszgXHAZSIyrtU6OTij4p6nquOBi72sqbv97NyxqMI764oPa/ubjrmJfz3hX/nrsr/yz03/7ObqjDEmtnndkjoW2Kiqm1W1AWfq4Fmt1rkceE5VtwOo6uF920fIoNw0kn0JbNvX9ZYUOB0pfnnaL8lKzuKej++xrunGGBPE65AaAAQPrVDkvhdsFJDrDjy4VESubmtHIjK75Qa0QCDgUbldl5AgDCvI4IHFW7jrpdVU1HVtOg8Af6KfHxz3A17f+DqF9xTy6OeP2qU/Y4zB+5BqqydA629fH84EWF8HzgJ+JiKHDJehqvNUdZqqTvP5ouse5D9cMolzJvTl4Q+2cv/CTYe1jztn3MnyOcvpldaLq1+4mqnzplJU0eOn6zLGmA55HVJFwKCg1wOBL9tY53VVrVbVvcAiYJLHdXWrMX2zuP+Kozl2aB4fbe70loF2TewzkTU3reGR8x9hU+kmTpx/ImV1Zd1XqDHGxBivQ+pTYKSIFIqIH7gUeKnVOi8CXxMRn4ik4Qyfscbjujwxpl8mm4qrjuhSnT/Rz9WTrubVK15le/l2fvfB77qxQmOMiS2ehpSqBoCbgTdwgucpVV0tInNEZI67zhrgdWAF8AnwgKq2OZdJtBuSn05lfYCSqvoj3tdJg0/i/DHn85vFv+HZL57thuqMMSb22M283eiz7fu54P4PuOsb47j2xMIj3t+uyl3MfHwmn+/5nDevepPTCk8jQWwkK2PM4bGbeePcpIE5HDcsj1+9uoYvy2qPeH/9Mvvx+pWvk+nP5MxHz2T0vaN5cNmDNDQ1dEO1xhgT/SykulFCgvA/F06isUl5YfnObtln34y+rLlpDfPPm092cjbX/9/1jL1vLIu3L6apualbjmGMMdHKLvd54Ot/fI+Syno++fczunW/qsrrG1/nOy99h91Vu+mb0Ze3r36bsQVju/U4xpieyS73GQDOndif4sp6quq796ZjEWHmyJms/u5q5n59Lnuq9nDywyfz5qY3u/U4xhgTLSykPNAv25m244svKzzZf15qHjdMu4GPr/+YFF8KF/zjAh5f8bhd/jPG9DgWUh4Y1ScTgG/95UOWbvNuLL5jBhzDO9e8w9iCsVz5/JXc+MqNnh3LGGMiwULKA+P6Z/Hk7OPISUvi4rkf8tLnrQfZ6D7D84bz0XUfcc2ka3ho+UOUVJd4dixjjAk36zjhoY3FVXzn4U/ZXlrDFdMHc9OpI+ifk+rJsVYVr2LCnyeQm5LLxeMu5tTCUzmt8DR6p/f25HjGmNgTix0nLKQ8Vl7byC9e/oJnlhbRLzuFF286sctTzYfqb5//jadWP8WibYuobKgkLSmNFy99kTOGdW8vQ2NMbLKQCpNYCqkWC9cWc8NjS0lKEGZNGcAvZx1FQoI308UHmgO8v/19vvXMtyitLeXyCZdz/ZTrOWnwSTZFvTFxzEIqTGIxpAA2l1Txk+dW8vGWUp74f8dx/PB8T4+3qXQTP37rx7yy/hVqA7Xkp+Zzxyl3cPOxN9vwSsbEoVgMKfumCqNhBRncf8VUAF74bCfV3XwfVWvD84bz9MVPs/V7W5n79bnkp+Vz2+u3ccKDJ9igtcaYQ4jIfBEpFpE2B/kWxx9FZKOIrBCRqV7XZCEVZvkZyUwvzOMfS3Yw6773qQ94f29T7/Te3DDtBlbduIqHZj3E6pLVXPT0Rdzz0T3UBeo8P74xJmY8DJzdweczgZHuYzbwZ68Lsst9EdDY1Mx9Czdy94INZCT7+ONlkzltTJ+wHb+6oZqTHjqJ5budmYB/ctJPuGT8JQzIGhC2Gowx4RfK5T4RGQq8rKpHtfHZX4B3VPUJ9/U6YIaq7vKiXrCWVEQkJSZw2+kj+ctVR5OR7ONHz66koq4xbMdP96ezbPYyFly1gIl9JvLDf/6QYX8cxt6avWGrwRgTET4RWRL0mN3F7QcAO4JeF7nvecZCKkJEhLPG9+Wu88ZRUlnPvHc3H9GMvodz/NOHnc6bV73J387/Gw1NDZzy8Cnc+8m9dgnQmJ4roKrTgh7zurh9W92DPf3ispCKsLPG92XSoBzuXbiRheuKw378BEng8gmXc+uxt1LbWMstr93ClL9M4fk1z4e9FmNM1CsCBgW9Hgh4N6QOYQgpETlbRNa5vUF+3MF6x4hIk4hc5HVN0UREeOqG4+idmcycx5ZFJKgSExK5Z+Y9bL5tM49e8ChNzU1886lv8oM3fkBVQ1XY6zHGRK2XgKvdXn7HAeVe/h4FHnecEJFEYD1wJk4CfwpcpqpftLHem0AdMF9Vn+lov7HecaItm0qquOXvn7F2dwV3nTeeq48fGrFadlXu4rJnL+Pdbe/SO70310+5njOHn8kJg07An+iPWF3GmCPTWccJEXkCmAH0AvYAdwJJAKo6V5zRAO7F6QFYA3xbVZd4WrPHIXU8cJeqnuW+/gmAqv6m1XrfAxqBY3B6lcRdSAFU1we49YnPeGttMd8+cSg/+/o4z0alCMV7297jv97/L17d8CoAvdJ6cflRl3PL9FsYkTciYnUZYw6P3cx7qE57gojIAOACYG5HOxKR2S09UgIBb2+CjZT0ZB/3XzmVq44bwkPvb2XWfe+zbV/kwvhrQ77GK5e/wt5/3cvzlzzPqUNPZe7SuYy/fzwXPnUhe6r2RKw2Y0x88DqkQukJcjfwI1Xt8K5WVZ3X0iPF5/N1V31RJ9mXyH/OGs/vLp7E5pIqTv/du6zZ5c3kiaHKT8vn/DHn89TFT7H6u6u5csKVPLfmOSbOnciSLz1t6Rtj4pzXIRVKT5BpwJMishW4CLhfRM73uK6oJiJcePRAnp5zAoFmZc5jS2lujo6brkfkjeDBWQ+y4KoFFFcX88TKJyJdkjGmB/M6pD4FRopIoYj4gUtxeoccoKqFqjpUVYcCzwDfVdUXPK4rJozrn8X3zxjFtn013PrkZyzfURbWe6k6cvqw05nYZyL3fnovr214LWrqMsb0LJ6GlKoGgJuBN4A1wFOqulpE5ojIHC+P3VPcfNoIvjVtIAvXFnP+fe9z1t2LeOGznQSamiNdGnOOnkNOSg7n/P0cjnvwOB5Y9gCltaWRLssY04PY2H0xorKukReWf8mjH25l/Z4qMpN9nHVUX66YPpgpg3MjVldDUwN//PiP/P7D37OryrldYljuMI7pfwzfnvxtzhpxVsRqM8YcLBZ791lIxZjmZuWttcU8/1kR764rISFBeOjaY5g2NC+idTU1N7Fo2yI+2fkJn375KQs2L6C8vpw/zfwTF4y5wAavNSYKWEiFSTyHVLBt+6q58M8fkJggvPXDGWQkR0+vx9LaUsbeN5biamcEjVH5o5g1ehazj55t91gZEyEWUmFiIfWVd9eXcM38T/AlCOdN6s+PzxlD78yUSJcFwPby7Xy26zO2lm3l1Y2vsmDzApq1mW+O/SZnDz+bqf2mMrXfVJvS3pgwsZAKEwupg723oYTXVu3myU+206wwvCCdYQUZnDG2N/npyRQWpDO8ICPSZbJu7zp+/+HveXL1k1TUO/d+FeYUctLgkxiZN5Kp/aYyrmAcQ3OGWnAZ4wELqTCxkGrbut2VLFxXzJKtpby3YS/1ga96AM698mjOPqpvBKv7SrM2s7VsK29tfosnVz/Jhn0bKKooQt37vC896lIeOf8RGyfQmG5mIRUmFlKdq64PsKeijvLaRr77+DKSfQl8/8xRnDuxP4kRHA+wPeV15awqXsWza57lDx/9gezkbM4ecTZ/OOsP9MvsF+nyjOkRLKTCxEKqaxauLeY/XljFzrJaJg3M5p5LpzC0V/T+PX1h7Qu8sPYFHl3xKFnJWcwaPYvB2YMZkTeCr4/8OnmpeXY50JjDYCEVJhZSXdfcrPzp7Y3ct3AjivKtaYO467zxJCVG77yXi7Yt4jeLf8Py3cvZXbX7wPvDc4fzL8P/haE5QxmSPcR5zhlCn/Q+Fl7GdMBCKkwspA7f9n013PzEMlYUlXP9SYXcftZoUpISI11Wp5q1mdc2vMbavWt5beNrLNu1jP11+w9aJ9WXyteGfI3zRp3HKUNPYUj2EDL8GRZcxrgspMLEQurI1AeauP6RJby3YS/nTuzHFdOHMG1oblS3qtpSUV/BtrJtbCvfxtayrazdu5ZXN7zKlrItB9ZJkAQGZw9mYNZARueP5uJxF3Pm8DNJkNg6V2O6g4VUmFhIdY+fPLeSJz7ZDkCfrGRevOkk+mZHxz1Wh6tZm1ldvJqVxSvZVbmL0tpStpRtYVfVLj7Z+Qk1jTUkSiIDswZy3MDjmNB7AuN7j2dMrzH0Tu9NXmpkR+4wxksWUmFiIdV99lXV8/baYn76/EqaFe69bAozJ/TM3nRldWW8tO4lvij5gq1lW/mw6EO2l28/8LkgnD7sdO44+Q6mD5xuXeBNj2MhFSYWUt3vvQ0lXPfwEhqbmzljbB9OGJ7PtSf0/JtqK+srWbN3Dev3refTnZ9y36f30aRN5KbkcsKgEzi90JmS5OQhJ5OUmBTpco05IhZSYWIh5Y2dZbU8+N4WXlu1i13ldZw6uoAbThnOccPyI11a2BRVFPHBjg94dcOrLNq26MDvW/5EPyPzRjIqfxRjeo1hUp9JTOgzgTG9xtjvWyZmhBJSInI2cA+QCDygqv/V6vMZwItAy4+/z6nqf3Z/te7xLKRMa+W1jdz42FI+215GbWMT3zmxkNPH9mZUn0wKMpMjXV5YFVUU8VHRR3xc9DHrS9ezft96NpZuJNAcAKBXWi8KcwoZlD2IQVmDGJY7jOG5wynMLWRozlDSktIifAbGfKWzkBKRRGA9cCbOzOqfApep6hdB68wAblfVc72t1j2ehZRpz/7qBn796hqeXlp04L1Lj3Hur4qFbuteaWhq4IuSL1jy5RI+3PEhOyp2UFRRxPby7VQ3Hvz3sm9GXwpzCinMLWRYzjAKcwspzClkWO4wBmYNJDEhfv8cTfiFEFLHA3ep6lnu658AqOpvgtaZQU8KqRCajlcAP3JfVgE3qurnHe3TQiq8SirrWb+nksc/3sarK3czOC+N08b0ZuqQXM4c24dUv33RAqgqxdXFbN6/mS1lW9iyf8tXy2Vb2F6+nWb9ajxFX4KPwdmDGZY7zAkyN7xagqxXWq8e/5ugCS8RaQBWBr01T1XnBX1+EXC2ql7vvr4KmK6qNwetMwN4Fqel9SVOYK32rGYvQyrEpuMJwBpV3S8iM3FSfHpH+7WQipyF64p54L3NLN22n7rGZgoyk/neGSO5YvqQSJcW9RqbGtlRseOQ8Nq8fzNb9m+hpKbkoPUz/BnttsKG5gwl3R9Tv3+bKBBCS+pi4KxWIXWsqt4StE4W0KyqVSJyDnCPqo70rGaPQ6rTpmOr9XOBVara4TSuFlKR1xBoZsGaPfz1vc18tr2MGaMLOG5YPgNyUinITKZ3ZjKD8tJi7gbhSKpqqGLL/i1ttsI2799MTWPNQev3Tu99UCtsaM5QBmcPZlD2IAZnDybDH/npWUx06Y7LfW1ssxWYpqp7u7lcZ/8eh1SnTcdW698OjGlZv9Vns4HZAH6//+j6+nrP6jahq2kI8KtX1rBwbTFfltcd9Fleup8RvTMozE/ngqkDGNM3k5w0u/focKgqJTUlB4fX/i1sLnNaYdvLt9OkTQdtk5uSeyCwBmU5z8HL/TP7W7f6OBNCSPlwrn6dDuzEufp1efDlPBHpC+xRVRWRY4FngCHqUZh4HVKdNh2D1j0VuB84SVX3dbRfa0lFH1WlrKaRkqp6iivq2bqvmsUb9lJa08DqneVUNzhfoHnpfiYNzGZMvyyGF2Rw6ugC8jPiq8egFwLNAb6s/JLt5dvZUb6D7eXbneWKHQeeS2tLD9omQRLol9HvkPBqCbbB2YPJT82338V6kBC7oJ8D3I3Tj2C+qv5KROYAqOpcEbkZuBEIALXAD1T1A89qjobLfSIyEXgemKmq6zvbr4VUbCmraWDJ1v1s2VvN+j2VLN64l5LKegLNSmKCMDgvjYG5qUwcmM2po3szcWAOfp9dJuxuVQ1V7CjfcSC4gkOsJdzqmw6+QpHqSz2kNXZQqyx7kHWzjyF2M2/rnYfWdBwMvA1cHWoaW0jFvqZm5fOiMl5ZsYs9FXWs3V3JppIqVJ1xBH9+3nimDc0jP91v/ycfJi2XFNtrjW0v387uqt0HZlBukZuSS35aPvmp+eSl5h3yaOv9nJQc634fARZSbR2g86bjA8CFwDZ3k4CqTutonxZSPVNxRR3vrCvhl698QUWdc7OsPzGBvHQ/+Rl+xvbLYkzfTNL8PjJTfAzNT6d3VjJ56X7roBEmDU0N7KzYeVBw7azYSWldKaW1peyr2UdprbNcXl/e7n4EISclp81Qay/Y8lLzyE3NxZfgC+MZ9ywWUmFiIdWzldc2smzbfjbvraaksp59VfUUV9bzeVEZZTWNbW6Tl+5nZO8MhhVkUNgrjT5ZKeSm+clM8ZGZkkRWqo+8ND8+C7OwCTQHKKsrOxBawQF24FF36PtldWWHtNaCZSdnHwitDH8GqUmppCWlkepLdR5JznNaUtqB5YPW6eRzf2LPbb1bSIWJhVR8am5WKusC1DY2UVrdwI79NW6INbC7opZ1uyvZsrea/e0EWYJAr4zkA13kJwzMYXBeGlkpPvIzkumfk0LvzBQSE3rmF1SsaGpuory+vP1gCwq3qoYqagO11DbWHniuaayhNlBLQ1PDYR1fkDZDLfi9tKQ00pLSSE9Kd5796QdeBy+3fNZ6vbSktIiM+WghFSYWUqYj5bWNlFTWU1bTQEVdI5V1gQPv7amoo6Synu2lNWzZW01zq7/+yb4EJg7MZnBeOkPy0zh9bG9G98m0FlgMampuoi5QR23ADa6gIOvKe229X9NYQ01jDdWN1VQ3VFMbqO1yfSm+lHZD7UDgtfHeyUNOZlLfSYf1Z2IhFSYWUqY71DQE2FvZ4ARYVR1fltWxuaSaFUVl7Nhfw54Kp6dbSlICOal+0pMTOXpILscMzSM3zU9uehIj+2SSlWL3GsW7Zm0+EF4twdXWck1jDdUN1Qct1wQOfe+gz91AbLkEes/Z93Dr9FsPq04LqTCxkDLhsG1fNYs37mVjcRXV9QGK9tfy4eZ9BP+TEYHCXun0zkwmPyOZgoxk8tP99M5KpndminNpMSuZ/PRku4xoDpuqHmjRpfhSDns0EQupMLGQMpFS29BEcWUd5bWN7K2qZ9XOClZ/WU5pdQN7qxrYW1lPZX3gkO0SE+Sg8OqTlUxBZgq93d/Hemc5y70yku0eMeMZC6kwsZAy0ayusYmSSqdHYkllHcWVzigcxQct17Ovup62/vnlpfvpndnSwSPFDbZDl230edNVFlJhYiFleoJAUzP7qhvaCDB3ubKekoo6SqrqaWw69N9pZrKPgqDQ6pWRTF56EjlpfvLS/Qd+N8tL85OT5rcWmrGQChcLKRNPmpuVstpGJ7zcVljLcom7vKeintLqBqrauNTYIiPZd1BoHQiytCRy053XOWlJ5KX7Ldh6KAupMLGQMqZt9YEmymsaKa1poLS6gbKaRkqrG9hf3cD+mkb2H3i/gdKaBvZXN4YUbE6YBQVZmp+cA2GWRHqyj3R/Imktz36fBVwUspAKEwspY7pPQ6D5oNA6KMjc1/trnKArrWmgrLqxzc4hrfkShDR/IunJvoOe0/zua7+PtOSvntOSWkIu6H1/4iHbWi/Jw2chFSYWUsZEVkuwtbTOahuaqG4IUFPvPjc0UV3vPNc0BKhuaKKm3n1uY73WN1V3JCUp4UDQpfkTSU1KJNV9TvP7SEly3/cnfrUctE6q+15K8PZBn/fkG7ctpMLEQsqYnkNVqQ80HxRs1Q0BJ/iCXgcHW01DgOr6JmobmqhpbKKuoYnaRuf9usbmg5a7yp+YQEpSAqn+VqGX1Ebo+YNCL3g9v9MyTPV/9VlLiCb7EkiIUGswFkPKhhM2xkSUiJDiBkBeevfO3NzcrNQFnDCrbfzqucZ9rmv4avnAOi3LQevWuaG3r7rhwHLL5231vOzMQS27jlp6SYe2CKcOyWVUn8xu/XOKZhZSxpgeKyFB3EuD3n3VNTY1U9cq5GoaWgVg46GhV9sQtOwGX1ltI7vKa931m6ltCFDT2HTQ/XR3nDvOQsoYY0xokhITSEpMINOjMRxbLoe2hFl6cnx9bcfX2RpjTIwJvhyaE+liIqDndmMxxhgT8zwPKRE5W0TWichGEflxG5+LiPzR/XyFiEz1uiZjjDFti7bvbE9DSkQSgfuAmcA44DIRGddqtZnASPcxG/izlzUZY4xpWzR+Z3vdkjoW2Kiqm1W1AXgSmNVqnVnA39TxEZAjIv08rssYY8yhou472+uOEwOAHUGvi4DpIawzANgVvJKIzMZJbQAVka7P1+zwAZ2P6dKz2DnHBzvn+HAk55wqIkuCXs9T1XlBr7vtO7u7eB1Sbd1W3frOt1DWwf2DnNfGul0rSGSJqk470v3EEjvn+GDnHB88Pudu+87uLl5f7isCBgW9Hgh8eRjrGGOM8V7UfWd7HVKfAiNFpFBE/MClwEut1nkJuNrtMXIcUK6qnjQbjTHGdCjqvrM9vdynqgERuRl4A0gE5qvqahGZ434+F3gVOAfYCNQA3/ayJrrhkmEMsnOOD3bO8cGzc47G7+yYHAXdGGNMfLARJ4wxxkQtCyljjDFRK65CqrPhPnoCERkkIgtFZI2IrBaR29z380TkTRHZ4D7nRrrW7iQiiSLymYi87L7u6eebIyLPiMha97/18XFwzt93/06vEpEnRCSlp52ziMwXkWIRWRX0XrvnKCI/cb/P1onIWZGp2ltxE1IhDvfREwSAH6rqWOA44Cb3PH8MvKWqI4G33Nc9yW3AmqDXPf187wFeV9UxwCScc++x5ywiA4BbgWmqehTOj/qX0vPO+WHg7FbvtXmO7r/rS4Hx7jb3u99zPUrchBShDfcR81R1l6ouc5crcb68BuCc6yPuao8A50ekQA+IyEDg68ADQW/35PPNAk4GHgRQ1QZVLaMHn7PLhzNigg9Iw7k3p0eds6ouAkpbvd3eOc4CnlTVelXdgtPb7thw1BlO8RRS7Q3l0WOJyFBgCvAx0KflXgb3uXcES+tudwP/BjQHvdeTz3cYUAI85F7ifEBE0unB56yqO4HfAttxht8pV9V/0oPPOUh75xgX32nxFFJhHcoj0kQkA3gW+J6qVkS6Hq+IyLlAsaoujXQtYeQDpgJ/VtUpQDWxf5mrQ+7vMLOAQqA/kC4iV0a2qoiLi++0eAqpuBl+SUSScALqcVV9zn17T8tIxe5zcaTq62YnAueJyFacS7inichj9NzzBefvcpGqfuy+fgYntHryOZ8BbFHVElVtBJ4DTqBnn3OL9s4xLr7T4imkQhnuI+aJiOD8VrFGVX8f9NFLwDXu8jXAi+GuzQuq+hNVHaiqQ3H+m76tqlfSQ88XQFV3AztEZLT71unAF/Tgc8a5zHeciKS5f8dPx/m9tSefc4v2zvEl4FIRSRaRQpz5nT6JQH2eiqsRJ0TkHJzfL1qG+/hVZCvqfiJyEvAesJKvfqP5Kc7vUk8Bg3H+wV+sqq1/oI1pIjIDuF1VzxWRfHrw+YrIZJyOIn5gM87QNAn07HP+OXAJTg/Wz4DrgQx60DmLyBPADKAXsAe4E3iBds5RRP4d+A7On8n3VPW18FftrbgKKWOMMbElni73GWOMiTEWUsYYY6KWhZQxxpioZSFljDEmallIGWOMiVoWUsZ0I/eelQUislxELunitkNF5HKvajMmFllIGdO9pgBJqjpZVf/RxW2HAl0KKXewVWN6LAsp0+O5LZS17kCsq0TkcRE5Q0Ted+foOdads+cFEVkhIh+JyEQRSRCRrSKSE7SvjSLSR0QKRORZEfnUfZwoIr2Bx4DJbktquIjc4X6+SkTmuaMlICIj3BbX5yKyTESGA/8FfM3d9vvufEkPichKdyDZU91trxWRp0Xk/4B/hv9P1JgwUlV72KNHP3BaKAFgAs7/mC0F5uMM0DkL547+PwF3uuufBix3l+8Bvu0uTwcWuMt/B05ylwfjDEMFzmgBLwcdOy9o+VHgG+7yx8AF7nIKztQTrbf9IfCQuzwGZ7SBFOBanHHb8o7kz8Ue9oiFh10qMPFii6quBBCR1TiTyKmIrMQJsSHAhQCq+raI5ItINvAP4A7gIZy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" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "client = start_dask_cluster(\n", + " # n_workers_min=N_WORKERS_MIN,\n", + " # n_workers_max=N_WORKERS_MAX,\n", + ")\n", + "client" + ] + }, + { + "cell_type": "markdown", + "id": "8cd85123-c954-41a4-9c50-13dbbbba8c97", + "metadata": {}, + "source": [ + "## Run surge damage calculations for each combo" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "1e823775-0d12-4e52-93d1-7e3586913e65", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "futs = {}\n", + "for kind, sliiders in [(\"seg_adm\", PATH_SLIIDERS), (\"seg\", PATH_SLIIDERS_SEG)]:\n", + " futs[kind] = create_surge_lookup(\n", + " sliiders,\n", + " [PATH_SLR_AR5_QUANTILES, PATH_SLR_AR6, PATH_SLR_SWEET],\n", + " PATHS_SURGE_LOOKUP[kind],\n", + " kind,\n", + " PARAMS.at_start,\n", + " PARAMS.n_interp_pts_lslr,\n", + " PARAMS.n_interp_pts_rhdiff,\n", + " DDF_I,\n", + " DMF_I,\n", + " quantiles=QUANTILES,\n", + " start_year=PARAMS.model_start,\n", + " slr_0_years=PARAMS.slr_0_year,\n", + " client=client,\n", + " # client_kwargs={\"batch_size\": N_WORKERS_MAX},\n", + " force_overwrite=True,\n", + " seg_chunksize=SEG_CHUNKSIZE,\n", + " mc_dim=\"quantile\",\n", + " storage_options=STORAGE_OPTIONS,\n", + " )" + ] + }, + { + "cell_type": "markdown", + "id": "ab098b05-e797-43c2-94f5-59cdc13ee40e", + "metadata": {}, + "source": [ + "## Close" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "f941a509-7035-4105-8b79-88a97e759737", + "metadata": {}, + "outputs": [], + "source": [ + "# ensure completion and close cluster\n", + "all_futs = futs[\"seg\"] + futs[\"seg_adm\"]\n", + "dd.wait(all_futs)\n", + "assert [f.status == \"finished\" for f in all_futs]\n", + "finished = True" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "15563792-1ba0-435a-9981-e2b15eaa8dcd", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(None, None)" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "client.cluster.close(), client.close()" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.10" + }, + "widgets": { + "application/vnd.jupyter.widget-state+json": { + "state": {}, + "version_major": 2, + "version_minor": 0 + } + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/notebooks/models/fit-movefactor.ipynb b/notebooks/models/fit-movefactor.ipynb new file mode 100644 index 0000000..5f92ca0 --- /dev/null +++ b/notebooks/models/fit-movefactor.ipynb @@ -0,0 +1,1707 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "5b610920-2f85-4d4e-9124-533d0f4ed073", + "metadata": {}, + "source": [ + "# Fit `movefactor` parameter" + ] + }, + { + "cell_type": "markdown", + "id": "4ec6801a-d966-452e-84bf-de2ff4a12733", + "metadata": {}, + "source": [ + "This notebook uses the elbow method within a revealed preference context to fit the `movefactor` parameter, which defines the cost of relocating as a multiple of GDP. We evaluate the value of capital stock and the total population that immediately relocates under the optimal CIAM scenario using no-climate-change SLR projections and a middle of the road (SSP2) socioeconomic projection. The amount of immediate relocation of capital and population implies, by definition, that the present-day distribution of this capital and population is \"suboptimal\" within the CIAM framework. This suboptimality could be a function of (a) hidden costs/barriers to relocating that are not sufficiently valued within the existing relocation cost parameterization, and (b) data/parameter inaccuracy. As we start to increase the relocation cost parameter from 0, we see a sharp decline in the amount of immediately relocated population and capital, reflecting that there are real costs to moving. However, even with an implausibly high cost of relocation, we will still see some CIAM segments choose to immediately relocate in this no-climate-change scenario. We assume that this is due largely to (b). We develop a heuristic to estimate a reasonable `movefactor` by finding the value at which 50% of the capital and population that would immediately relocate under an assumption of 0 intangible relocation costs and optimal adaptation now stays put. We average the values obtained separately for population and capital stock. See associated paper for further details.\n", + "\n", + "We also evaluate how much capital is \"suboptimally\" located within the original GAMS-CIAM specification." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "4ac893fb-43ab-450f-9c82-6c9bf1b1d123", + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "\n", + "sys.path.append(\"../\")" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "5e68d8e0-e7e8-404e-b51a-a4a4039a754d", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/srv/conda/envs/notebook/lib/python3.9/site-packages/dask_gateway/client.py:21: FutureWarning: format_bytes is deprecated and will be removed in a future release. Please use dask.utils.format_bytes instead.\n", + " from distributed.utils import LoopRunner, format_bytes\n" + ] + } + ], + "source": [ + "import numpy as np\n", + "import pandas as pd\n", + "import xarray as xr\n", + "from matplotlib import pyplot as plt\n", + "from pyCIAM.constants import SOLVCASES\n", + "from pyCIAM.io import load_ciam_inputs, load_diaz_inputs\n", + "from pyCIAM.run import calc_costs\n", + "from rhg_compute_tools.xarray import dataarray_from_delayed\n", + "from shared import (\n", + " PATH_DIAZ_INPUTS_INT,\n", + " PATH_MOVEFACTOR_DATA,\n", + " PATH_PARAMS,\n", + " PATH_PARAMS_DIAZ,\n", + " PATH_REFA,\n", + " PATH_SLIIDERS_SEG,\n", + " PATH_SLR_AR6,\n", + " PATHS_SURGE_LOOKUP,\n", + " QUANTILES,\n", + " STORAGE_OPTIONS,\n", + " open_zarr,\n", + " save,\n", + " start_dask_cluster,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "2657be4d-d344-4a43-8cd4-4e28fee0375a", + "metadata": { + "tags": [ + "parameters" + ] + }, + "outputs": [], + "source": [ + "# When running on larger/scalable dask cluster, may wish to specify number of workers\n", + "# Default is LocalCluster which will use the number of CPUs available on local machine\n", + "# N_WORKERS_MIN = 7\n", + "# N_WORKERS_MAX = 700\n", + "SEG_CHUNKSIZE = 500\n", + "SEG_CHUNKSIZE_DIAZ = 4050\n", + "\n", + "MOVEFACTOR_RANGE = np.concatenate((np.arange(0, 50, 0.1), [50, 60, 70, 80, 90, 100]))\n", + "\n", + "DESCRIPTION = (\n", + " \"Amount of immediately relocated capital and population under optimal adaptation \"\n", + " \"for a no-climate-change SLR trajectory and SSP2/IIASA socioeconomic trajectory, \"\n", + " \"as a function of segment and movefactor parameter. Used to estimate movefactor \"\n", + " \"and to provide baseline adaptation for `noAdaptation` scenario.\"\n", + ")\n", + "\n", + "PARAMS = pd.read_json(PATH_PARAMS)[\"values\"]\n", + "PARAMS_DIAZ = pd.read_json(PATH_PARAMS_DIAZ)[\"values\"]" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "78ebf879-55ff-4117-ad8e-a939306f80f4", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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Connection method: Cluster objectCluster type: dask_gateway.GatewayCluster
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" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "client = start_dask_cluster(\n", + " # n_workers_min=N_WORKERS_MIN,\n", + " # n_workers_max=N_WORKERS_MAX\n", + ")\n", + "client" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "e0679df9-312d-4813-99aa-2e3513ca503b", + "metadata": {}, + "outputs": [], + "source": [ + "def get_model_kwargs(diaz):\n", + " return dict(\n", + " elev_chunksize=None,\n", + " diaz_protect_height=diaz,\n", + " diaz_construction_freq=diaz,\n", + " diaz_lslr_plan=diaz,\n", + " diaz_negative_retreat=diaz,\n", + " diaz_forward_diff=diaz,\n", + " diaz_fixed_vars_for_onetime_cost=diaz,\n", + " diaz_calc_noadapt_damage_w_lslr=diaz,\n", + " diaz_storm_calcs=diaz,\n", + " )\n", + "\n", + "\n", + "def load_pyciam(segs):\n", + " return load_ciam_inputs(\n", + " PATH_SLIIDERS_SEG,\n", + " PATH_SLR_AR6,\n", + " PARAMS,\n", + " segs,\n", + " surge_lookup_store=PATHS_SURGE_LOOKUP[\"seg\"],\n", + " mc_dim=\"quantile\",\n", + " ssp=\"SSP2\",\n", + " iam=\"IIASA\",\n", + " include_cc=False,\n", + " include_ncc=True,\n", + " storage_options=STORAGE_OPTIONS,\n", + " quantiles=QUANTILES,\n", + " )\n", + "\n", + "\n", + "def load_diaz(segs, include_cc=False, include_ncc=True):\n", + " return load_diaz_inputs(\n", + " PATH_DIAZ_INPUTS_INT,\n", + " segs,\n", + " PARAMS_DIAZ,\n", + " include_cc=include_cc,\n", + " include_ncc=include_ncc,\n", + " storage_options=STORAGE_OPTIONS,\n", + " )\n", + "\n", + "\n", + "def get_refA(segs, mf, diaz=False):\n", + " if diaz:\n", + " surge = None\n", + " inputs, slr = load_diaz(segs)\n", + " npv_start = inputs.npv_start\n", + " eps = 0\n", + " else:\n", + " inputs, slr, surge = load_pyciam(segs)\n", + " slr = slr.unstack(\"scen_mc\").squeeze(drop=True)\n", + " npv_start = None\n", + " eps = 1\n", + "\n", + " inputs[\"movefactor\"] = mf\n", + "\n", + " costs, refA = calc_costs(\n", + " inputs, slr, surge_lookup=surge, return_year0_hts=True, **get_model_kwargs(diaz)\n", + " )\n", + "\n", + " costs = costs.sel(case=SOLVCASES)\n", + " refA = refA.sel(case=SOLVCASES)\n", + "\n", + " # In the pyCIAM case, we want to assume that agents are weighing the full costs of\n", + " # retreating, not giving them a free \"spin-up\" step, so we use all model years\n", + " # including the first to calculate NPV rather than starting with \"npv_start\". (by\n", + " # default, these are the same anyways)\n", + " npv = (\n", + " (costs.sum(\"costtype\") * inputs.dfact)\n", + " .sel(year=slice(npv_start, None))\n", + " .sum(\"year\")\n", + " )\n", + " npv = npv.where(npv.case != \"noAdaptation\", npv - eps)\n", + "\n", + " lowest = npv.argmin(\"case\").astype(\"uint8\")\n", + " refA = refA.isel(case=lowest)\n", + " refA[\"case\"] = lowest\n", + " return refA.expand_dims(movefactor=[mf])\n", + "\n", + "\n", + "def calc_exp_moved(inputs, exp_vars, relocation_hts):\n", + " valid_cases = [ix for ix, i in enumerate(SOLVCASES) if \"protect\" not in i]\n", + " moved = relocation_hts.case.isin(valid_cases)\n", + "\n", + " this_refA = relocation_hts.where(moved, 0)\n", + "\n", + " if \"movefactor\" in this_refA.dims:\n", + " this_refA = this_refA.chunk({\"movefactor\": 10})\n", + "\n", + " bds = inputs.elev_bounds.load()\n", + " exp = inputs[exp_vars].load()\n", + "\n", + " width = bds.isel(bound=1, drop=True) - bds.isel(bound=0, drop=True)\n", + "\n", + " wts = (\n", + " np.minimum(\n", + " np.maximum(this_refA - bds.isel(bound=0, drop=True), 0),\n", + " width,\n", + " )\n", + " / width\n", + " )\n", + "\n", + " return (wts * exp).sum(\"elev\").drop(\"case\").load()" + ] + }, + { + "cell_type": "markdown", + "id": "d584fefc-0f81-4c5a-936f-4f9c1170bc57", + "metadata": { + "tags": [] + }, + "source": [ + "## Get refA values for all movefactors for pyCIAM" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "fe7035bb-5a67-4849-ae69-cab582079e88", + "metadata": {}, + "outputs": [], + "source": [ + "segs = open_zarr(PATH_SLIIDERS_SEG, chunks=None).seg\n", + "seg_grps = [segs[i : i + SEG_CHUNKSIZE] for i in range(0, len(segs), SEG_CHUNKSIZE)]" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "8bafcf7c-8745-40b4-8fcb-b9dea329cd79", + "metadata": {}, + "outputs": [], + "source": [ + "futs = []\n", + "for mf in MOVEFACTOR_RANGE:\n", + " futs.append(client.map(get_refA, seg_grps, mf=mf))\n", + "refA = xr.concat(\n", + " [dataarray_from_delayed(f, dim=\"seg\") for f in futs], dim=\"movefactor\"\n", + ").load()" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "c5d48e38-2d27-44e0-ac57-1efe61e8d169", + "metadata": {}, + "outputs": [], + "source": [ + "save(refA.to_dataset(name=\"refA\").chunk(), PATH_REFA, mode=\"w\")" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "36df7985-e275-4de7-98df-2f115030d75a", + "metadata": {}, + "outputs": [], + "source": [ + "this_refA = open_zarr(PATH_REFA, chunks=None).refA.sel(quantile=0.5, drop=True).load()\n", + "sliiders_seg = open_zarr(PATH_SLIIDERS_SEG, chunks=None)\n", + "mvmt = calc_exp_moved(sliiders_seg, [\"K_2019\", \"pop_2019\"], this_refA)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "0b5fd401-d204-4d0b-9e33-f09bc30473f5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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+       "Dimensions:   ()\n",
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+       "    K_2019    float64 6.5\n",
+       "    pop_2019  float64 9.5
" + ], + "text/plain": [ + "\n", + "Dimensions: ()\n", + "Data variables:\n", + " K_2019 float64 6.5\n", + " pop_2019 float64 9.5" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "ratio = mvmt.sum(\"seg\") / mvmt.sel(movefactor=0).sum(\"seg\")\n", + "np.abs(0.5 - ratio).idxmin(\"movefactor\")" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "61fa9dc4-bbeb-4710-bc84-65bdf6cd6a4c", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(0.0, 45675703.08690297)" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots()\n", + "ax2 = ax.twinx()\n", + "mvmt.sum(\"seg\").K_2019.plot(ax=ax)\n", + "mvmt.sum(\"seg\").pop_2019.plot(ax=ax2, c=\"g\")\n", + "ax.set_ylim(0, None)\n", + "ax2.set_ylim(0, None)" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "17c41589-b943-42a8-9522-67e24f3ddf47", + "metadata": {}, + "outputs": [], + "source": [ + "for v in mvmt.variables:\n", + " if mvmt[v].dtype == object:\n", + " mvmt[v] = mvmt[v].astype(\"unicode\")\n", + "save(mvmt, PATH_MOVEFACTOR_DATA, mode=\"w\")" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "f9812bce-b427-4941-820d-700ed1262d1a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(None, None)" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "client.cluster.close(), client.close()" + ] + }, + { + "cell_type": "markdown", + "id": "3e2d400a-2d28-4788-aaf2-f39fa0463065", + "metadata": {}, + "source": [ + "## Get refA values for GAMS-CIAM for movefactor 1" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "852a4ceb-8221-44a9-915b-fe2d4d697578", + "metadata": {}, + "outputs": [], + "source": [ + "diaz_segs = open_zarr(PATH_DIAZ_INPUTS_INT, chunks=None).seg.load()\n", + "inputs_diaz = load_diaz(diaz_segs)[0]" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "a8b6faaa-c2de-430f-b599-4609acc3be37", + "metadata": {}, + "outputs": [], + "source": [ + "refA_diaz = get_refA(diaz_segs, PARAMS_DIAZ.movefactor, diaz=True).squeeze(drop=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "ec47ccaa-3852-41d9-8eab-441ef84e1d5c", + "metadata": {}, + "outputs": [], + "source": [ + "this_refA = refA_diaz.sel(quantile=0.5, drop=True)\n", + "mvmt_diaz2000 = calc_exp_moved(\n", + " inputs_diaz.sel(year=2000, drop=True), [\"K\", \"pop\"], this_refA\n", + ")\n", + "mvmt_diaz2100 = calc_exp_moved(\n", + " inputs_diaz.sel(year=2100, drop=True), [\"K\", \"pop\"], this_refA\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "b9140808-4d99-4d4e-8cf5-3a6b92c6bcde", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Small enough to run locally so we just use a local cluster by default here\n", + "client = dd.Client(threads_per_worker=1, n_workers=3)\n", + "client" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "out = execute_pyciam(\n", + " PATH_PARAMS_DIAZ,\n", + " PATH_DIAZ_INPUTS_INT,\n", + " [None],\n", + " [None],\n", + " DIR_SCRATCH / \"refA-diaz.zarr\",\n", + " seg_var=\"seg\",\n", + " quantiles=None,\n", + " extra_attrs={\n", + " \"author\": AUTHOR,\n", + " \"history\": HISTORY,\n", + " \"contact\": CONTACT,\n", + " \"description\": DESCRIPTION,\n", + " },\n", + " refA_seg_chunksize=SEG_CHUNKSIZE,\n", + " pyciam_seg_chunksize=SEG_CHUNKSIZE,\n", + " diaz_inputs=True,\n", + " diaz_config=True,\n", + " dask_client_func=lambda: client,\n", + " storage_options=STORAGE_OPTIONS,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [], + "source": [ + "for k, v in out.coords.items():\n", + " if v.dtype == object:\n", + " out[k] = v.astype(\"unicode\")\n", + "save(out, PATH_DIAZ_RES, mode=\"w\")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.10" + }, + "widgets": { + "application/vnd.jupyter.widget-state+json": { + "state": {}, + "version_major": 2, + "version_minor": 0 + } + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/notebooks/models/run-pyCIAM-slrquantiles.ipynb b/notebooks/models/run-pyCIAM-slrquantiles.ipynb new file mode 100644 index 0000000..b76556d --- /dev/null +++ b/notebooks/models/run-pyCIAM-slrquantiles.ipynb @@ -0,0 +1,171 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "tags": [] + }, + "source": [ + "# Run pyCIAM" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "import sys\n", + "\n", + "sys.path.append(\"../\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from shared import (\n", + " AUTHOR,\n", + " CONTACT,\n", + " DIR_SCRATCH,\n", + " HISTORY,\n", + " PATH_OUTPUTS,\n", + " PATH_PARAMS,\n", + " PATH_REFA,\n", + " PATH_SLIIDERS,\n", + " PATH_SLIIDERS_SEG,\n", + " PATH_SLR_AR5_QUANTILES,\n", + " PATH_SLR_AR6,\n", + " PATH_SLR_SWEET,\n", + " PATHS_SURGE_LOOKUP,\n", + " QUANTILES,\n", + " STORAGE_OPTIONS,\n", + " start_dask_cluster,\n", + ")\n", + "\n", + "from pyCIAM.run import execute_pyciam" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "tags": [ + "parameters" + ] + }, + "outputs": [], + "source": [ + "AR6_ONLY = False\n", + "\n", + "TMPPATH = DIR_SCRATCH / \"pyCIAM_results_quantiles_prechunked.zarr\"\n", + "\n", + "# When running on larger/scalable dask cluster, may wish to specify number of workers\n", + "# Default is LocalCluster which will use the number of CPUs available on local machine\n", + "N_WORKERS = None\n", + "# N_WORKERS = 400\n", + "\n", + "SEG_CHUNKSIZE = 3\n", + "\n", + "SEG_ADM_SUBSET = None\n", + "\n", + "DESCRIPTION = \"Projected coastal damages from pyCIAM, using quantiles of SLR scenarios.\"" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "if AR6_ONLY:\n", + " all_slr_ds = [PATH_SLR_AR6]\n", + " all_slr_name = [\"ar6\"]\n", + "else:\n", + " all_slr_ds = [PATH_SLR_AR6, PATH_SLR_AR5_QUANTILES, PATH_SLR_SWEET]\n", + " all_slr_name = [\"ar6\", \"ar5\", \"sweet\"]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "client = start_dask_cluster(\n", + " n_workers=N_WORKERS,\n", + ")\n", + "client" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "execute_pyciam(\n", + " PATH_PARAMS,\n", + " PATH_SLIIDERS,\n", + " all_slr_ds,\n", + " all_slr_name,\n", + " PATH_REFA,\n", + " econ_input_path_seg=PATH_SLIIDERS_SEG,\n", + " output_path=PATH_OUTPUTS,\n", + " seg_var_subset=SEG_ADM_SUBSET,\n", + " surge_input_paths=PATHS_SURGE_LOOKUP,\n", + " tmp_output_path=TMPPATH,\n", + " quantiles=QUANTILES,\n", + " dask_client_func=lambda: client,\n", + " storage_options=STORAGE_OPTIONS,\n", + " extra_attrs={\n", + " \"author\": AUTHOR,\n", + " \"contact\": CONTACT,\n", + " \"description\": DESCRIPTION,\n", + " \"history\": HISTORY,\n", + " },\n", + ")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.0" + }, + "widgets": { + "application/vnd.jupyter.widget-state+json": { + "state": {}, + "version_major": 2, + "version_minor": 0 + } + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/notebooks/nb_logs/data-acquisition.ipynb b/notebooks/nb_logs/data-acquisition.ipynb new file mode 100644 index 0000000..d96a8dd --- /dev/null +++ b/notebooks/nb_logs/data-acquisition.ipynb @@ -0,0 +1,845 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "318ec323-147b-42a9-874b-6835b06813bc", + "metadata": { + "papermill": { + "duration": 0.005472, + "end_time": "2023-03-18T17:54:40.503497", + "exception": false, + "start_time": "2023-03-18T17:54:40.498025", + "status": "completed" + }, + "tags": [] + }, + "source": [ + "# Download necessary files" + ] + }, + { + "cell_type": "markdown", + "id": "9ad66ba5-1ea0-49d5-a860-bbb4963946ed", + "metadata": { + "papermill": { + "duration": 0.003465, + "end_time": "2023-03-18T17:54:40.510490", + "exception": false, + "start_time": "2023-03-18T17:54:40.507025", + "status": "completed" + }, + "tags": [] + }, + "source": [ + "This notebook downloads files necessary to replicate the analysis in Depsky et al. 2023." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "65deea57-083b-4641-8b86-d03d8dcf57de", + "metadata": { + "execution": { + "iopub.execute_input": "2023-03-18T17:54:40.518999Z", + "iopub.status.busy": "2023-03-18T17:54:40.518414Z", + "iopub.status.idle": "2023-03-18T17:54:40.526376Z", + "shell.execute_reply": "2023-03-18T17:54:40.525722Z" + }, + "papermill": { + "duration": 0.014319, + "end_time": "2023-03-18T17:54:40.528115", + "exception": false, + "start_time": "2023-03-18T17:54:40.513796", + "status": "completed" + }, + "tags": [] + }, + "outputs": [], + "source": [ + "import sys\n", + "\n", + "sys.path.append(\"..\")" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "a9431a2c-9f54-493b-9cdb-1ea9421f1433", + "metadata": { + "execution": { + "iopub.execute_input": "2023-03-18T17:54:40.536100Z", + "iopub.status.busy": "2023-03-18T17:54:40.535614Z", + "iopub.status.idle": "2023-03-18T17:54:46.306188Z", + "shell.execute_reply": "2023-03-18T17:54:46.304827Z" + }, + "papermill": { + "duration": 5.778126, + "end_time": "2023-03-18T17:54:46.309343", + "exception": false, + "start_time": "2023-03-18T17:54:40.531217", + "status": "completed" + }, + "tags": [] + }, + "outputs": [], + "source": [ + "import tempfile\n", + "from io import BytesIO\n", + "from os import environ\n", + "from pathlib import Path\n", + "from zipfile import ZipFile\n", + "\n", + "import numpy as np\n", + "import pandas as pd\n", + "import requests\n", + "from cartopy.io import shapereader\n", + "from fsspec import FSTimeoutError\n", + "from fsspec.implementations.zip import ZipFileSystem\n", + "from shared import (\n", + " DIR_SHP,\n", + " DIR_SLR_AR5_IFILES_RAW,\n", + " DIR_SLR_AR6_RAW,\n", + " DIR_SLR_SWEET_RAW,\n", + " LOCALIZESL_COREFILES,\n", + " LOCALIZESL_REV,\n", + " PATH_BORDERS,\n", + " PATH_COASTLINES,\n", + " PATH_DIAZ_INPUTS_RAW,\n", + " PATH_GADM,\n", + " PATH_MOVEFACTOR_DATA,\n", + " PATH_PWT,\n", + " PATH_SLIIDERS,\n", + " PATH_SLIIDERS_INCOME_INTERMEDIATE_FILE,\n", + " PATH_SLR_AR5_QUANTILES,\n", + " PATH_SLR_GMSL_HIST_TIMESERIES,\n", + " PATH_SLR_HIST_TREND_MAP,\n", + " PATHS_SURGE_LOOKUP,\n", + " copy,\n", + " save,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "7e3d5ad1-a9e5-4b03-9dca-57b5b2098e4c", + "metadata": { + "execution": { + "iopub.execute_input": "2023-03-18T17:54:46.321045Z", + "iopub.status.busy": "2023-03-18T17:54:46.320747Z", + "iopub.status.idle": "2023-03-18T17:54:46.327058Z", + "shell.execute_reply": "2023-03-18T17:54:46.326219Z" + }, + "papermill": { + "duration": 0.013945, + "end_time": "2023-03-18T17:54:46.329343", + "exception": false, + "start_time": "2023-03-18T17:54:46.315398", + "status": "completed" + }, + "tags": [ + "parameters" + ] + }, + "outputs": [], + "source": [ + "Z_URL_BASE = \"https://zenodo.org/api/\"\n", + "Z_URL_RECORDS = Z_URL_BASE + \"records/{doi}\"\n", + "Z_URL_DEPOSITS = Z_URL_BASE + \"deposit/depositions/{doi}\"\n", + "\n", + "# This will need to point to the correct version of the SLIIDERS zenodo store (see\n", + "# Depsky et al. 2023 for the version associated with that manuscript)\n", + "Z_SLIIDERS_DOI = \"7693868\"\n", + "Z_PYCIAM_DOI = \"7693869\"\n", + "Z_AR6_DOI = \"6382554\"\n", + "Z_SWEET_DOI = \"6067895\"\n", + "\n", + "\n", + "DOWNLOAD_DIAZ_INPUTS = True\n", + "DOWNLOAD_SLIIDERS = True\n", + "DOWNLOAD_SURGE_LOOKUPS = True\n", + "\n", + "DOWNLOAD_PLOTTING_DATA = True\n", + "\n", + "DOWNLOAD_SLR_AR5 = True\n", + "DOWNLOAD_SLR_AR6 = True\n", + "DOWNLOAD_SLR_SWEET = True\n", + "\n", + "# Only needed if you would like to re-run LocalizeSL to re-generate AR5 SLR inputs\n", + "# (requires matlab or octave). The output of this workflow, quantiled to the quantiles\n", + "# we are working with in Depsky et al. 2023, is obtained with DOWNLOAD_SLR_AR5=True\n", + "DOWNLOAD_LOCALIZESL_INPUTS = False\n", + "\n", + "# pre-release\n", + "PARAMS = {\"access_token\": environ[\"ACCESS_TOKEN\"]}\n", + "Z_URL_SLIIDERS_PC = Z_URL_DEPOSITS\n", + "\n", + "# post-release\n", + "# PARAMS = {}\n", + "# Z_URL = Z_URL_RECORDS" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "9da08e5c", + "metadata": { + "execution": { + "iopub.execute_input": "2023-03-18T17:54:46.339901Z", + "iopub.status.busy": "2023-03-18T17:54:46.339423Z", + "iopub.status.idle": "2023-03-18T17:54:46.344658Z", + "shell.execute_reply": "2023-03-18T17:54:46.343537Z" + }, + "papermill": { + "duration": 0.014813, + "end_time": "2023-03-18T17:54:46.347267", + "exception": false, + "start_time": "2023-03-18T17:54:46.332454", + "status": "completed" + }, + "tags": [ + "injected-parameters" + ] + }, + "outputs": [], + "source": [ + "# Parameters\n", + "DOWNLOAD_DIAZ_INPUTS = False\n", + "DOWNLOAD_PLOTTING_DATA = False\n", + "DOWNLOAD_SLR_AR5 = False\n", + "DOWNLOAD_SLR_SWEET = False\n" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "8d519f83-eb91-4cb0-b2e7-5918b91d5143", + "metadata": { + "execution": { + "iopub.execute_input": "2023-03-18T17:54:46.358252Z", + "iopub.status.busy": "2023-03-18T17:54:46.357736Z", + "iopub.status.idle": "2023-03-18T17:54:46.368758Z", + "shell.execute_reply": "2023-03-18T17:54:46.368099Z" + }, + "papermill": { + "duration": 0.021208, + "end_time": "2023-03-18T17:54:46.371848", + "exception": false, + "start_time": "2023-03-18T17:54:46.350640", + "status": "completed" + }, + "tags": [] + }, + "outputs": [], + "source": [ + "def get_download_link(files, prefix):\n", + " links = [\n", + " i[\"links\"]\n", + " for i in files\n", + " if i.get(\"filename\", \"\").startswith(prefix)\n", + " or i.get(\"key\", \"\").startswith(prefix)\n", + " ]\n", + " assert len(links) == 1\n", + " links = links[0]\n", + " return links.get(\"download\", links[\"self\"])\n", + "\n", + "\n", + "def download_and_extract_full_zip(lpath, url):\n", + " if lpath.exists():\n", + " return None\n", + " lpath.parent.mkdir(exist_ok=True, parents=True)\n", + "\n", + " content = BytesIO(requests.get(url, params=PARAMS).content)\n", + " if isinstance(lpath, Path):\n", + " with ZipFile(content, \"r\") as zip_ref:\n", + " zip_ref.extractall(lpath)\n", + " else:\n", + " with tempfile.TemporaryDirectory() as tmpdir:\n", + " with ZipFile(content, \"r\") as zip_ref:\n", + " zip_ref.extractall(tmpdir)\n", + " copy(Path(tmpdir), lpath)\n", + "\n", + "\n", + "def download_and_extract_partial_zip(lpath, url, zip_glob, n_retries=5):\n", + " lpath.mkdir(exist_ok=True, parents=True)\n", + " z = ZipFileSystem(url)\n", + " if isinstance(zip_glob, (list, set, tuple, np.ndarray)):\n", + " files_remote = zip_glob\n", + " else:\n", + " files_remote = [p for p in z.glob(zip_glob) if not p.endswith(\"/\")]\n", + " files_local = [lpath / Path(f).name for f in files_remote]\n", + " for fr, fl in list(zip(files_remote, files_local)):\n", + " if not fl.is_file():\n", + " retries = 0\n", + " while retries < n_retries:\n", + " print(f\"...Downloading {fl.name} (attempt {retries+1}/{n_retries})\")\n", + " try:\n", + " data = z.cat_file(fr)\n", + " break\n", + " except FSTimeoutError:\n", + " if retries < (n_retries - 1):\n", + " retries += 1\n", + " else:\n", + " raise\n", + " print(f\"...Writing {fl.name}\")\n", + " fl.write_bytes(data)\n", + "\n", + "\n", + "def download_and_extract_from_zenodo(lpath, files, prefix, zip_glob=None):\n", + " dl = get_download_link(files, prefix)\n", + " if zip_glob is None:\n", + " return download_and_extract_full_zip(lpath, dl)\n", + " else:\n", + " return download_and_extract_partial_zip(lpath, dl, zip_glob)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "f8316f7d-38c6-4e9c-ac5a-78fa05418e61", + "metadata": { + "execution": { + "iopub.execute_input": "2023-03-18T17:54:46.381941Z", + "iopub.status.busy": "2023-03-18T17:54:46.381606Z", + "iopub.status.idle": "2023-03-18T17:54:47.618657Z", + "shell.execute_reply": "2023-03-18T17:54:47.618037Z" + }, + "papermill": { + "duration": 1.244416, + "end_time": "2023-03-18T17:54:47.620641", + "exception": false, + "start_time": "2023-03-18T17:54:46.376225", + "status": "completed" + }, + "tags": [] + }, + "outputs": [], + "source": [ + "pyciam_files = requests.get(\n", + " Z_URL_SLIIDERS_PC.format(doi=Z_PYCIAM_DOI), params=PARAMS\n", + ").json()[\"files\"]" + ] + }, + { + "cell_type": "markdown", + "id": "a17d55fb-d63b-4476-a209-391909e913e3", + "metadata": { + "papermill": { + "duration": 0.003511, + "end_time": "2023-03-18T17:54:47.627688", + "exception": false, + "start_time": "2023-03-18T17:54:47.624177", + "status": "completed" + }, + "tags": [] + }, + "source": [ + "## Data for plotting and results calculation" + ] + }, + { + "cell_type": "markdown", + "id": "d284b787-cd6c-4193-a402-5614027d1506", + "metadata": { + "papermill": { + "duration": 0.003615, + "end_time": "2023-03-18T17:54:47.634459", + "exception": false, + "start_time": "2023-03-18T17:54:47.630844", + "status": "completed" + }, + "tags": [] + }, + "source": [ + "These are necessary to run the [pyCIAM-results-figures.ipynb](./pyCIAM-results-figures.ipynb) notebook, but are not directly used in the model execution." + ] + }, + { + "cell_type": "markdown", + "id": "eca8f9f2-63f0-4c3c-b49e-8bc7cd50d0df", + "metadata": { + "papermill": { + "duration": 0.0039, + "end_time": "2023-03-18T17:54:47.643326", + "exception": false, + "start_time": "2023-03-18T17:54:47.639426", + "status": "completed" + }, + "tags": [] + }, + "source": [ + "### Natural Earth Country Boundaries" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "b182039a-7173-4469-b239-4c761a36b35f", + "metadata": { + "execution": { + "iopub.execute_input": "2023-03-18T17:54:47.652889Z", + "iopub.status.busy": "2023-03-18T17:54:47.652514Z", + "iopub.status.idle": "2023-03-18T17:54:47.659947Z", + "shell.execute_reply": "2023-03-18T17:54:47.658615Z" + }, + "papermill": { + "duration": 0.015929, + "end_time": "2023-03-18T17:54:47.662907", + "exception": false, + "start_time": "2023-03-18T17:54:47.646978", + "status": "completed" + }, + "tags": [] + }, + "outputs": [], + "source": [ + "if DOWNLOAD_PLOTTING_DATA:\n", + " DIR_SHP.mkdir(exist_ok=True, parents=True)\n", + " # Natural Earth coastline data\n", + " if not PATH_BORDERS.is_file():\n", + " print(\"Downloading Natural Earth borders data...\")\n", + " fname_boundary = Path(\n", + " shapereader.natural_earth(\n", + " resolution=\"10m\",\n", + " category=\"cultural\",\n", + " name=\"admin_0_boundary_lines_land\",\n", + " )\n", + " )\n", + " copy(fname_boundary.parent, PATH_BORDERS.parent)\n", + "\n", + " if not PATH_COASTLINES.is_file():\n", + " print(\"Downloading Natural Earth coastlines data...\")\n", + " fname_coastlines = Path(\n", + " shapereader.natural_earth(\n", + " resolution=\"10m\", category=\"physical\", name=\"coastline\"\n", + " )\n", + " )\n", + " copy(fname_coastlines.parent, PATH_COASTLINES.parent)\n", + "\n", + " # GADM\n", + " print(\"Downloading GADM data...\")\n", + " if not PATH_GADM.is_file():\n", + " GADM_NAME = PATH_GADM.stem\n", + " download_and_extract_partial_zip(\n", + " PATH_GADM.parent,\n", + " f\"https://geodata.ucdavis.edu/gadm/gadm4.1/{GADM_NAME}.zip\",\n", + " f\"{GADM_NAME}.gpkg\",\n", + " )\n", + "\n", + " # Penn World Table\n", + " print(\"Downloading PWT data...\")\n", + " if not PATH_PWT.is_file():\n", + " save(\n", + " pd.read_excel(\"https://www.rug.nl/ggdc/docs/pwt100.xlsx\", sheet_name=2),\n", + " PATH_PWT,\n", + " )\n", + "\n", + " # SLIIDERS intermediate output used for normalizing costs by GDP for presentation in\n", + " # Depsky et al. 2023\n", + " print(\"Downloading SLIIDERS intermediate file...\")\n", + " download_and_extract_from_zenodo(\n", + " PATH_SLIIDERS_INCOME_INTERMEDIATE_FILE, pyciam_files, \"inputs/ypk_\"\n", + " )\n", + "\n", + " # Output of the non-market relocation cost analysis in Depsky et al. 2023\n", + " print(\"Downloading movefactor analysis outputs...\")\n", + " download_and_extract_from_zenodo(\n", + " PATH_MOVEFACTOR_DATA, pyciam_files, \"products/suboptimal\"\n", + " )" + ] + }, + { + "cell_type": "markdown", + "id": "02944b01-d2b4-4ae5-ad02-8f1f6e786a30", + "metadata": { + "papermill": { + "duration": 0.00403, + "end_time": "2023-03-18T17:54:47.671523", + "exception": false, + "start_time": "2023-03-18T17:54:47.667493", + "status": "completed" + }, + "tags": [] + }, + "source": [ + "## SLIIDERS" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "cd36a5b5-147e-4185-bfab-ead1ab385a17", + "metadata": { + "execution": { + "iopub.execute_input": "2023-03-18T17:54:47.679764Z", + "iopub.status.busy": "2023-03-18T17:54:47.679486Z", + "iopub.status.idle": "2023-03-18T17:54:54.296185Z", + "shell.execute_reply": "2023-03-18T17:54:54.295401Z" + }, + "papermill": { + "duration": 6.624184, + "end_time": "2023-03-18T17:54:54.299808", + "exception": false, + "start_time": "2023-03-18T17:54:47.675624", + "status": "completed" + }, + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Downloading SLIIDERS...\n" + ] + } + ], + "source": [ + "if DOWNLOAD_SLIIDERS:\n", + " print(\"Downloading SLIIDERS...\")\n", + " sliiders_files = requests.get(\n", + " Z_URL_SLIIDERS_PC.format(doi=Z_SLIIDERS_DOI), params=PARAMS\n", + " ).json()[\"files\"]\n", + " download_and_extract_from_zenodo(\n", + " PATH_SLIIDERS, sliiders_files, \"products/sliiders-v\"\n", + " )" + ] + }, + { + "cell_type": "markdown", + "id": "801f1d20-1cc5-40a9-83e4-c292ac9cba9b", + "metadata": { + "papermill": { + "duration": 0.006263, + "end_time": "2023-03-18T17:54:54.314316", + "exception": false, + "start_time": "2023-03-18T17:54:54.308053", + "status": "completed" + }, + "tags": [] + }, + "source": [ + "## Diaz 2016 inputs" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "ac24be38-f3a5-4f79-9090-9fbe89c90ff8", + "metadata": { + "execution": { + "iopub.execute_input": "2023-03-18T17:54:54.324869Z", + "iopub.status.busy": "2023-03-18T17:54:54.324595Z", + "iopub.status.idle": "2023-03-18T17:54:54.328185Z", + "shell.execute_reply": "2023-03-18T17:54:54.327432Z" + }, + "papermill": { + "duration": 0.010481, + "end_time": "2023-03-18T17:54:54.330108", + "exception": false, + "start_time": "2023-03-18T17:54:54.319627", + "status": "completed" + }, + "tags": [] + }, + "outputs": [], + "source": [ + "if DOWNLOAD_DIAZ_INPUTS:\n", + " print(\"Downloading Diaz 2016 inputs...\")\n", + " download_and_extract_from_zenodo(\n", + " PATH_DIAZ_INPUTS_RAW, pyciam_files, \"inputs/diaz2016_inputs\"\n", + " )" + ] + }, + { + "cell_type": "markdown", + "id": "36028871-9be6-4f68-9fe8-b99da2c09c21", + "metadata": { + "papermill": { + "duration": 0.003478, + "end_time": "2023-03-18T17:54:54.337903", + "exception": false, + "start_time": "2023-03-18T17:54:54.334425", + "status": "completed" + }, + "tags": [] + }, + "source": [ + "## SLR Inputs" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "003f01c4-0851-4c2c-8359-fc1f2d715527", + "metadata": { + "execution": { + "iopub.execute_input": "2023-03-18T17:54:54.350722Z", + "iopub.status.busy": "2023-03-18T17:54:54.350126Z", + "iopub.status.idle": "2023-03-18T17:55:07.601403Z", + "shell.execute_reply": "2023-03-18T17:55:07.600074Z" + }, + "papermill": { + "duration": 13.261547, + "end_time": "2023-03-18T17:55:07.604171", + "exception": false, + "start_time": "2023-03-18T17:54:54.342624", + "status": "completed" + }, + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Downloading AR6 SLR projections: total, global...\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Downloading AR6 SLR projections: total, regional...\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Downloading AR6 SLR projections: verticallandmotion, regional...\n" + ] + } + ], + "source": [ + "if DOWNLOAD_SLR_AR5:\n", + " print(\"Downloading LocalizeSL pre-computed quantiles...\")\n", + " download_and_extract_from_zenodo(\n", + " PATH_SLR_AR5_QUANTILES, pyciam_files, \"inputs/ar5-msl\"\n", + " )\n", + "\n", + "if DOWNLOAD_SLR_SWEET:\n", + " print(\"Downloading SLR projections from Sweet 2022...\")\n", + " sweet_files = requests.get(\n", + " Z_URL_RECORDS.format(doi=Z_SWEET_DOI), params=PARAMS\n", + " ).json()[\"files\"]\n", + " download_and_extract_from_zenodo(\n", + " DIR_SLR_SWEET_RAW,\n", + " sweet_files,\n", + " \"Interagency_Report.zip\",\n", + " zip_glob=[\n", + " \"Results/TR_global_projections.nc\",\n", + " \"Results/TR_gridded_projections.nc\",\n", + " \"Results/TR_local_projections.nc\",\n", + " ],\n", + " )\n", + "\n", + "if DOWNLOAD_SLR_AR6:\n", + " ar6_files = requests.get(Z_URL_RECORDS.format(doi=Z_AR6_DOI), params=PARAMS).json()[\n", + " \"files\"\n", + " ]\n", + "\n", + " # get total SLR\n", + " for scope, name in [(\"global\", \"ar6\"), (\"regional\", \"ar6-regional-confidence\")]:\n", + " print(f\"Downloading AR6 SLR projections: total, {scope}...\")\n", + " download_and_extract_from_zenodo(\n", + " DIR_SLR_AR6_RAW / scope,\n", + " ar6_files,\n", + " f\"{name}.zip\",\n", + " zip_glob=(\n", + " f\"{name}/{scope}/confidence_output_files/**/ssp*/total_*values.nc\"\n", + " ),\n", + " )\n", + "\n", + " # get only the contribution of vertical land motion\n", + " print(\"Downloading AR6 SLR projections: verticallandmotion, regional...\")\n", + " download_and_extract_from_zenodo(\n", + " DIR_SLR_AR6_RAW / \"regional\",\n", + " ar6_files,\n", + " \"ar6-regional-confidence.zip\",\n", + " zip_glob=(\n", + " \"ar6-regional-confidence/regional/confidence_output_files/**/ssp*/\"\n", + " \"verticallandmotion_*values.nc\"\n", + " ),\n", + " )\n", + "\n", + "if DOWNLOAD_SLR_AR5 or DOWNLOAD_SLR_SWEET:\n", + " # must also add some historical trends to convert from 2000 to 2005 MSL datum\n", + " BASE_URL = \"https://data.aviso.altimetry.fr/aviso-gateway/data/indicators/msl/\"\n", + " print(\"Downloading map of historical SLR...\")\n", + " with PATH_SLR_HIST_TREND_MAP.open(\"wb\") as f:\n", + " f.write(\n", + " requests.get(\n", + " BASE_URL + \"MSL_Map_MERGED_Global_AVISO_NoGIA_Adjust.nc\"\n", + " ).content\n", + " )\n", + " print(\"Downloading historical GMSL timeseries...\")\n", + " with PATH_SLR_GMSL_HIST_TIMESERIES.open(\"wb\") as f:\n", + " f.write(\n", + " requests.get(\n", + " BASE_URL + \"MSL_Serie_MERGED_Global_AVISO_GIA_Adjust_Filter2m.nc\"\n", + " ).content\n", + " )" + ] + }, + { + "cell_type": "markdown", + "id": "81125eca-4add-4d40-a93f-f2b18bac4265", + "metadata": { + "papermill": { + "duration": 0.005941, + "end_time": "2023-03-18T17:55:07.616846", + "exception": false, + "start_time": "2023-03-18T17:55:07.610905", + "status": "completed" + }, + "tags": [] + }, + "source": [ + "## Storm Surge Lookup Tables" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "cb8f902f-6fb8-4ed0-95b3-fa5c6899212a", + "metadata": { + "execution": { + "iopub.execute_input": "2023-03-18T17:55:07.626859Z", + "iopub.status.busy": "2023-03-18T17:55:07.625791Z", + "iopub.status.idle": "2023-03-18T17:55:07.632952Z", + "shell.execute_reply": "2023-03-18T17:55:07.632023Z" + }, + "papermill": { + "duration": 0.015756, + "end_time": "2023-03-18T17:55:07.635976", + "exception": false, + "start_time": "2023-03-18T17:55:07.620220", + "status": "completed" + }, + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Downloading segment-level storm surge lookup...\n", + "Downloading segment/admin unit-level storm surge lookup...\n" + ] + } + ], + "source": [ + "if DOWNLOAD_SURGE_LOOKUPS:\n", + " print(\"Downloading segment-level storm surge lookup...\")\n", + " download_and_extract_from_zenodo(\n", + " PATHS_SURGE_LOOKUP[\"seg\"], pyciam_files, \"inputs/surge-lookup-v1.1-seg.\"\n", + " )\n", + "\n", + " print(\"Downloading segment/admin unit-level storm surge lookup...\")\n", + " download_and_extract_from_zenodo(\n", + " PATHS_SURGE_LOOKUP[\"seg_adm\"], pyciam_files, \"inputs/surge-lookup-v1.1-seg_adm\"\n", + " )" + ] + }, + { + "cell_type": "markdown", + "id": "8213ae2d-ebcd-414d-a1cc-8c8f828898a2", + "metadata": { + "papermill": { + "duration": 0.004512, + "end_time": "2023-03-18T17:55:07.646979", + "exception": false, + "start_time": "2023-03-18T17:55:07.642467", + "status": "completed" + }, + "tags": [] + }, + "source": [ + "## LocalizeSL Inputs" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "1aa31c42-72c5-406c-acaa-51a9e4fb8330", + "metadata": { + "execution": { + "iopub.execute_input": "2023-03-18T17:55:07.657449Z", + "iopub.status.busy": "2023-03-18T17:55:07.656922Z", + "iopub.status.idle": "2023-03-18T17:55:07.662453Z", + "shell.execute_reply": "2023-03-18T17:55:07.661508Z" + }, + "papermill": { + "duration": 0.01451, + "end_time": "2023-03-18T17:55:07.665630", + "exception": false, + "start_time": "2023-03-18T17:55:07.651120", + "status": "completed" + }, + "tags": [] + }, + "outputs": [], + "source": [ + "if DOWNLOAD_LOCALIZESL_INPUTS:\n", + " DIR_SLR_AR5_IFILES_RAW.mkdir(exist_ok=True, parents=True)\n", + "\n", + " for corefile_name in LOCALIZESL_COREFILES:\n", + " print(f\"Downloading LocalizeSL corefile: {corefile_name}...\")\n", + " url = (\n", + " f\"https://github.com/bobkopp/LocalizeSL/raw/{LOCALIZESL_REV}/IFILES/\"\n", + " f\"{corefile_name}.mat\"\n", + " )\n", + "\n", + " filename = Path(url).name\n", + " with (DIR_SLR_AR5_IFILES_RAW / filename).open(\"wb\") as f:\n", + " f.write(requests.get(url).content)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.8" + }, + "papermill": { + "default_parameters": {}, + "duration": 30.105493, + "end_time": "2023-03-18T17:55:08.394744", + "environment_variables": {}, + "exception": null, + "input_path": "data-acquisition.ipynb", + "output_path": "/Users/ianbolliger/git-repos/pyciam/notebooks/nb_logs/data-acquisition.ipynb", + "parameters": { + "DOWNLOAD_DIAZ_INPUTS": false, + "DOWNLOAD_PLOTTING_DATA": false, + "DOWNLOAD_SLR_AR5": false, + "DOWNLOAD_SLR_SWEET": false + }, + "start_time": "2023-03-18T17:54:38.289251", + "version": "2.3.4" + }, + "widgets": { + "application/vnd.jupyter.widget-state+json": { + "state": {}, + "version_major": 2, + "version_minor": 0 + } + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} \ No newline at end of file diff --git a/notebooks/nb_logs/data-processing/slr/AR6.ipynb b/notebooks/nb_logs/data-processing/slr/AR6.ipynb new file mode 100644 index 0000000..735312a --- /dev/null +++ b/notebooks/nb_logs/data-processing/slr/AR6.ipynb @@ -0,0 +1,253 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "90c249e1", + "metadata": { + "execution": { + "iopub.execute_input": "2023-03-18T17:55:13.027590Z", + "iopub.status.busy": "2023-03-18T17:55:13.026599Z", + "iopub.status.idle": "2023-03-18T17:55:13.038374Z", + "shell.execute_reply": "2023-03-18T17:55:13.037683Z" + }, + "papermill": { + "duration": 0.021244, + "end_time": "2023-03-18T17:55:13.041630", + "exception": false, + "start_time": "2023-03-18T17:55:13.020386", + "status": "completed" + }, + "tags": [] + }, + "outputs": [], + "source": [ + "import sys\n", + "\n", + "sys.path.append(\"../../\")" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "3fa358e8", + "metadata": { + "execution": { + "iopub.execute_input": "2023-03-18T17:55:13.050360Z", + "iopub.status.busy": "2023-03-18T17:55:13.049910Z", + "iopub.status.idle": "2023-03-18T17:55:17.486227Z", + "shell.execute_reply": "2023-03-18T17:55:17.484770Z" + }, + "papermill": { + "duration": 4.444244, + "end_time": "2023-03-18T17:55:17.489601", + "exception": false, + "start_time": "2023-03-18T17:55:13.045357", + "status": "completed" + }, + "tags": [] + }, + "outputs": [], + "source": [ + "import pandas as pd\n", + "import shared\n", + "import xarray as xr\n", + "from shared import open_dataset, save" + ] + }, + { + "cell_type": "markdown", + "id": "702260bd", + "metadata": { + "papermill": { + "duration": 0.002297, + "end_time": "2023-03-18T17:55:17.494313", + "exception": false, + "start_time": "2023-03-18T17:55:17.492016", + "status": "completed" + }, + "tags": [] + }, + "source": [ + "## Load and aggregate AR6 FACTS projections" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "86a6c1ea", + "metadata": { + "execution": { + "iopub.execute_input": "2023-03-18T17:55:17.501597Z", + "iopub.status.busy": "2023-03-18T17:55:17.500994Z" + }, + "papermill": { + "duration": 449.112487, + "end_time": "2023-03-18T18:02:46.608838", + "exception": false, + "start_time": "2023-03-18T17:55:17.496351", + "status": "completed" + }, + "tags": [] + }, + "outputs": [], + "source": [ + "all_ds = []\n", + "global_ds = []\n", + "global_ssps = []\n", + "\n", + "\n", + "def open_and_convert(ds_path):\n", + " out = open_dataset(ds_path)\n", + " out[\"sea_level_change\"] = (\n", + " out.sea_level_change.pint.quantify().pint.to(\"meters\").pint.dequantify()\n", + " )\n", + " return out\n", + "\n", + "\n", + "for kind in [\"total\", \"verticallandmotion\"]:\n", + " ds = []\n", + " this_ssps = []\n", + " for conf in [\"low\", \"medium\"]:\n", + " for ds_path in (shared.DIR_SLR_AR6_RAW / \"regional\").glob(f\"{kind}_*_{conf}_*\"):\n", + " this_ssp = ds_path.name.split(\"_\")[1]\n", + " ssp_conf = f\"{this_ssp}_{conf}\"\n", + " ds.append(open_and_convert(ds_path))\n", + " this_ssps.append(ssp_conf)\n", + " if kind == \"total\":\n", + " global_ds.append(\n", + " open_and_convert(shared.DIR_SLR_AR6_RAW / \"global\" / ds_path.name)\n", + " )\n", + " global_ssps.append(ssp_conf)\n", + " all_ds.append(\n", + " xr.concat(ds, pd.Index(this_ssps, name=\"scenario\"), data_vars=\"different\")\n", + " )\n", + "\n", + "# for some reason the VLM dataset has an entry for 2005 that is all 0s, while other\n", + "# datasets just don't have 2005 b/c it is the assumed basline\n", + "assert (all_ds[1].sea_level_change.sel(years=2005) == 0).all()\n", + "all_ds[1] = all_ds[1].sel(years=slice(2006, None))\n", + "\n", + "global_ds = (\n", + " xr.concat(global_ds, pd.Index(global_ssps, name=\"scenario\"), data_vars=\"different\")\n", + " .squeeze(drop=True)\n", + " .drop_vars([\"lon\", \"lat\"])\n", + " .sea_level_change\n", + ")\n", + "\n", + "# handle floating point matching errors on the quantile dimension\n", + "global_ds[\"quantiles\"] = all_ds[0].quantiles\n", + "all_ds[1][\"quantiles\"] = all_ds[0].quantiles\n", + "\n", + "all_ds = xr.Dataset(\n", + " {\n", + " \"lsl_msl05\": all_ds[0].sea_level_change,\n", + " \"lsl_ncc_msl05\": all_ds[1].sea_level_change,\n", + " \"gsl_msl05\": global_ds,\n", + " \"lon\": all_ds[1].lon,\n", + " \"lat\": all_ds[0].lat,\n", + " }\n", + ")\n", + "\n", + "# drop locations with NaN values in the time period we're interested in\n", + "valid = (\n", + " all_ds[[\"lsl_msl05\", \"lsl_ncc_msl05\"]]\n", + " .sel(years=slice(2100))\n", + " .notnull()\n", + " .all([\"scenario\", \"quantiles\", \"years\"])\n", + " .to_array(\"tmp\")\n", + " .all(\"tmp\")\n", + ")\n", + "all_ds = all_ds.sel(locations=valid)\n", + "\n", + "all_ds = all_ds.rename(\n", + " {\"years\": \"year\", \"quantiles\": \"quantile\", \"locations\": \"site_id\"}\n", + ")\n", + "\n", + "# we generally allow +180 but not -180\n", + "all_ds[\"lon\"] = all_ds.lon.where(all_ds.lon != -180, 180)\n", + "\n", + "# drop locations where we have missing values\n", + "valid = all_ds.sel(year=slice(2100)).notnull().all([\"scenario\", \"quantile\", \"year\"])" + ] + }, + { + "cell_type": "markdown", + "id": "6471240b", + "metadata": { + "papermill": { + "duration": null, + "end_time": null, + "exception": null, + "start_time": null, + "status": "completed" + }, + "tags": [] + }, + "source": [ + "## Save" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "351eb47b", + "metadata": { + "papermill": { + "duration": null, + "end_time": null, + "exception": null, + "start_time": null, + "status": "completed" + }, + "tags": [] + }, + "outputs": [], + "source": [ + "for v in valid.variables:\n", + " valid[v].encoding.clear()\n", + "save(valid.chunk({\"site_id\": 100}), shared.PATH_SLR_AR6, mode=\"w\")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.8" + }, + "papermill": { + "default_parameters": {}, + "duration": 457.941733, + "end_time": "2023-03-18T18:02:48.273093", + "environment_variables": {}, + "exception": null, + "input_path": "data-processing/slr/AR6.ipynb", + "output_path": "/Users/ianbolliger/git-repos/pyciam/notebooks/nb_logs/data-processing/slr/AR6.ipynb", + "parameters": {}, + "start_time": "2023-03-18T17:55:10.331360", + "version": "2.3.4" + }, + "widgets": { + "application/vnd.jupyter.widget-state+json": { + "state": {}, + "version_major": 2, + "version_minor": 0 + } + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} \ No newline at end of file diff --git a/notebooks/nb_logs/models/run-pyCIAM-slrquantiles.ipynb b/notebooks/nb_logs/models/run-pyCIAM-slrquantiles.ipynb new file mode 100644 index 0000000..c8fbf5e --- /dev/null +++ b/notebooks/nb_logs/models/run-pyCIAM-slrquantiles.ipynb @@ -0,0 +1,707 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "599be0db", + "metadata": { + "tags": [ + "papermill-error-cell-tag" + ] + }, + "source": [ + "An Exception was encountered at 'In [8]'." + ] + }, + { + "cell_type": "markdown", + "id": "dd1a1833", + "metadata": { + "papermill": { + "duration": 0.004601, + "end_time": "2023-03-18T18:54:53.486914", + "exception": false, + "start_time": "2023-03-18T18:54:53.482313", + "status": "completed" + }, + "tags": [] + }, + "source": [ + "# Run pyCIAM" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "afe5a3f4", + "metadata": { + "execution": { + "iopub.execute_input": "2023-03-18T18:54:53.494139Z", + "iopub.status.busy": "2023-03-18T18:54:53.493791Z", + "iopub.status.idle": "2023-03-18T18:54:53.542895Z", + "shell.execute_reply": "2023-03-18T18:54:53.541576Z" + }, + "papermill": { + "duration": 0.054907, + "end_time": "2023-03-18T18:54:53.544933", + "exception": false, + "start_time": "2023-03-18T18:54:53.490026", + "status": "completed" + }, + "tags": [] + }, + "outputs": [], + "source": [ + "%load_ext autoreload\n", + "%autoreload 2" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "b453691b", + "metadata": { + "execution": { + "iopub.execute_input": "2023-03-18T18:54:53.550070Z", + "iopub.status.busy": "2023-03-18T18:54:53.549804Z", + "iopub.status.idle": "2023-03-18T18:54:53.578776Z", + "shell.execute_reply": "2023-03-18T18:54:53.577562Z" + }, + "papermill": { + "duration": 0.03463, + "end_time": "2023-03-18T18:54:53.581235", + "exception": false, + "start_time": "2023-03-18T18:54:53.546605", + "status": "completed" + }, + "tags": [] + }, + "outputs": [], + "source": [ + "import sys\n", + "\n", + "sys.path.append(\"../\")" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "9de3f153", + "metadata": { + "execution": { + "iopub.execute_input": "2023-03-18T18:54:53.586560Z", + "iopub.status.busy": "2023-03-18T18:54:53.586254Z", + "iopub.status.idle": "2023-03-18T18:54:59.054330Z", + "shell.execute_reply": "2023-03-18T18:54:59.053259Z" + }, + "papermill": { + "duration": 5.473305, + "end_time": "2023-03-18T18:54:59.056343", + "exception": false, + "start_time": "2023-03-18T18:54:53.583038", + "status": "completed" + }, + "tags": [] + }, + "outputs": [], + "source": [ + "from shared import (\n", + " AUTHOR,\n", + " CONTACT,\n", + " DIR_SCRATCH,\n", + " HISTORY,\n", + " PATH_OUTPUTS,\n", + " PATH_PARAMS,\n", + " PATH_REFA,\n", + " PATH_SLIIDERS,\n", + " PATH_SLIIDERS_SEG,\n", + " PATH_SLR_AR5_QUANTILES,\n", + " PATH_SLR_AR6,\n", + " PATH_SLR_SWEET,\n", + " PATHS_SURGE_LOOKUP,\n", + " QUANTILES,\n", + " STORAGE_OPTIONS,\n", + " start_dask_cluster,\n", + ")\n", + "\n", + "from pyCIAM.run import execute_pyciam" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "d79d43eb", + "metadata": { + "execution": { + "iopub.execute_input": "2023-03-18T18:54:59.062032Z", + "iopub.status.busy": "2023-03-18T18:54:59.061705Z", + "iopub.status.idle": "2023-03-18T18:54:59.150795Z", + "shell.execute_reply": "2023-03-18T18:54:59.149953Z" + }, + "papermill": { + "duration": 0.094777, + "end_time": "2023-03-18T18:54:59.153014", + "exception": false, + "start_time": "2023-03-18T18:54:59.058237", + "status": "completed" + }, + "tags": [ + "parameters" + ] + }, + "outputs": [], + "source": [ + "AR6_ONLY = False\n", + "\n", + "TMPPATH = DIR_SCRATCH / \"pyCIAM_results_quantiles_prechunked.zarr\"\n", + "\n", + "# When running on larger/scalable dask cluster, may wish to specify number of workers\n", + "# Default is LocalCluster which will use the number of CPUs available on local machine\n", + "N_WORKERS = None\n", + "# N_WORKERS = 400\n", + "\n", + "SEG_CHUNKSIZE = 3\n", + "\n", + "SEG_ADM_SUBSET = None\n", + "\n", + "DESCRIPTION = \"Projected coastal damages from pyCIAM, using quantiles of SLR scenarios.\"" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "37c1db3e", + "metadata": { + "execution": { + "iopub.execute_input": "2023-03-18T18:54:59.158182Z", + "iopub.status.busy": "2023-03-18T18:54:59.157912Z", + "iopub.status.idle": "2023-03-18T18:54:59.233333Z", + "shell.execute_reply": "2023-03-18T18:54:59.232469Z" + }, + "papermill": { + "duration": 0.080435, + "end_time": "2023-03-18T18:54:59.235474", + "exception": false, + "start_time": "2023-03-18T18:54:59.155039", + "status": "completed" + }, + "tags": [ + "injected-parameters" + ] + }, + "outputs": [], + "source": [ + "# Parameters\n", + "SEG_ADM_SUBSET = \"USA\"\n", + "AR6_ONLY = True\n" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "14d971d4", + "metadata": { + "execution": { + "iopub.execute_input": "2023-03-18T18:54:59.240759Z", + "iopub.status.busy": "2023-03-18T18:54:59.240512Z", + "iopub.status.idle": "2023-03-18T18:54:59.309476Z", + "shell.execute_reply": "2023-03-18T18:54:59.308128Z" + }, + "papermill": { + "duration": 0.073799, + "end_time": "2023-03-18T18:54:59.311697", + "exception": false, + "start_time": "2023-03-18T18:54:59.237898", + "status": "completed" + }, + "tags": [] + }, + "outputs": [], + "source": [ + "if AR6_ONLY:\n", + " all_slr_ds = [PATH_SLR_AR6]\n", + " all_slr_name = [\"ar6\"]\n", + "else:\n", + " all_slr_ds = [PATH_SLR_AR6, PATH_SLR_AR5_QUANTILES, PATH_SLR_SWEET]\n", + " all_slr_name = [\"ar6\", \"ar5\", \"sweet\"]" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "a335007b", + "metadata": { + "execution": { + "iopub.execute_input": "2023-03-18T18:54:59.319671Z", + "iopub.status.busy": "2023-03-18T18:54:59.319208Z", + "iopub.status.idle": "2023-03-18T18:55:00.739913Z", + "shell.execute_reply": "2023-03-18T18:55:00.739189Z" + }, + "papermill": { + "duration": 1.427179, + "end_time": "2023-03-18T18:55:00.741458", + "exception": false, + "start_time": "2023-03-18T18:54:59.314279", + "status": "completed" + }, + "tags": [] + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2023-03-18 10:55:00,183 - distributed.diskutils - INFO - Found stale lock file and directory '/var/folders/gd/x7gb9lc133n_cyv3j7hxdbtw0000gn/T/dask-worker-space/worker-40j2yirt', purging\n", + "2023-03-18 10:55:00,184 - distributed.diskutils - INFO - Found stale lock file and directory '/var/folders/gd/x7gb9lc133n_cyv3j7hxdbtw0000gn/T/dask-worker-space/worker-zwwhucw9', purging\n", + "2023-03-18 10:55:00,185 - distributed.diskutils - INFO - Found stale lock file and directory '/var/folders/gd/x7gb9lc133n_cyv3j7hxdbtw0000gn/T/dask-worker-space/worker-j0voo667', purging\n", + "2023-03-18 10:55:00,186 - distributed.diskutils - INFO - Found stale lock file and directory '/var/folders/gd/x7gb9lc133n_cyv3j7hxdbtw0000gn/T/dask-worker-space/worker-cuvipm83', purging\n" + ] + }, + { + "name": "stdout", + "output_type": 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" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "client = start_dask_cluster(\n", + " n_workers=N_WORKERS,\n", + ")\n", + "client" + ] + }, + { + "cell_type": "markdown", + "id": "80a0b8eb", + "metadata": { + "tags": [ + "papermill-error-cell-tag" + ] + }, + "source": [ + "Execution using papermill encountered an exception here and stopped:" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "dc30a4e1", + "metadata": { + "execution": { + "iopub.execute_input": "2023-03-18T18:55:00.748006Z", + "iopub.status.busy": "2023-03-18T18:55:00.747693Z", + "iopub.status.idle": "2023-03-18T18:55:04.240695Z", + "shell.execute_reply": "2023-03-18T18:55:04.239408Z" + }, + "papermill": { + "duration": 3.498068, + "end_time": "2023-03-18T18:55:04.242404", + "exception": true, + "start_time": "2023-03-18T18:55:00.744336", + "status": "failed" + }, + "tags": [] + }, + "outputs": [ + { + "ename": "InvalidIndexError", + "evalue": "Reindexing only valid with uniquely valued Index objects", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mInvalidIndexError\u001b[0m Traceback (most recent call last)", + "Cell \u001b[0;32mIn[8], line 1\u001b[0m\n\u001b[0;32m----> 1\u001b[0m \u001b[43mexecute_pyciam\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m 2\u001b[0m \u001b[43m \u001b[49m\u001b[43mPATH_PARAMS\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 3\u001b[0m \u001b[43m \u001b[49m\u001b[43mPATH_SLIIDERS\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 4\u001b[0m \u001b[43m \u001b[49m\u001b[43mall_slr_ds\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 5\u001b[0m \u001b[43m \u001b[49m\u001b[43mall_slr_name\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 6\u001b[0m \u001b[43m \u001b[49m\u001b[43mPATH_REFA\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 7\u001b[0m \u001b[43m 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extra_attrs, econ_input_seg_chunksize, surge_batchsize, surge_seg_chunksize, refA_seg_chunksize, pyciam_seg_chunksize, diaz_inputs, diaz_config, dask_client_func, storage_options, **model_kwargs)\u001b[0m\n\u001b[1;32m 1110\u001b[0m \u001b[38;5;28;01massert\u001b[39;00m tmp_output_path \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m\n\u001b[1;32m 1111\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m econ_input_path_seg\u001b[38;5;241m.\u001b[39mis_dir():\n\u001b[0;32m-> 1112\u001b[0m \u001b[43mcollapse_econ_inputs_to_seg\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m 1113\u001b[0m \u001b[43m \u001b[49m\u001b[43mecon_input_path\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 1114\u001b[0m \u001b[43m \u001b[49m\u001b[43mecon_input_path_seg\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 1115\u001b[0m \u001b[43m \u001b[49m\u001b[43mseg_var_subset\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mseg_var_subset\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 1116\u001b[0m \u001b[43m \u001b[49m\u001b[43moutput_chunksize\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mecon_input_seg_chunksize\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 1117\u001b[0m \u001b[43m \u001b[49m\u001b[43mstorage_options\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mstorage_options\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 1118\u001b[0m \u001b[43m \u001b[49m\u001b[43mseg_var\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mseg_var\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 1119\u001b[0m \u001b[43m \u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 1121\u001b[0m \u001b[38;5;66;03m########################################\u001b[39;00m\n\u001b[1;32m 1122\u001b[0m \u001b[38;5;66;03m# create surge lookup table if necessary\u001b[39;00m\n\u001b[1;32m 1123\u001b[0m \u001b[38;5;66;03m########################################\u001b[39;00m\n\u001b[1;32m 1124\u001b[0m surge_futs \u001b[38;5;241m=\u001b[39m {}\n", + "File \u001b[0;32m~/git-repos/pyciam/pyCIAM/utils.py:200\u001b[0m, in \u001b[0;36mcollapse_econ_inputs_to_seg\u001b[0;34m(econ_input_path, output_path, seg_var_subset, output_chunksize, seg_var, storage_options)\u001b[0m\n\u001b[1;32m 192\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mcollapse_econ_inputs_to_seg\u001b[39m(\n\u001b[1;32m 193\u001b[0m econ_input_path,\n\u001b[1;32m 194\u001b[0m output_path,\n\u001b[0;32m (...)\u001b[0m\n\u001b[1;32m 198\u001b[0m storage_options\u001b[38;5;241m=\u001b[39m{},\n\u001b[1;32m 199\u001b[0m ):\n\u001b[0;32m--> 200\u001b[0m sliiders \u001b[38;5;241m=\u001b[39m \u001b[43msubset_econ_inputs\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m 201\u001b[0m \u001b[43m \u001b[49m\u001b[43mxr\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mopen_zarr\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m 202\u001b[0m \u001b[43m \u001b[49m\u001b[43mecon_input_path\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mstorage_options\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mstorage_options\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mchunks\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43;01mNone\u001b[39;49;00m\n\u001b[1;32m 203\u001b[0m \u001b[43m \u001b[49m\u001b[43m)\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mload\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 204\u001b[0m \u001b[43m \u001b[49m\u001b[43mseg_var\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 205\u001b[0m \u001b[43m \u001b[49m\u001b[43mseg_var_subset\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 206\u001b[0m \u001b[43m \u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 208\u001b[0m \u001b[38;5;66;03m# clean and cast for double-precision math\u001b[39;00m\n\u001b[1;32m 209\u001b[0m \u001b[38;5;28;01mfor\u001b[39;00m v \u001b[38;5;129;01min\u001b[39;00m sliiders\u001b[38;5;241m.\u001b[39mvariables:\n", + "File \u001b[0;32m~/git-repos/pyciam/pyCIAM/utils.py:281\u001b[0m, in \u001b[0;36msubset_econ_inputs\u001b[0;34m(ds, seg_var, seg_var_subset)\u001b[0m\n\u001b[1;32m 278\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m ds\u001b[38;5;241m.\u001b[39msel(seg\u001b[38;5;241m=\u001b[39mds\u001b[38;5;241m.\u001b[39mseg\u001b[38;5;241m.\u001b[39mstr\u001b[38;5;241m.\u001b[39mcontains(seg_var_subset))\n\u001b[1;32m 280\u001b[0m necessary_segs \u001b[38;5;241m=\u001b[39m ds\u001b[38;5;241m.\u001b[39mseg\u001b[38;5;241m.\u001b[39msel({seg_var: ds[seg_var]\u001b[38;5;241m.\u001b[39mstr\u001b[38;5;241m.\u001b[39mcontains(seg_var_subset)})\n\u001b[0;32m--> 281\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mds\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mswap_dims\u001b[49m\u001b[43m(\u001b[49m\u001b[43m{\u001b[49m\u001b[43mseg_var\u001b[49m\u001b[43m:\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mseg\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m}\u001b[49m\u001b[43m)\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43msel\u001b[49m\u001b[43m(\u001b[49m\u001b[43mseg\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mnecessary_segs\u001b[49m\u001b[43m)\u001b[49m\u001b[38;5;241m.\u001b[39mswap_dims(seg\u001b[38;5;241m=\u001b[39mseg_var)\n", + "File \u001b[0;32m~/opt/miniconda3/envs/pyciam/lib/python3.11/site-packages/xarray/core/dataset.py:2572\u001b[0m, in \u001b[0;36mDataset.sel\u001b[0;34m(self, indexers, method, tolerance, drop, **indexers_kwargs)\u001b[0m\n\u001b[1;32m 2511\u001b[0m \u001b[38;5;250m\u001b[39m\u001b[38;5;124;03m\"\"\"Returns a new dataset with each array indexed by tick labels\u001b[39;00m\n\u001b[1;32m 2512\u001b[0m \u001b[38;5;124;03malong the specified dimension(s).\u001b[39;00m\n\u001b[1;32m 2513\u001b[0m \n\u001b[0;32m (...)\u001b[0m\n\u001b[1;32m 2569\u001b[0m \u001b[38;5;124;03mDataArray.sel\u001b[39;00m\n\u001b[1;32m 2570\u001b[0m \u001b[38;5;124;03m\"\"\"\u001b[39;00m\n\u001b[1;32m 2571\u001b[0m indexers \u001b[38;5;241m=\u001b[39m either_dict_or_kwargs(indexers, indexers_kwargs, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124msel\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n\u001b[0;32m-> 2572\u001b[0m query_results \u001b[38;5;241m=\u001b[39m \u001b[43mmap_index_queries\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m 2573\u001b[0m \u001b[43m \u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mindexers\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mindexers\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mmethod\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mmethod\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mtolerance\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mtolerance\u001b[49m\n\u001b[1;32m 2574\u001b[0m \u001b[43m\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 2576\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m drop:\n\u001b[1;32m 2577\u001b[0m no_scalar_variables \u001b[38;5;241m=\u001b[39m {}\n", + "File \u001b[0;32m~/opt/miniconda3/envs/pyciam/lib/python3.11/site-packages/xarray/core/indexing.py:183\u001b[0m, in \u001b[0;36mmap_index_queries\u001b[0;34m(obj, indexers, method, tolerance, **indexers_kwargs)\u001b[0m\n\u001b[1;32m 181\u001b[0m results\u001b[38;5;241m.\u001b[39mappend(IndexSelResult(labels))\n\u001b[1;32m 182\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[0;32m--> 183\u001b[0m results\u001b[38;5;241m.\u001b[39mappend(\u001b[43mindex\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43msel\u001b[49m\u001b[43m(\u001b[49m\u001b[43mlabels\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43moptions\u001b[49m\u001b[43m)\u001b[49m)\n\u001b[1;32m 185\u001b[0m merged \u001b[38;5;241m=\u001b[39m merge_sel_results(results)\n\u001b[1;32m 187\u001b[0m \u001b[38;5;66;03m# drop dimension coordinates found in dimension indexers\u001b[39;00m\n\u001b[1;32m 188\u001b[0m \u001b[38;5;66;03m# (also drop multi-index if any)\u001b[39;00m\n\u001b[1;32m 189\u001b[0m \u001b[38;5;66;03m# (.sel() already ensures alignment)\u001b[39;00m\n", + "File \u001b[0;32m~/opt/miniconda3/envs/pyciam/lib/python3.11/site-packages/xarray/core/indexes.py:476\u001b[0m, in \u001b[0;36mPandasIndex.sel\u001b[0;34m(self, labels, method, tolerance)\u001b[0m\n\u001b[1;32m 474\u001b[0m indexer \u001b[38;5;241m=\u001b[39m label_array\n\u001b[1;32m 475\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[0;32m--> 476\u001b[0m indexer \u001b[38;5;241m=\u001b[39m \u001b[43mget_indexer_nd\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mindex\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mlabel_array\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mmethod\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mtolerance\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 477\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m np\u001b[38;5;241m.\u001b[39many(indexer \u001b[38;5;241m<\u001b[39m \u001b[38;5;241m0\u001b[39m):\n\u001b[1;32m 478\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mKeyError\u001b[39;00m(\u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mnot all values found in index \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mcoord_name\u001b[38;5;132;01m!r}\u001b[39;00m\u001b[38;5;124m\"\u001b[39m)\n", + "File \u001b[0;32m~/opt/miniconda3/envs/pyciam/lib/python3.11/site-packages/xarray/core/indexes.py:262\u001b[0m, in \u001b[0;36mget_indexer_nd\u001b[0;34m(index, labels, method, tolerance)\u001b[0m\n\u001b[1;32m 258\u001b[0m \u001b[38;5;250m\u001b[39m\u001b[38;5;124;03m\"\"\"Wrapper around :meth:`pandas.Index.get_indexer` supporting n-dimensional\u001b[39;00m\n\u001b[1;32m 259\u001b[0m \u001b[38;5;124;03mlabels\u001b[39;00m\n\u001b[1;32m 260\u001b[0m \u001b[38;5;124;03m\"\"\"\u001b[39;00m\n\u001b[1;32m 261\u001b[0m flat_labels \u001b[38;5;241m=\u001b[39m np\u001b[38;5;241m.\u001b[39mravel(labels)\n\u001b[0;32m--> 262\u001b[0m flat_indexer \u001b[38;5;241m=\u001b[39m \u001b[43mindex\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mget_indexer\u001b[49m\u001b[43m(\u001b[49m\u001b[43mflat_labels\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mmethod\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mmethod\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mtolerance\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mtolerance\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 263\u001b[0m indexer \u001b[38;5;241m=\u001b[39m flat_indexer\u001b[38;5;241m.\u001b[39mreshape(labels\u001b[38;5;241m.\u001b[39mshape)\n\u001b[1;32m 264\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m indexer\n", + "File \u001b[0;32m~/opt/miniconda3/envs/pyciam/lib/python3.11/site-packages/pandas/core/indexes/base.py:3904\u001b[0m, in \u001b[0;36mIndex.get_indexer\u001b[0;34m(self, target, method, limit, tolerance)\u001b[0m\n\u001b[1;32m 3901\u001b[0m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_check_indexing_method(method, limit, tolerance)\n\u001b[1;32m 3903\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_index_as_unique:\n\u001b[0;32m-> 3904\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m InvalidIndexError(\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_requires_unique_msg)\n\u001b[1;32m 3906\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mlen\u001b[39m(target) \u001b[38;5;241m==\u001b[39m \u001b[38;5;241m0\u001b[39m:\n\u001b[1;32m 3907\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m np\u001b[38;5;241m.\u001b[39marray([], dtype\u001b[38;5;241m=\u001b[39mnp\u001b[38;5;241m.\u001b[39mintp)\n", + "\u001b[0;31mInvalidIndexError\u001b[0m: Reindexing only valid with uniquely valued Index objects" + ] + } + ], + "source": [ + "execute_pyciam(\n", + " PATH_PARAMS,\n", + " PATH_SLIIDERS,\n", + " all_slr_ds,\n", + " all_slr_name,\n", + " PATH_REFA,\n", + " econ_input_path_seg=PATH_SLIIDERS_SEG,\n", + " output_path=PATH_OUTPUTS,\n", + " seg_var_subset=SEG_ADM_SUBSET,\n", + " surge_input_paths=PATHS_SURGE_LOOKUP,\n", + " tmp_output_path=TMPPATH,\n", + " quantiles=QUANTILES,\n", + " dask_client_func=lambda: client,\n", + " storage_options=STORAGE_OPTIONS,\n", + " extra_attrs={\n", + " \"author\": AUTHOR,\n", + " \"contact\": CONTACT,\n", + " \"description\": DESCRIPTION,\n", + " \"history\": HISTORY,\n", + " },\n", + ")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.0" + }, + "papermill": { + "default_parameters": {}, + "duration": 15.649177, + "end_time": "2023-03-18T18:55:06.865768", + "environment_variables": {}, + "exception": true, + "input_path": "models/run-pyCIAM-slrquantiles.ipynb", + "output_path": "/Users/ianbolliger/git-repos/pyciam/notebooks/nb_logs/models/run-pyCIAM-slrquantiles.ipynb", + "parameters": { + "AR6_ONLY": true, + "SEG_ADM_SUBSET": "USA" + }, + "start_time": "2023-03-18T18:54:51.216591", + "version": "2.3.4" + }, + "widgets": { + "application/vnd.jupyter.widget-state+json": { + "state": {}, + "version_major": 2, + "version_minor": 0 + } + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} \ No newline at end of file diff --git a/notebooks/post-processing/pyCIAM-results-figures.ipynb b/notebooks/post-processing/pyCIAM-results-figures.ipynb new file mode 100644 index 0000000..fe26e03 --- /dev/null +++ b/notebooks/post-processing/pyCIAM-results-figures.ipynb @@ -0,0 +1,5136 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Setup" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "\n", + "sys.path.append(\"../\")" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/srv/conda/envs/notebook/lib/python3.9/site-packages/dask_gateway/client.py:21: FutureWarning: format_bytes is deprecated and will be removed in a future release. Please use dask.utils.format_bytes instead.\n", + " from distributed.utils import LoopRunner, format_bytes\n" + ] + } + ], + "source": [ + "import os\n", + "from ast import literal_eval\n", + "\n", + "import cartopy.crs as ccrs\n", + "import dask\n", + "import dask.config\n", + "import geopandas as gpd\n", + "import matplotlib.colors as mcols\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "import pandas as pd\n", + "import xarray as xr\n", + "from matplotlib.colors import LinearSegmentedColormap\n", + "from pyCIAM.constants import COSTTYPES\n", + "from shared import (\n", + " DIR_FIGS,\n", + " PATH_BORDERS,\n", + " PATH_COASTLINES,\n", + " PATH_DIAZ_INPUTS_INT,\n", + " PATH_DIAZ_RES,\n", + " PATH_GADM,\n", + " PATH_MOVEFACTOR_DATA,\n", + " PATH_OUTPUTS,\n", + " PATH_PARAMS,\n", + " PATH_PARAMS_DIAZ,\n", + " PATH_PWT,\n", + " PATH_SLIIDERS,\n", + " PATH_SLIIDERS_INCOME_INTERMEDIATE_FILE,\n", + " PATH_SLR_AR5_QUANTILES,\n", + " PATH_SLR_AR6,\n", + " PATH_SLR_SWEET,\n", + " QUANTILES,\n", + " open_zarr,\n", + " read_shapefile,\n", + " start_dask_cluster,\n", + ")\n", + "\n", + "# SLR scenarios modeled but to exclude from analysis\n", + "drop_scens = [\"ssp245_low\"]" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": { + "tags": [ + "parameters" + ] + }, + "outputs": [], + "source": [ + "PARAMS = pd.read_json(str(PATH_PARAMS))[\"values\"]\n", + "PARAMS_DIAZ = pd.read_json(str(PATH_PARAMS_DIAZ))[\"values\"]\n", + "\n", + "# Selected constants for plotting\n", + "CASES = [\"optimalfixed\", \"noAdaptation\"]\n", + "\n", + "RESENDYR = 2100 # last year of results to consider\n", + "POPWTYR = 2000 # year of population to use in % pop adaptation strategy plots\n", + "PPP_BASELINE_YEAR = 2019 # dollar value year of results\n", + "\n", + "# When running on larger/scalable dask cluster, may wish to specify number of workers\n", + "# Default is LocalCluster which will use the number of CPUs available on local machine\n", + "N_WORKERS = None\n", + "# N_WORKERS = 128\n", + "\n", + "# max elev in Diaz, and max to consider in % pop and length comparisons w pyCIAM\n", + "MAXELEV = 15\n", + "\n", + "# pyCIAM SLR, IAM, SSP scenarios to focus on for global maps\n", + "NCC_SCEN = (\"AR6\", \"NCC\")\n", + "SCEN = (\"AR6-Medium\", \"SSP2-4.5\")\n", + "IAM = \"IIASA\"\n", + "SSP = \"SSP2\"\n", + "\n", + "# color-blind robust palette for scatter plots\n", + "cols = [\"#CC79A7\", \"#D55E00\", \"#0072B2\", \"#E8C602\", \"#50CAA8\", \"#56B4E9\", \"#E69F00\"]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Start Dask Cluster" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "client = start_dask_cluster(n_workers=N_WORKERS)\n", + "client" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Helper funcs" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [], + "source": [ + "def rename_pc(val):\n", + " split = val.split(\"_\")\n", + " if len(split) == 1:\n", + " cat = \"Sweet\"\n", + " scen = split[0]\n", + " else:\n", + " split = [\"_\".join(split[:-1]), split[-1]]\n", + " if \"190726\" in split[0]:\n", + " cat = \"B19\"\n", + " scen = split[1]\n", + " elif split[1].startswith(\"rcp\"):\n", + " scen = \"RCP \" + split[1][-2] + \".\" + split[1][-1]\n", + " if \"170113\" in split[0]:\n", + " cat = \"K14\"\n", + " elif \"190726\" in split[0]:\n", + " cat = \"B19\"\n", + " elif \"200204\" in split[0]:\n", + " cat = \"D21\"\n", + " elif \"210628\" in split[0]:\n", + " cat = \"SROCC\"\n", + " elif split[0] == \"ncc\":\n", + " if split[1].startswith(\"ar\"):\n", + " cat = split[1].upper()\n", + " else:\n", + " cat = split[1].title()\n", + " scen = split[0].upper()\n", + " elif split[0].startswith(\"ssp\"):\n", + " scen = split[0][:4].upper() + \"-\" + split[0][4] + \".\" + split[0][5:]\n", + " cat = \"AR6-\" + split[1].title()\n", + "\n", + " return (cat, scen)\n", + "\n", + "\n", + "def rename_d16(scen_val):\n", + " if scen_val == \"ncc\":\n", + " return \"NCC\"\n", + " else:\n", + " return f\"RCP {int(scen_val[3:]) / 10:.1f}\"\n", + "\n", + "\n", + "def ds_filt(\n", + " pyCIAM_da,\n", + " diaz_da,\n", + " case=\"optimalfixed\",\n", + " costtypes=COSTTYPES,\n", + " cconly=False,\n", + "):\n", + " \"\"\"Filter pyCIAM and Diaz2016 results datasets by variable, case, scenarios, years\n", + " (used for plotting results subsets)\n", + "\n", + " Parameters\n", + " ----------\n", + " pyCIAM_ds : xr.Dataset\n", + " dataset of pyCIAM results to be filtered\n", + " diaz_ds : xr.Dataset\n", + " dataset of pyCIAM (configured in Diaz2016 mode) results to be filtered\n", + " val : str\n", + " name of data variable to be selected in filtered output (\"npv\", \"costs\")\n", + " case : str\n", + " name of model case to be selected (\"optimalfixed\",\"noAdaptation\")\n", + " costtypes : list of str\n", + " cost types to be selected (\"inundation\", \"protection\", ...)\n", + " cconly : True/False\n", + " conditional to select just climate-change scenarios (True) or all (False)\n", + " pyCIAM_quantiles : list\n", + " SLR quantiles of pyCIAM results to consider\n", + "\n", + " Returns\n", + " -------\n", + " two xr.DataArray objects representing filtered results from input Datasets\n", + "\n", + " \"\"\"\n", + "\n", + " diaz_da = diaz_da.sel(quantile=0.5)\n", + " pyCIAM_da = pyCIAM_da.sel(quantile=0.5)\n", + "\n", + " if cconly:\n", + " pyCIAM_da = pyCIAM_da.sel(scenario=pyCIAM_da.scen != \"NCC\")\n", + " diaz_da = diaz_da.sel(scenario=diaz_da.scen != \"NCC\")\n", + "\n", + " selectors = {\n", + " k: v\n", + " for k, v in [\n", + " (\"case\", case),\n", + " (\"costtype\", costtypes),\n", + " ]\n", + " if k in pyCIAM_da.dims\n", + " }\n", + " sum_dims = [d for d in [\"costtype\"] if d in selectors.keys()]\n", + "\n", + " return [(da.sel(selectors).sum(sum_dims)) for da in [pyCIAM_da, diaz_da]]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Import Data" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### SLR" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [], + "source": [ + "gmsl_da = xr.concat(\n", + " [\n", + " open_zarr(p).gsl_msl05.sel(year=2100, quantile=QUANTILES).drop(\"year\").load()\n", + " for p in (PATH_SLR_AR5_QUANTILES, PATH_SLR_AR6, PATH_SLR_SWEET)\n", + " ],\n", + " dim=\"scenario\",\n", + ").drop_sel(scenario=\"ssp245_low\")\n", + "\n", + "scen_names = gmsl_da.scenario.to_series().apply(rename_pc)\n", + "gmsl_da = gmsl_da.assign_coords(\n", + " ID=scen_names.str[0], scen=scen_names.str[1]\n", + ").set_xindex([\"ID\", \"scen\"])\n", + "gmsl = (\n", + " gmsl_da.to_series().unstack(\"quantile\").reorder_levels([\"ID\", \"scen\"]).sort_index()\n", + ")\n", + "\n", + "# AR6-Medium and Sweet are the colored in scenarios for scatter plots\n", + "pc_sel_scens = gmsl.loc[pd.IndexSlice[[\"AR6-Medium\", \"Sweet\"]]].index.values" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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PARAMS_DIAZ.npv_start)).clip(max=1)\n", + " )\n", + " .sel(year=slice(PARAMS_DIAZ.npv_start, RESENDYR))\n", + " .sum(\"year\")\n", + ")\n", + "\n", + "# Add NPV to Diaz dataset that is consistent with pyCIAM (2005-2100)\n", + "with dask.config.set(**{\"array.slicing.split_large_chunks\": False}):\n", + " d16a = (\n", + " d16.reindex(year=np.arange(d16.year.min().item(), RESENDYR + 1))\n", + " .reset_index(\"scenario\")\n", + " .ffill(\"year\")\n", + " .set_xindex([\"ID\", \"scen\"])\n", + " )\n", + " d16[\"npv_consistent\"] = (\n", + " d16a.costs\n", + " * ((1 / (1 + PARAMS.dr)) ** (d16a.year - PARAMS.npv_start))\n", + " .clip(max=1)\n", + " .sel(year=slice(PARAMS.npv_start, RESENDYR))\n", + " ).sum(\"year\")\n", + "d16 = d16.load()\n", + "\n", + "# add NPV to pyCIAM results\n", + "res[\"npv\"] = (\n", + " (res.costs * ((1 / (1 + PARAMS.dr)) ** (res.year - PARAMS.npv_start)).clip(max=1))\n", + " .sel(year=slice(PARAMS.npv_start, RESENDYR))\n", + " .sum(\"year\")\n", + " .persist()\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [], + "source": [ + "mf = open_zarr(PATH_MOVEFACTOR_DATA, chunks=None)\n", + "mfdf = mf.sum(\"seg\").to_dataframe()\n", + "\n", + "# Convert to desired units\n", + "mfdf[\"K_2019\"] = mfdf.K_2019 / 1e12 # trillions\n", + "mfdf[\"pop_2019\"] = mfdf.pop_2019 / 1e6 # millions\n", + "\n", + "# Find midpoint values of K and pop\n", + "# y vals\n", + "mid = mfdf.max() / 2\n", + "\n", + "xint = np.abs(1 - mfdf / mid).idxmin()\n", + "xmid = xint.mean()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "lw = 4 # linewidth\n", + "ms = 60 # marker size\n", + "mc = \"grey\" # marker color\n", + "mt = \"o\" # marker type\n", + "\n", + "fig, ax = plt.subplots(1, 1, figsize=(18, 10), dpi=300)\n", + "ax2 = ax.twinx()\n", + "ax.xaxis.set_tick_params(labelsize=25)\n", + "ax.yaxis.set_tick_params(labelsize=20)\n", + "ax2.yaxis.set_tick_params(labelsize=20)\n", + "\n", + "ax.plot(mfdf.K_2019, lw=lw, c=\"dodgerblue\", zorder=1)\n", + "ax2.plot(mfdf.pop_2019, lw=lw, c=\"coral\", zorder=1)\n", + "\n", + "# Midpoint line (same height as popmid)\n", + "ax.axhline(mid.K_2019, linestyle=\"--\", lw=2, c=\"k\", alpha=0.2, zorder=3)\n", + "\n", + "# Line intersections\n", + "ax.scatter([xint.K_2019], [mid.K_2019], marker=mt, s=ms, zorder=4, c=mc)\n", + "ax2.scatter([xint.pop_2019], [mid.pop_2019], s=ms, zorder=4, c=mc)\n", + "ax.grid(alpha=0.3, linestyle=\"--\")\n", + "\n", + "# Midpoint of intersections\n", + "ax.scatter([xmid], 0, marker=\"D\", c=\"r\", s=80, alpha=0.5)\n", + "ax.scatter([xmid], mid.K_2019, marker=\"x\", c=\"r\", s=80, alpha=0.5)\n", + "ax.vlines(xmid, 0, mid.K_2019, linestyles=\"--\", colors=\"r\", alpha=0.5)\n", + "\n", + "# Align y-axes\n", + "ax.set_ylim(0, None)\n", + "ax2.set_ylim(0, None)\n", + "ax.set_xlabel(\"Move Factor\", fontsize=20)\n", + "ax.set_ylabel(\"Capital [Trillion $2019]\", fontsize=20)\n", + "ax2.set_ylabel(\"Population in 2019 [Million]\", fontsize=20)\n", + "\n", + "out_path = DIR_FIGS / \"movefactor_K_pop.png\"\n", + "if os.path.isfile(out_path):\n", + " os.remove(out_path)\n", + "plt.savefig(out_path, dpi=300)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "tags": [] + }, + "source": [ + "## pyCIAM (CIAM config) Diaz16 paper results comp" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Global Values" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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+       "    scen      <U7 'RCP 8.5'\n",
+       "    case      <U12 'optimalfixed'\n",
+       "  * country   (country) object 'UnitedStates' 'Brazil' 'Australia'
" + ], + "text/plain": [ + "\n", + "array([419.73063722, 97.4954307 , 208.55586383])\n", + "Coordinates:\n", + " quantile float64 0.5\n", + " scenario object ('K14', 'RCP 8.5')\n", + " ID \n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "
<xarray.DataArray 'npv' ()>\n",
+       "array(86.99817109)\n",
+       "Coordinates:\n",
+       "    quantile  float64 0.5\n",
+       "    scenario  object ('K14', 'RCP 8.5')\n",
+       "    ID        <U3 'K14'\n",
+       "    scen      <U7 'RCP 8.5'\n",
+       "    case      <U12 'optimalfixed'\n",
+       "    country   <U5 'China'
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<xarray.DataArray (ssp: 5, iam: 2)>\n",
+       "array([[4.74688408e+15, 5.16870668e+15],\n",
+       "       [4.56611040e+15, 4.62183058e+15],\n",
+       "       [3.88760430e+15, 3.86227570e+15],\n",
+       "       [3.92412808e+15, 4.33656860e+15],\n",
+       "       [5.57369355e+15, 6.33169986e+15]])\n",
+       "Coordinates:\n",
+       "  * iam      (iam) <U5 'IIASA' 'OECD'\n",
+       "  * ssp      (ssp) <U4 'SSP1' 'SSP2' 'SSP3' 'SSP4' 'SSP5'
" + ], + "text/plain": [ + "\n", + "array([[4.74688408e+15, 5.16870668e+15],\n", + " [4.56611040e+15, 4.62183058e+15],\n", + " [3.88760430e+15, 3.86227570e+15],\n", + " [3.92412808e+15, 4.33656860e+15],\n", + " [5.57369355e+15, 6.33169986e+15]])\n", + "Coordinates:\n", + " * iam (iam) \n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "
<xarray.DataArray (ssp: 5, iam: 2)>\n",
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+       "Coordinates:\n",
+       "  * iam      (iam) <U5 'IIASA' 'OECD'\n",
+       "  * ssp      (ssp) <U4 'SSP1' 'SSP2' 'SSP3' 'SSP4' 'SSP5'
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GMSLnpvcostsnpv_fraccosts_frac
caseN/AoptimalfixednoAdaptationoptimalfixednoAdaptationoptimalfixednoAdaptationoptimalfixednoAdaptation
IDscen
SweetLow0.280.661.210.090.560.010.030.020.11
AR6-MediumSSP1-1.90.380.802.000.121.030.020.040.020.20
SSP1-2.60.440.862.410.151.470.020.050.030.28
SweetIntLow0.480.912.460.181.740.020.050.030.33
AR6-MediumSSP2-4.50.560.983.280.212.460.020.070.040.47
SSP3-7.00.681.084.150.273.660.020.090.050.69
SSP5-8.50.771.205.240.314.790.030.110.060.91
SweetInt0.981.346.190.426.640.030.140.081.26
IntHigh1.481.8413.620.5813.930.040.300.112.64
High1.982.3824.610.7924.850.050.540.154.71
\n", + "" + ], + "text/plain": [ + " GMSL npv costs \\\n", + "case N/A optimalfixed noAdaptation optimalfixed noAdaptation \n", + "ID scen \n", + "Sweet Low 0.28 0.66 1.21 0.09 0.56 \n", + "AR6-Medium SSP1-1.9 0.38 0.80 2.00 0.12 1.03 \n", + " SSP1-2.6 0.44 0.86 2.41 0.15 1.47 \n", + "Sweet IntLow 0.48 0.91 2.46 0.18 1.74 \n", + "AR6-Medium SSP2-4.5 0.56 0.98 3.28 0.21 2.46 \n", + " SSP3-7.0 0.68 1.08 4.15 0.27 3.66 \n", + " SSP5-8.5 0.77 1.20 5.24 0.31 4.79 \n", + "Sweet Int 0.98 1.34 6.19 0.42 6.64 \n", + " IntHigh 1.48 1.84 13.62 0.58 13.93 \n", + " High 1.98 2.38 24.61 0.79 24.85 \n", + "\n", + " npv_frac costs_frac \n", + "case optimalfixed noAdaptation optimalfixed noAdaptation \n", + "ID scen \n", + "Sweet Low 0.01 0.03 0.02 0.11 \n", + "AR6-Medium SSP1-1.9 0.02 0.04 0.02 0.20 \n", + " SSP1-2.6 0.02 0.05 0.03 0.28 \n", + "Sweet IntLow 0.02 0.05 0.03 0.33 \n", + "AR6-Medium SSP2-4.5 0.02 0.07 0.04 0.47 \n", + " SSP3-7.0 0.02 0.09 0.05 0.69 \n", + " SSP5-8.5 0.03 0.11 0.06 0.91 \n", + "Sweet Int 0.03 0.14 0.08 1.26 \n", + " IntHigh 0.04 0.30 0.11 2.64 \n", + " High 0.05 0.54 0.15 4.71 " + ] + }, + "execution_count": 42, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "this_gdp_2100 = global_gdp_2100.sel(ssp=SSP, iam=IAM).item()\n", + "this_gdp_npv = global_gdp_npv.sel(ssp=SSP, iam=IAM).item()\n", + "\n", + "this_econ = (\n", + " res_cc_global.sel(ssp=SSP, iam=IAM, quantile=0.5, year=RESENDYR)\n", + " .sum(\"costtype\")[[\"npv\", \"costs\"]]\n", + " .reset_coords(drop=True)\n", + ")\n", + "this_econ[\"npv_frac\"] = this_econ.npv / this_gdp_npv * 100\n", + "this_econ[\"costs_frac\"] = this_econ.costs / this_gdp_2100 * 100\n", + "this_econ[[\"npv\", \"costs\"]] /= 1e12\n", + "this_econ = this_econ.to_dataframe()[\n", + " [\"npv\", \"costs\", \"npv_frac\", \"costs_frac\"]\n", + "].unstack(\"case\")\n", + "\n", + "this_econ_diaz = (\n", + " d16_cc_global.sel(\n", + " quantile=0.5, year=RESENDYR, case=[\"optimalfixed\", \"noAdaptation\"]\n", + " )\n", + " .sum(\"costtype\")[[\"npv_consistent\", \"costs\"]]\n", + " .rename(npv_consistent=\"npv\")\n", + " .reset_coords(drop=True)\n", + ")\n", + "this_econ_diaz[\"costs_frac\"] = this_econ_diaz.costs / (147.6e12 * pl_multiplier) * 100\n", + "this_econ_diaz[[\"npv\", \"costs\"]] /= 1e12\n", + "this_econ_diaz = this_econ_diaz.to_dataframe()[[\"npv\", \"costs\", \"costs_frac\"]].unstack(\n", + " \"case\"\n", + ")\n", + "\n", + "this_gmsl = gmsl.loc[:, [0.5]]\n", + "this_gmsl.columns = pd.MultiIndex.from_tuples(\n", + " [(\"GMSL\", \"N/A\")], names=this_econ.columns.names\n", + ")\n", + "\n", + "tab2 = this_gmsl.join(this_econ.loc[pc_sel_scens], how=\"right\").sort_values(\n", + " (\"GMSL\", \"N/A\")\n", + ")\n", + "tab2.round(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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GMSLnpvcostsnpv_fraccosts_frac
caseN/AoptimalfixednoAdaptationoptimalfixednoAdaptationoptimalfixednoAdaptationoptimalfixednoAdaptation
IDscen
pyCIAMRCP 2.60.481.002.940.141.670.020.060.030.32
Diaz 2016RCP 2.60.481.056.840.151.58NaNNaN0.080.92
pyCIAMRCP 4.50.581.113.800.182.530.020.080.030.48
Diaz 2016RCP 4.50.581.177.930.202.04NaNNaN0.121.18
pyCIAMRCP 8.50.781.315.830.274.680.030.130.050.89
Diaz 2016RCP 8.50.781.429.700.292.50NaNNaN0.171.45
\n", + "
" + ], + "text/plain": [ + " GMSL npv costs \\\n", + "case N/A optimalfixed noAdaptation optimalfixed noAdaptation \n", + "ID scen \n", + "pyCIAM RCP 2.6 0.48 1.00 2.94 0.14 1.67 \n", + "Diaz 2016 RCP 2.6 0.48 1.05 6.84 0.15 1.58 \n", + "pyCIAM RCP 4.5 0.58 1.11 3.80 0.18 2.53 \n", + "Diaz 2016 RCP 4.5 0.58 1.17 7.93 0.20 2.04 \n", + "pyCIAM RCP 8.5 0.78 1.31 5.83 0.27 4.68 \n", + "Diaz 2016 RCP 8.5 0.78 1.42 9.70 0.29 2.50 \n", + "\n", + " npv_frac costs_frac \n", + "case optimalfixed noAdaptation optimalfixed noAdaptation \n", + "ID scen \n", + "pyCIAM RCP 2.6 0.02 0.06 0.03 0.32 \n", + "Diaz 2016 RCP 2.6 NaN NaN 0.08 0.92 \n", + "pyCIAM RCP 4.5 0.02 0.08 0.03 0.48 \n", + "Diaz 2016 RCP 4.5 NaN NaN 0.12 1.18 \n", + "pyCIAM RCP 8.5 0.03 0.13 0.05 0.89 \n", + "Diaz 2016 RCP 8.5 NaN NaN 0.17 1.45 " + ] + }, + "execution_count": 43, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "tabc2 = pd.concat(\n", + " (\n", + " this_gmsl.join(this_econ.loc[this_econ_diaz.index], how=\"right\").rename(\n", + " index={\"K14\": \"pyCIAM\"}, level=\"ID\"\n", + " ),\n", + " this_gmsl.join(this_econ_diaz, how=\"right\").rename(\n", + " index={\"K14\": \"Diaz 2016\"}, level=\"ID\"\n", + " ),\n", + " )\n", + ").sort_values((\"GMSL\", \"N/A\"))\n", + "tabc2.round(2)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Section 3.2 numbers" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "##### Ratio of adaptation benefits" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(1.6171294289037959, 12.204702594162264)" + ] + }, + "execution_count": 44, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "this_costs = res_cc_global.npv.sel(quantile=0.5).sum(\"costtype\")\n", + "this_ratio = this_costs.sel(case=\"noAdaptation\") / this_costs.sel(case=\"optimalfixed\")\n", + "this_ratio.min().item(), this_ratio.max().item()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "##### Adaptation costs" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "
<xarray.DataArray 'npv' (costtype: 2)>\n",
+       "array([7.67755449e+11, 3.14260997e+11])\n",
+       "Coordinates:\n",
+       "    case      <U12 'optimalfixed'\n",
+       "  * costtype  (costtype) <U15 'protection' 'relocation'\n",
+       "    iam       <U5 'IIASA'\n",
+       "    quantile  float64 0.5\n",
+       "    ssp       <U4 'SSP2'\n",
+       "    scenario  object ('Sweet', 'Int')\n",
+       "    ID        <U5 'Sweet'\n",
+       "    scen      <U3 'Int'
" + ], + "text/plain": [ + "\n", + "array([7.67755449e+11, 3.14260997e+11])\n", + "Coordinates:\n", + " case " + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dask.config.set(scheduler=\"threads\")" + ] + }, + { + "cell_type": "markdown", + "id": "695d9c67-f070-44a8-9594-e802e9be7c35", + "metadata": {}, + "source": [ + "## Parameters" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "55a3e849-a554-49fa-882c-846acf76f3b8", + "metadata": { + "tags": [ + "parameters" + ] + }, + "outputs": [], + "source": [ + "ACCESS_TOKEN = environ[\"ACCESS_TOKEN\"]\n", + "VERSION = \"1.1.0\"\n", + "TITLES = {\n", + " \"SLIIDERS\": \"SLIIDERS: Sea Level Impacts Input Dataset by Elevation, Region, and Scenario\",\n", + " \"pyCIAM\": \"Estimates of Global Coastal Losses Under Multiple Sea Level Rise Scenarios\",\n", + "}" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "8725b84c-8a7f-4d88-96ec-849e963ef8ce", + "metadata": {}, + "outputs": [], + "source": [ + "PARAMS = {\"access_token\": ACCESS_TOKEN}" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "956c40ee-e3e8-4257-bd0d-2c938546604d", + "metadata": {}, + "outputs": [], + "source": [ + "# get host\n", + "Z_URL = \"https://zenodo.org/api/deposit/depositions\"\n", + "\n", + "# Find existing depositions\n", + "ALL_DEPOSITS = requests.get(\n", + " Z_URL,\n", + " params=PARAMS,\n", + ").json()\n", + "EXISTING_DEPOSITS = {}\n", + "MISSING_DEPOSITS = []\n", + "for k, v in TITLES.items():\n", + " this = [i for i in ALL_DEPOSITS if i[\"title\"] == v]\n", + " assert len(this) <= 1\n", + " if len(this):\n", + " EXISTING_DEPOSITS[k] = this[0]\n", + " else:\n", + " MISSING_DEPOSITS.append(k)\n", + "assert not len(MISSING_DEPOSITS)" + ] + }, + { + "cell_type": "markdown", + "id": "447e92ff-f5c2-463b-8be0-62315620735c", + "metadata": {}, + "source": [ + "## Metadata" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "b5fcb2b8-3fb4-4789-bae0-18f7a66b7c51", + "metadata": {}, + "outputs": [], + "source": [ + "# Metadata\n", + "AUTHORS = [\n", + " {\n", + " \"affiliation\": \"Energy & Resources Group, University of California, Berkeley; Global Policy Lab, Goldman School of Public Policy, University of California, Berkeley\",\n", + " \"name\": \"Depsky, Nicholas\",\n", + " \"orcid\": \"0000-0002-9441-9042\",\n", + " },\n", + " {\n", + " \"affiliation\": \"BlackRock; Global Policy Lab, Goldman School of Public Policy, University of California, Berkeley\",\n", + " \"name\": \"Bolliger, Ian\",\n", + " \"orcid\": \"0000-0001-8055-297X\",\n", + " },\n", + " {\n", + " \"affiliation\": \"Global Policy Lab, Goldman School of Public Policy, University of California, Berkeley\",\n", + " \"name\": \"Allen, Daniel\",\n", + " \"orcid\": \"0000-0001-5366-5178\",\n", + " },\n", + " {\n", + " \"affiliation\": \"Energy Policy Institute, University of Chicago\",\n", + " \"name\": \"Choi, Jun Ho\",\n", + " \"orcid\": \"0000-0003-0749-9222\",\n", + " },\n", + " {\n", + " \"affiliation\": \"The Rhodium Group\",\n", + " \"name\": \"Delgado, Michael\",\n", + " \"orcid\": \"0000-0002-2414-045X\",\n", + " },\n", + " {\n", + " \"affiliation\": \"National Bureau of Economic Research; Energy Policy Institute, University of Chicago\",\n", + " \"name\": \"Greenstone, Michael\",\n", + " \"orcid\": \"0000-0002-2364-2810\",\n", + " },\n", + " {\n", + " \"affiliation\": \"The Rhodium Group\",\n", + " \"name\": \"Hamidi, Ali\",\n", + " \"orcid\": \"0000-0001-6235-0303\",\n", + " },\n", + " {\n", + " \"affiliation\": \"The Rhodium Group\",\n", + " \"name\": \"Houser, Trevor\",\n", + " \"orcid\": \"0000-0002-0514-7058\",\n", + " },\n", + " {\n", + " \"affiliation\": \"Global Policy Lab, Goldman School of Public Policy, University of California, Berkeley; National Bureau of Economic Research\",\n", + " \"name\": \"Hsiang, Solomon\",\n", + " \"orcid\": \"0000-0002-2074-0829\",\n", + " },\n", + " {\n", + " \"affiliation\": \"Department of Earth & Planetary Sciences and Rutgers Institute of Earth, Ocean and Atmospheric Sciences, Rutgers University\",\n", + " \"name\": \"Kopp, Robert E.\",\n", + " \"orcid\": \"0000-0003-4016-9428\",\n", + " },\n", + "]" + ] + }, + { + "cell_type": "markdown", + "id": "b707918d-60c0-4a47-8adf-283ec7bdba42", + "metadata": {}, + "source": [ + "## Files To Upload" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "55188020-c02f-4fa6-bf4c-cf1cd87e1754", + "metadata": {}, + "outputs": [], + "source": [ + "# Files and paths\n", + "ORIGINAL_PATHS = {\n", + " \"SLIIDERS\": {\n", + " \"products\": [shared.PATH_SLIIDERS],\n", + " \"inputs\": [\n", + " sset.PATH_GEOG_GTSM_SNAPPED,\n", + " sset.PATH_GEOG_GTSM_STATIONS_TOTHIN,\n", + " sset.PATH_SEG_PTS_MANUAL,\n", + " ],\n", + " },\n", + " \"pyCIAM\": {\n", + " \"products\": [\n", + " shared.PATH_OUTPUTS,\n", + " shared.PATH_DIAZ_RES,\n", + " shared.PATH_MOVEFACTOR_DATA,\n", + " ],\n", + " \"inputs\": [\n", + " shared.PATH_DIAZ_INPUTS_RAW,\n", + " shared.PATH_SLR_AR5_QUANTILES,\n", + " shared.PATH_SLIIDERS_INCOME_INTERMEDIATE_FILE,\n", + " shared.PATHS_SURGE_LOOKUP[\"seg\"],\n", + " shared.PATHS_SURGE_LOOKUP[\"seg_adm\"],\n", + " ],\n", + " },\n", + "}" + ] + }, + { + "cell_type": "markdown", + "id": "bff745dd-9688-44fe-9d19-0c12f7be9ab1", + "metadata": { + "tags": [] + }, + "source": [ + "## Create and/or update depositions" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "50c10e4c-b3eb-4714-8d32-486ac878d041", + "metadata": {}, + "outputs": [], + "source": [ + "def create_draft_deposit(name, update_dict={}, overwrite=False):\n", + " dep = EXISTING_DEPOSITS[name]\n", + " # create new deposit\n", + " deposition_id = dep[\"id\"]\n", + " if deposition_id == int(dep[\"links\"][\"latest\"].split(\"/\")[-1]):\n", + " url = f\"{Z_URL}/{deposition_id}/actions/newversion\"\n", + " r = requests.post(url, params=PARAMS)\n", + " if r.status_code not in [200, 201]:\n", + " raise ValueError(f\"{r.status_code}: {r.text}\")\n", + " dep = r.json()\n", + "\n", + " if overwrite:\n", + " new_id = dep[\"links\"][\"latest_draft\"].split(\"/\")[-1]\n", + " files = requests.get(dep[\"links\"][\"files\"], params=PARAMS).json()\n", + " print(files)\n", + " if len(files):\n", + " for f in files:\n", + " file_url = f\"{Z_URL}/{new_id}/files/{f['id']}\"\n", + " r = requests.delete(file_url, params=PARAMS)\n", + " if r.status_code not in [204, 404]:\n", + " raise ValueError(f\"{r.status_code}: {r.text}\")\n", + "\n", + " metadata = {k: v for k, v in dep[\"metadata\"].copy().items() if k != \"doi\"}\n", + " metadata.update({\"version\": VERSION, **update_dict})\n", + " url = dep[\"links\"][\"latest_draft\"]\n", + " meta_put = requests.put(\n", + " url,\n", + " params=PARAMS,\n", + " data=json.dumps({\"metadata\": metadata}),\n", + " headers={\"Content-Type\": \"application/json\"},\n", + " )\n", + " if meta_put.status_code != 200:\n", + " raise ValueError(f\"{meta_put.status_code}: {meta_put.text}\")\n", + " return dep\n", + "\n", + "\n", + "def create_all_new_deposits(titles=TITLES, overwrite=False):\n", + " deps = {}\n", + " ids = {}\n", + " for t in titles.keys():\n", + " dep = create_draft_deposit(t, overwrite=overwrite)\n", + " ids[t] = int(dep[\"links\"][\"latest_draft\"].split(\"/\")[-1])\n", + " all_deps = requests.get(\n", + " Z_URL,\n", + " params={\"access_token\": ACCESS_TOKEN},\n", + " ).json()\n", + " for t in titles.keys():\n", + " dep = [d for d in all_deps if d[\"id\"] == ids[t]]\n", + " assert len(dep) == 1\n", + " deps[t] = dep[0]\n", + " return deps\n", + "\n", + "\n", + "def upload_file(deposit_link_dict, fname, root, zenodo_name=None, overwrite=False):\n", + " if zenodo_name is None:\n", + " zenodo_name = fname.name\n", + " zenodo_name = root + zenodo_name\n", + "\n", + " existing_files = {\n", + " f[\"filename\"]: f\n", + " for f in requests.get(deposit_link_dict[\"files\"], params=PARAMS).json()\n", + " }\n", + " if zenodo_name in existing_files:\n", + " if not overwrite:\n", + " print(\"...Skipping b/c already uploaded\")\n", + " return existing_files[zenodo_name]\n", + " requests.delete(existing_files[zenodo_name][\"links\"][\"self\"], params=PARAMS)\n", + "\n", + " with fname.open(\"rb\") as fp:\n", + " r = requests.put(\n", + " f\"{deposit_link_dict['bucket']}/{zenodo_name}\",\n", + " params=PARAMS,\n", + " data=fp,\n", + " )\n", + "\n", + " if r.status_code != 200:\n", + " raise ValueError(f\"{r.status_code}: {r.text}\")\n", + " return r.json()\n", + "\n", + "\n", + "def upload_file_list(deposit, flist, root, overwrite=False):\n", + " out = []\n", + " existing_files = {\n", + " f[\"filename\"]: f\n", + " for f in requests.get(deposit[\"links\"][\"files\"], params=PARAMS).json()\n", + " }\n", + " for f in flist:\n", + " print(f\"Uploading: {str(f)}\")\n", + " if (\n", + " (root + f.name) in existing_files\n", + " or (root + f.name + \".zip\") in existing_files\n", + " ) and not overwrite:\n", + " print(\"...Skipping b/c already uploaded\")\n", + " continue\n", + " if f.is_file():\n", + " out.append(upload_file(deposit[\"links\"], f, root, overwrite=overwrite))\n", + " elif f.is_dir():\n", + " with TemporaryDirectory() as d:\n", + " tmp_file = Path(d) / (f.name + \".zip\")\n", + "\n", + " if f.suffix == \".zarr\":\n", + " with ZipStore(tmp_file, mode=\"w\") as tf:\n", + " ds = shared.open_zarr(f)\n", + " for c in ds.coords:\n", + " ds[c].load()\n", + " ds[c].encoding = {}\n", + " for v in ds.variables:\n", + " if ds[v].dtype == \"object\":\n", + " ds[v] = ds[v].astype(\"unicode\")\n", + " ds.to_zarr(tf)\n", + " else:\n", + " name = Path(d) / f.name\n", + " f.download_to(name)\n", + " make_archive(name, \"zip\", name)\n", + "\n", + " out.append(\n", + " upload_file(\n", + " deposit[\"links\"],\n", + " tmp_file,\n", + " root,\n", + " overwrite=overwrite,\n", + " )\n", + " )\n", + " else:\n", + " raise ValueError(f)\n", + " return out" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "868b1d78-5eb4-4fa6-bcfc-0dbd8c88d39b", + "metadata": {}, + "outputs": [], + "source": [ + "draft_deps = create_all_new_deposits(overwrite=False)" + ] + }, + { + "cell_type": "markdown", + "id": "558e67ba-77cb-4355-9dfb-d11533f1a344", + "metadata": {}, + "source": [ + "Note that it seems to take some time for the \"bucket\" link to show up, which is needed to use Zenodo's \"new\" file API, which allows for uploads larger than 100MB. So if bucket is not appearing, you may need to wait a while (<1 day) to be able to run the file uploads below." + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "ff8703bb-c630-418e-9f2f-c62b116ee7e8", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "pyCIAM\n", + "Uploading: gs://rhg-data/impactlab-rhg/coastal/sliiders/raw/CIAM_2016/diaz2016_inputs_raw.zarr\n", + "Uploading: gs://rhg-data/impactlab-rhg/coastal/ciam_paper/data/int/slr/ar5/ar5-msl-rel-2005-quantiles.zarr\n", + "Uploading: gs://rhg-data/impactlab-rhg/coastal/sliiders/int/exposure/ypk/finalized/ypk_2000_2100_20221122.zarr\n", + "Uploading: gs://rhg-data/impactlab-rhg/coastal/ciam_paper/data/int/surge-lookup-v1.1-seg.zarr\n", + "Uploading: gs://rhg-data/impactlab-rhg/coastal/ciam_paper/data/int/surge-lookup-v1.1-seg_adm.zarr\n", + "Uploading: gs://rhg-data/impactlab-rhg/coastal/ciam_paper/results-v1.1/pyCIAM_outputs.zarr\n", + "Uploading: gs://rhg-data/impactlab-rhg/coastal/ciam_paper/results-v1.1/diaz2016_outputs.zarr\n", + "Uploading: gs://rhg-data/impactlab-rhg/coastal/ciam_paper/results-v1.1/suboptimal_capital_by_movefactor.zarr\n" + ] + } + ], + "source": [ + "uploads = {}\n", + "for name, kind in ORIGINAL_PATHS.items():\n", + " print(name)\n", + " this_dep = draft_deps[name]\n", + "\n", + " uploads[name] = upload_file_list(\n", + " this_dep, kind[\"inputs\"], \"inputs/\", overwrite=False\n", + " )\n", + " uploads[name] += upload_file_list(\n", + " this_dep, kind[\"products\"], \"products/\", overwrite=False\n", + " )" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.10" + }, + "widgets": { + "application/vnd.jupyter.widget-state+json": { + "state": {}, + "version_major": 2, + "version_minor": 0 + } + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/notebooks/pyCIAM-results-figures.ipynb b/notebooks/pyCIAM-results-figures.ipynb deleted file mode 100644 index 92fbf45..0000000 --- a/notebooks/pyCIAM-results-figures.ipynb +++ /dev/null @@ -1,5437 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Setup" - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - "%load_ext autoreload\n", - "%autoreload 2" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "tags": [] - }, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/srv/conda/envs/notebook/lib/python3.9/site-packages/dask_gateway/client.py:21: FutureWarning: format_bytes is deprecated and will be removed in a future release. Please use dask.utils.format_bytes instead.\n", - " from distributed.utils import LoopRunner, format_bytes\n" - ] - } - ], - "source": [ - "import warnings\n", - "\n", - "import geopandas as gpd\n", - "import matplotlib.colors as mcols\n", - "import matplotlib.pyplot as plt\n", - "import numpy as np\n", - "import pandas as pd\n", - "import xarray as xr\n", - "from dask_gateway import GatewayCluster\n", - "from matplotlib.colors import LinearSegmentedColormap\n", - "from shared import (\n", - " DIR_CIAM,\n", - " DIR_RES,\n", - " PATH_BORDERS,\n", - " PATH_COASTLINES,\n", - " PATH_DIAZ_INPUTS_INT,\n", - " PATH_DIAZ_RES,\n", - " PATH_GADM_0,\n", - " PATH_GADM_1,\n", - " PATH_MOVEFACTOR_DATA,\n", - " PATH_PWT_RAW,\n", - " PATH_QUANTILE_RES,\n", - " PATH_SLIIDERS_ECON,\n", - " PATH_SLIIDERS_SLR,\n", - ")\n", - "\n", - "from pyCIAM.constants import COSTTYPES" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": {}, - "outputs": [], - "source": [ - "DIR_FIGS = DIR_CIAM / \"figures\"\n", - "\n", - "# Selected constants for plotting\n", - "CASES = [\"optimalfixed\", \"noAdaptation\"]\n", - "QUANTILES = [0.5] # any combo of 0.05, 0.5, 0.95\n", - "DIAZSCENS = [\n", - " \"rcp0_p50\",\n", - " \"rcp26_p50\",\n", - " \"rcp45_p50\",\n", - " \"rcp85_p50\",\n", - "] # rcp_pt dimension values in diaz results\n", - "\n", - "DRATE = 0.04 # discount rate for calculating NPV (default is 4%)\n", - "RESENDYR = 2100 # last year of results to consider\n", - "NPVSTARTYR = 2000 # first year of results to use to calc NPV\n", - "POPWTYR = 2000 # year of population to use in % pop adaptation strategy plots\n", - "PPP_BASELINE_YEAR = 2019 # dollar value year of results\n", - "NWORKERS = 128 # no. of micro dask workers\n", - "\n", - "# Names of all SSPs, IAMs\n", - "SSPS = [\"SSP1\", \"SSP2\", \"SSP3\", \"SSP4\", \"SSP5\"]\n", - "IAMS = [\"OECD\", \"IIASA\"]\n", - "\n", - "# pyCIAM SLR, IAM, SSP scenarios to focus on for global maps\n", - "scen = \"SLRProjections210628GRIDDEDcore_SROCC_rcp85\"\n", - "iam = \"IIASA\"\n", - "ssp = \"SSP2\"\n", - "\n", - "# color-blind robust palette for scatter plots\n", - "cols = [\"#CC79A7\", \"#D55E00\", \"#0072B2\", \"#F0E442\", \"#50CAA8\", \"#56B4E9\", \"#E69F00\"]" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Move Factor Plot" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [], - "source": [ - "mf = xr.open_zarr(PATH_MOVEFACTOR_DATA)\n", - "mfdf = mf.sum(\"seg\").to_dataframe()\n", - "\n", - "# Convert to desired units\n", - "mfdf[\"K_2019\"] = mfdf.K_2019 / 1e12 # trillions\n", - "mfdf[\"pop_2019\"] = mfdf.pop_2019 / 1e6 # millions\n", - "\n", - "\n", - "# Find midpoint values of K and pop\n", - "# y vals\n", - "mid = mfdf.max() / 2\n", - "\n", - "xint = np.abs(1 - mfdf / mid).idxmin()\n", - "xmid = xint.mean()" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "lw = 4 # linewidth\n", - "ms = 60 # marker size\n", - "mc = \"grey\" # marker color\n", - "mt = \"o\" # marker type\n", - "\n", - "fig, ax = plt.subplots(1, 1, figsize=(18, 10))\n", - "ax2 = ax.twinx()\n", - "ax.xaxis.set_tick_params(labelsize=25)\n", - "ax.yaxis.set_tick_params(labelsize=20)\n", - "ax2.yaxis.set_tick_params(labelsize=20)\n", - "\n", - "ax.plot(mfdf.K_2019, lw=lw, c=\"dodgerblue\", zorder=1)\n", - "ax2.plot(mfdf.pop_2019, lw=lw, c=\"coral\", zorder=1)\n", - "\n", - "# Midpoint line (same height as popmid)\n", - "ax.axhline(mid.K_2019, linestyle=\"--\", lw=2, c=\"k\", alpha=0.2, zorder=3)\n", - "\n", - "# Line intersections\n", - "ax.scatter([xint.K_2019], [mid.K_2019], marker=mt, s=ms, zorder=4, c=mc)\n", - "ax2.scatter([xint.pop_2019], [mid.pop_2019], s=ms, zorder=4, c=mc)\n", - "ax.grid(alpha=0.3, linestyle=\"--\")\n", - "\n", - "# Midpoint of intersections\n", - "ax.scatter([xmid], 0, marker=\"D\", c=\"r\", s=80, alpha=0.5)\n", - "ax.scatter([xmid], mid.K_2019, marker=\"x\", c=\"r\", s=80, alpha=0.5)\n", - "ax.vlines(xmid, 0, mid.K_2019, linestyles=\"--\", colors=\"r\", alpha=0.5)\n", - "\n", - "# Align y-axes\n", - "ax.set_ylim(0, None)\n", - "ax2.set_ylim(0, None)\n", - "ax.set_xlabel(\"Move Factor\", fontsize=20)\n", - "ax.set_ylabel(\"Capital [Trillion $2019]\", fontsize=20)\n", - "ax2.set_ylabel(\"Population in 2019 [Million]\", fontsize=20)\n", - "plt.savefig(DIR_FIGS / \"movefactor_K_pop.png\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Define Functions" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Helpers" - ] - }, - { - "cell_type": "code", - "execution_count": 149, - "metadata": {}, - "outputs": [], - "source": [ - "def fillnan(ser):\n", - " \"\"\"fill NaNs or Infs in pd.Series object with 0\"\"\"\n", - " return ser.where(np.isfinite(ser), 0)\n", - "\n", - "\n", - "def fillinf(ser):\n", - " \"\"\"fill Infs in pd.Series object with NaN\"\"\"\n", - " return ser.where(~ser.isin([np.inf, -np.inf]))\n", - "\n", - "\n", - "def dfact(yrs, dr=DRATE, yr_mult=1, start_yr=NPVSTARTYR):\n", - " \"\"\"compute discount factor from costs variable\"\"\"\n", - " dfy = yrs[yrs >= start_yr]\n", - " nfill1 = len(yrs[yrs < start_yr])\n", - " df_vals = np.append(\n", - " np.array([1] * nfill1), (1 / (1 + DRATE)) ** (np.arange(len(dfy)) * yr_mult)\n", - " )\n", - " dfact = pd.Series(df_vals, index=yrs)\n", - " dfact.index = dfact.index.rename(\"year\")\n", - " return dfact.to_xarray()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Summarize Results" - ] - }, - { - "cell_type": "code", - "execution_count": 63, - "metadata": {}, - "outputs": [], - "source": [ - "def diaz16_cnpv(\n", - " ds,\n", - " cstr=\"UnitedStates\",\n", - " case=\"optimalfixed\",\n", - " scen=\"rcp85_p50\",\n", - " year_min=2010,\n", - " year_max=RESENDYR,\n", - " year_int=10,\n", - "):\n", - " \"\"\"returns the country-wide NPV in pyCIAM results (Diaz 2016 configuration) for selected scenario and time period\n", - "\n", - " ----------\n", - " ds : xr.Dataset\n", - " pyCIAM results dataset\n", - " cstr : str\n", - " country name string in results\n", - " case : str\n", - " name of model case to be selected (\"optimalfixed\",\"noAdaptation\")\n", - " scen : str\n", - " selected scenario in results to analyze\n", - " year_min : int\n", - " start year of results to use for NPV\n", - " year_max : int\n", - " end year of results to use for NPV\n", - " year_max : int\n", - " year interval in results\n", - " \"\"\"\n", - " yrs = np.arange(year_min, year_max + year_int, year_int)\n", - " segs = [v for v in list(ds.seg.values) if cstr in v]\n", - " cnpv = (\n", - " ds.npv.sel({\"seg\": segs, \"case\": case, \"year\": yrs, \"rcp_pt\": scen}).sum(\n", - " [\"seg\", \"year\", \"costtype\"]\n", - " )\n", - " ) / 1e9 # $Bn\n", - "\n", - " return cnpv.item()\n", - "\n", - "\n", - "def opt_pct(\n", - " DDIR=DIR_RES, # results folder path\n", - " scen=\"SLRProjections170113GRIDDEDcore_rcp85\", # SLR scenario\n", - " sp_dim=\"seg_adm\", # spatial dimension to assess (seg_ir or seg_adm)\n", - " quantile=True, #\n", - " idraw=10,\n", - "):\n", - " \"\"\"prints the percentage of coastal units by broad optimal strategy category\n", - "\n", - " Parameters\n", - " ----------\n", - " DDIR : PosixPath\n", - " path to folder containing results zarr store\n", - " scen : str\n", - " selected scenario in results to analyze\n", - " sp_dim : str\n", - " name of spatial coastal unit dimension to assess (e.g. 'seg_ir', 'seg_adm')\n", - " median : True/False\n", - " do results represent median local sea level draws for SSP/IAM/SLR scenario combos?\n", - " quantile : True/False\n", - " do results contain a quantiles dimension?\n", - " idraw : integer\n", - " If median=False, this value is the draw (index) to be considered\n", - " \"\"\"\n", - "\n", - " opt_case = xr.open_zarr(PATH_QUANTILE_RES).optimal_case.sel(\n", - " scenario=scen, drop=True\n", - " )\n", - "\n", - " if quantile:\n", - " opt_case = opt_case.sel(quantile=QUANTILES, drop=True)\n", - "\n", - " df = opt_case.sel(ssp=\"SSP1\", iam=\"IIASA\", drop=True).to_dataframe().reset_index()\n", - " grp = df.groupby([\"optimal_case\"]).count()\n", - " grp[\"pct_tot\"] = 100 * (grp[sp_dim] / grp[sp_dim].sum())\n", - "\n", - " print(f\"Protect: {np.round(grp.iloc[1:5].pct_tot.sum(),1)}%\")\n", - " print(f\"Retreat: {np.round(grp.iloc[5:].pct_tot.sum(),1)}%\")\n", - " print(f\"No Action: {np.round(grp.iloc[0].pct_tot.sum(),1)}%\")\n", - "\n", - "\n", - "def ds_filt(\n", - " pyCIAM_ds,\n", - " diaz_ds,\n", - " val=\"npv\",\n", - " case=\"optimalfixed\",\n", - " costtypes=COSTTYPES,\n", - " cconly=False,\n", - " year_min=NPVSTARTYR,\n", - " year_max=RESENDYR,\n", - "):\n", - " \"\"\"Filter pyCIAM and Diaz2016 results datasets by variable, case, scenarios, years (used for plotting results subsets)\n", - "\n", - " Parameters\n", - " ----------\n", - " pyCIAM_ds : xr.Dataset\n", - " dataset of pyCIAM results to be filtered\n", - " diaz_ds : xr.Dataset\n", - " dataset of pyCIAM (configured in Diaz2016 mode) results to be filtered\n", - " val : str\n", - " name of data variable to be selected in filtered output (\"npv\", \"costs\")\n", - " case : str\n", - " name of model case to be selected (\"optimalfixed\",\"noAdaptation\")\n", - " costtypes : list of str\n", - " cost types to be selected (\"inundation\", \"protection\", ...)\n", - " cconly : True/False\n", - " conditional to select just climate-change scenarios (True) or all (False)\n", - " year_min : int\n", - " start year of results to select\n", - " year_max : int\n", - " end year of results to select\n", - "\n", - " Returns\n", - " -------\n", - " two xr.DataArray objects representing filtered results from input Datasets\n", - "\n", - " \"\"\"\n", - " pscens = pyCIAM_ds.scenario.values\n", - " dscens = diaz_ds.rcp_pt.values\n", - "\n", - " if cconly:\n", - " pscens = [s for s in pscens if \"SLR\" in s]\n", - " dscens = [s for s in dscens if \"rcp0\" not in s]\n", - "\n", - " pc = (\n", - " pyCIAM_ds[val]\n", - " .sel(\n", - " case=case,\n", - " year=slice(year_min, year_max),\n", - " scenario=pscens,\n", - " costtype=costtypes,\n", - " )\n", - " .sum([\"costtype\", \"year\"])\n", - " ) # pyCIAM filtered results\n", - "\n", - " dc = (\n", - " diaz_ds[val]\n", - " .sel(\n", - " case=case,\n", - " year=slice(year_min, year_max),\n", - " rcp_pt=dscens,\n", - " costtype=costtypes,\n", - " )\n", - " .sum([\"costtype\", \"year\"])\n", - " ) # diaz-pyCIAM filtered results\n", - "\n", - " return pc, dc\n", - "\n", - "\n", - "# Print min/max values of filtered pyCIAM, Diaz results datasets for future scens\n", - "def ds_minmax(\n", - " pyCIAM_da, diaz_da, val=\"npv\", cconly=True, digits=6, div=1e12, units=\"$Tn\"\n", - "):\n", - "\n", - " \"\"\"prints the min/median/max valus from pyCIAM and Diaz-configures results datasets\n", - "\n", - " Parameters\n", - " ----------\n", - " pyCIAM_da : xr.DataArray\n", - " data array of pyCIAM results\n", - " diaz_da : xr.DataArray\n", - " data array of pyCIAM (configured in Diaz2016 mode) results\n", - " val : str\n", - " results variable to summarize\n", - " cconly : True/False\n", - " only consider cliamte change scenarios (exclude no-climate change baseline)?\n", - " digits : int\n", - " number of digits to round printed values\n", - " div : int\n", - " divisor for variable values (e.g. 1e12 for trillions)\n", - " units : str\n", - " value units label\n", - " \"\"\"\n", - "\n", - " pscens = pyCIAM_da.scenario.values\n", - " dscens = diaz_da.rcp_pt.values\n", - "\n", - " if cconly:\n", - " pscens = [s for s in pscens if \"SLR\" in s]\n", - " dscens = [s for s in dscens if \"rcp0\" not in s]\n", - "\n", - " p_df = pyCIAM_da.sel(scenario=pscens).to_dataframe()[val]\n", - " pmin = p_df[p_df == p_df.min()]\n", - " pmed_idx = abs(p_df - p_df.median()).idxmin()\n", - " pmed_val = p_df.loc[abs(p_df - p_df.median()).idxmin()]\n", - " pmax = p_df[p_df == p_df.max()]\n", - "\n", - " d_df = diaz_da.sel(rcp_pt=dscens).to_dataframe()[val]\n", - " dmin = d_df[d_df == d_df.min()]\n", - " dmed_idx = abs(d_df - d_df.median()).idxmin()\n", - " dmed_val = d_df.loc[abs(d_df - d_df.median()).idxmin()]\n", - " dmax = d_df[d_df == d_df.max()]\n", - "\n", - " print(\n", - " f\"pyCIAM min: {str(np.round(pmin[0]/div,digits))} {units} {str(pmin.index.tolist()[0])}\"\n", - " )\n", - "\n", - " print(f\"pyCIAM med: {str(np.round(pmed_val/div,digits))} {units} {str(pmed_idx)}\")\n", - "\n", - " print(\n", - " f\"pyCIAM max: {str(np.round(pmax[0]/div,digits))} {units} {str(pmax.index.tolist()[0])}\"\n", - " )\n", - "\n", - " print(\n", - " f\"Diaz 2016 min: {str(np.round(dmin[0]/div,digits))} {units} {str(dmin.index.tolist()[0])}\"\n", - " )\n", - "\n", - " print(\n", - " f\"Diaz 2016 med: {str(np.round(dmed_val/div,digits))} {units} {str(dmed_idx)}\"\n", - " )\n", - "\n", - " print(\n", - " f\"Diaz 2016 max: {str(np.round(dmax[0]/div,digits))} {units} {str(dmax.index.tolist()[0])}\"\n", - " )\n", - "\n", - "\n", - "def ds2df(pc, dc, div_fact=1e12):\n", - " \"\"\"converts filtered pyCIAM and diaz results to single dataframe (pre-plotting)\n", - " Parameters\n", - " ----------\n", - " pc : xr.DataArray\n", - " data array of filtered pyCIAM results\n", - " dc : xr.DataArray\n", - " data array of filtered pyCIAM (configured in Diaz2016 mode) results\n", - " div_fact : int\n", - " divisor for values (e.g. 1e12 for trillions)\n", - "\n", - " Returns\n", - " ----------\n", - " pd.DataFrame of both pyCIAM and pyCIAM-Diaz2016 values joined with end of century gmsl\n", - "\n", - " \"\"\"\n", - " pcdf = (pc / div_fact).to_dataframe()\n", - " dcdf = (dc / div_fact).to_dataframe()\n", - "\n", - " dcdf[\"rcp\"] = [v.split(\"_\")[0] for v in dcdf.index.values]\n", - " dcdf.loc[dcdf.rcp == \"rcp0\", \"rcp\"] = \"ncc\"\n", - " dcdf[\"pctl\"] = [v.split(\"_\")[1] for v in dcdf.index.values]\n", - " dcdf = dcdf.reset_index().drop(columns=\"rcp_pt\")\n", - "\n", - " dcdf[\"ssp\"] = np.nan\n", - " dcdf[\"iam\"] = np.nan\n", - " dcdf[\"model\"] = \"diaz\"\n", - "\n", - " pcdf = pcdf.reset_index().rename(columns={\"scenario\": \"rcp\"})\n", - " pcdf[\"pctl\"] = \"p50\"\n", - " pcdf[\"model\"] = \"pyCIAM\"\n", - "\n", - " df = pd.concat([dcdf, pcdf])\n", - "\n", - " df = df[df.pctl == \"p50\"] # consider only median npv values for now\n", - "\n", - " # Join end of century GMSL values\n", - " df = df.merge(gmsl)\n", - " return df" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Plotting" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "metadata": {}, - "outputs": [], - "source": [ - "def compPlot(\n", - " df,\n", - " yval=\"npv\",\n", - " ylab=\"\",\n", - " filename=\"myplot\",\n", - " xmin=-0.05,\n", - " xmax=1.3,\n", - " ymin=0,\n", - " ymax=8,\n", - " ssps=SSPS,\n", - " iams=IAMS,\n", - " cvals=cols[0:5],\n", - "):\n", - " \"\"\"plots results from ds2df() function for scatter plotting pyCIAM/diaz results vs gmsl\n", - " Parameters\n", - " ----------\n", - " df : pd.DataFrame\n", - " dataframe from ds2df()\n", - " yval : str\n", - " variable name for plotting\n", - " ylab : str\n", - " label for y axis values\n", - " filename : str\n", - " name of output graph file (.png)\n", - " xmin, xmax, ymin, ymax : float\n", - " figure axes ranges\n", - "\n", - " Returns\n", - " ----------\n", - " displayed scatter plot and saved .png of figure\n", - "\n", - " \"\"\"\n", - " fig, ax = plt.subplots(1, 1, figsize=(20, 4))\n", - " ax.xaxis.set_tick_params(labelsize=25)\n", - " ax.yaxis.set_tick_params(labelsize=20)\n", - "\n", - " sspc = cvals\n", - " for i, s in enumerate(ssps):\n", - " for m in iams:\n", - " filt = df[(df.ssp == s) & (df.iam == m)]\n", - " marker = \"o\"\n", - " if m == \"IIASA\":\n", - " marker = \"^\"\n", - "\n", - " ax.scatter(\n", - " filt.gmsl, filt[yval], marker=marker, c=sspc[i], s=100, alpha=0.8\n", - " )\n", - "\n", - " # Diaz 2016\n", - " ax.scatter(\n", - " df[df.model == \"diaz\"].gmsl,\n", - " df[df.model == \"diaz\"][yval],\n", - " s=120,\n", - " marker=\"s\",\n", - " c=\"black\",\n", - " )\n", - "\n", - " ax.grid(alpha=0.2, linestyle=\"--\")\n", - " plt.ylim(ymin, ymax)\n", - " plt.xlim(xmin, xmax)\n", - " plt.ylabel(ylab)\n", - " plt.savefig(DIR_FIGS / str(filename + \".png\"))" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Spin up Dask Workers" - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "metadata": {}, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "0d2b48e034794c96813b46931d4c52c9", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "VBox(children=(HTML(value='

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rcpgmsl
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2SLRProjections170113GRIDDEDcore_rcp260.490
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8SLRProjections210628GRIDDEDcore_SROCC_rcp260.500
5SLRProjections200204GRIDDEDcore_D20_rcp260.530
3SLRProjections170113GRIDDEDcore_rcp450.590
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7SLRProjections200204GRIDDEDcore_D20_rcp851.117
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" - ], - "text/plain": [ - " rcp gmsl\n", - "14 ncc 0.000\n", - "2 SLRProjections170113GRIDDEDcore_rcp26 0.490\n", - "11 rcp26 0.490\n", - "8 SLRProjections210628GRIDDEDcore_SROCC_rcp26 0.500\n", - "5 SLRProjections200204GRIDDEDcore_D20_rcp26 0.530\n", - "3 SLRProjections170113GRIDDEDcore_rcp45 0.590\n", - "12 rcp45 0.590\n", - "9 SLRProjections210628GRIDDEDcore_SROCC_rcp45 0.610\n", - "6 SLRProjections200204GRIDDEDcore_D20_rcp45 0.630\n", - "0 SLRProjections190726core_SEJ_full_2p0degree+L 0.690\n", - "4 SLRProjections170113GRIDDEDcore_rcp85 0.790\n", - "13 rcp85 0.790\n", - "10 SLRProjections210628GRIDDEDcore_SROCC_rcp85 0.890\n", - "1 SLRProjections190726core_SEJ_full_rcp85+H 1.103\n", - "7 SLRProjections200204GRIDDEDcore_D20_rcp85 1.117" - ] - }, - "execution_count": 15, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# Import SLR dataset to get GMSL values ##\n", - "slr = xr.open_zarr(PATH_SLIIDERS_SLR)\n", - "slryrs = slr.year.values\n", - "slr = slr.interp(year=np.arange(min(slryrs), max(slryrs) + 1, 1)) # decadal to annual\n", - "\n", - "# Save GMSL in end of results period (e.g. 2100) as dataframe\n", - "gmsl = (\n", - " slr.gsl_msl00.sel(year=RESENDYR).median(\"mc_sample_id\").drop(\"year\").to_dataframe()\n", - ")\n", - "\n", - "# Add median GMSL @ end of century values from Kopp et al. 2014 for the Diaz 2016 scenarios\n", - "gmsl.loc[\"rcp26\"] = gmsl.loc[\"SLRProjections170113GRIDDEDcore_rcp26\"].values\n", - "gmsl.loc[\"rcp45\"] = gmsl.loc[\"SLRProjections170113GRIDDEDcore_rcp45\"].values\n", - "gmsl.loc[\"rcp85\"] = gmsl.loc[\"SLRProjections170113GRIDDEDcore_rcp85\"].values\n", - "gmsl.loc[\"ncc\"] = 0\n", - "\n", - "gmsl = gmsl.gsl_msl00.reset_index().rename(\n", - " columns={\"scenario\": \"rcp\", \"gsl_msl00\": \"gmsl\"}\n", - ")\n", - "\n", - "# Jitter 2100 GMSL by +/-7mm for Bamber19 High bc and D20 RCP8.5 for plotting purposes\n", - "if RESENDYR == 2100:\n", - " gmsl.loc[gmsl.rcp == \"SLRProjections190726core_SEJ_full_rcp85+H\", \"gmsl\"] = (\n", - " gmsl.loc[gmsl.rcp == \"SLRProjections190726core_SEJ_full_rcp85+H\", \"gmsl\"]\n", - " - 0.007\n", - " )\n", - " gmsl.loc[gmsl.rcp == \"SLRProjections200204GRIDDEDcore_D20_rcp85\", \"gmsl\"] = (\n", - " gmsl.loc[gmsl.rcp == \"SLRProjections200204GRIDDEDcore_D20_rcp85\", \"gmsl\"]\n", - " + 0.007\n", - " )\n", - "\n", - "# Display GMSL values in 2100\n", - "gmsl.sort_values(\"gmsl\")" - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Protect: 16.7%\n", - "Retreat: 68.0%\n", - "No Action: 15.4%\n" - ] - } - ], - "source": [ - "# Show proporiton of coastal units (e.g. seg_adm) that undertake protect/retreat/noAdapt actions\n", - "opt_pct()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### SLIIDERS/Diaz Input Data" - ] - }, - { - "cell_type": "code", - "execution_count": 25, - "metadata": {}, - "outputs": [], - "source": [ - "# pyCIAM inputs\n", - "inputs = xr.open_zarr(PATH_SLIIDERS_ECON, consolidated=True)\n", - "\n", - "# diaz16 inputs\n", - "d16inputs = (\n", - " xr.open_zarr(PATH_DIAZ_INPUTS_INT, consolidated=True)\n", - " .reindex(year=np.arange(2000, 2201, 1))\n", - " .ffill(\"year\")\n", - ")\n", - "\n", - "# pyCIAM results\n", - "res = (\n", - " xr.open_zarr(PATH_QUANTILE_RES, consolidated=True)\n", - " .sel(case=CASES, quantile=QUANTILES, drop=True)\n", - " .squeeze(drop=True)\n", - " .persist()\n", - ") # [2019 USD / year]\n", - "\n", - "yrs = res.year.values\n", - "scens = res.scenario.values\n", - "scens_cc = [s for s in scens if \"SLR\" in s]\n", - "\n", - "# Diaz 2016\n", - "# Decadal\n", - "d16 = (\n", - " (xr.open_zarr(PATH_DIAZ_RES, consolidated=True).drop(\"at\"))\n", - " .sel(case=CASES, rcp_pt=DIAZSCENS)\n", - " .load()\n", - ") # [2019 USD / year]\n", - "\n", - "# Annual\n", - "d16a = d16.reindex(year=np.arange(2000, 2201, 1)).ffill(\"year\")\n", - "\n", - "d16yrs = d16.year.values\n", - "d16ayrs = d16a.year.values\n", - "\n", - "d16[\"costs\"] = d16.costs * 10 # annual to decadal totals\n", - "d16_med_scens_cc = [s for s in DIAZSCENS if \"rcp0\" not in s]" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## pyCIAM (CIAM config) Diaz16 paper results comp" - ] - }, - { - "cell_type": "code", - "execution_count": 26, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "1.6922457274046747" - ] - }, - "execution_count": 26, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# Add NPV to annual Diaz16 results\n", - "d16[\"npv\"] = d16.costs * dfact(d16.year.values, yr_mult=10, start_yr=2010)\n", - "\n", - "# Global NPV (2010-2100) [$Tn]\n", - "d16.npv.sel(\n", - " year=slice(2010, 2100), case=\"optimalfixed\", rcp_pt=\"rcp85_p50\"\n", - ").sum().item() / 1e12" - ] - }, - { - "cell_type": "code", - "execution_count": 32, - "metadata": {}, - "outputs": [], - "source": [ - "d16_85 = d16.costs.sel(rcp_pt=\"rcp85_p50\")" - ] - }, - { - "cell_type": "code", - "execution_count": 33, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "79.29315740954944" - ] - }, - "execution_count": 33, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# Wetland Costs in 2100 [$Bn] (annualizing the decadal costs)\n", - "d16_85.sel(\n", - " year=RESENDYR, case=\"optimalfixed\", costtype=\"wetland\"\n", - ").sum().item() / 10 / 1e9" - ] - }, - { - "cell_type": "code", - "execution_count": 34, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "282.0671058445753" - ] - }, - "execution_count": 34, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# Global Costs in 2100 (optimal adapt) [$Bn]\n", - "d16_85.sel(year=RESENDYR, case=\"optimalfixed\").sum().item() / 10 / 1e9" - ] - }, - { - "cell_type": "code", - "execution_count": 35, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "2.251455307220169" - ] - }, - "execution_count": 35, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# Global Costs in 2100 (no adapt) [$Tn]\n", - "d16_85.sel(year=RESENDYR, case=\"noAdaptation\").sum().item() / 10 / 1e12" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Country-wise NPV values" - ] - }, - { - "cell_type": "code", - "execution_count": 40, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "419.73063721683513" - ] - }, - "execution_count": 40, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# USA\n", - "diaz16_cnpv(d16, \"UnitedStates\")" - ] - }, - { - "cell_type": "code", - "execution_count": 41, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "97.49543069735755" - ] - }, - "execution_count": 41, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# Brazil\n", - "diaz16_cnpv(d16, \"Brazil\")" - ] - }, - { - "cell_type": "code", - "execution_count": 42, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "208.55586382513653" - ] - }, - "execution_count": 42, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# Australia\n", - "diaz16_cnpv(d16, \"Australia\")" - ] - }, - { - "cell_type": "code", - "execution_count": 43, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "86.99817109318086" - ] - }, - "execution_count": 43, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# China\n", - "a = diaz16_cnpv(d16, \"China\")\n", - "b = diaz16_cnpv(d16, \"Taiwan\")\n", - "c = diaz16_cnpv(d16, \"HongKong\")\n", - "d = diaz16_cnpv(d16, \"Macau\")\n", - "\n", - "a - b - c - d" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Inflation Adjust Diaz, Calc NPV, CC-only Values" - ] - }, - { - "cell_type": "code", - "execution_count": 44, - "metadata": {}, - "outputs": [], - "source": [ - "# adjust to 2019 USD from 2010 USD\n", - "pl_data = pd.read_excel(PATH_PWT_RAW)[[\"countrycode\", \"year\", \"pl_gdpo\"]]\n", - "\n", - "pl_data = (\n", - " pl_data[\n", - " (pl_data.year >= 2010)\n", - " & (pl_data.year <= PPP_BASELINE_YEAR)\n", - " & (pl_data.countrycode == \"USA\")\n", - " ]\n", - " .drop(columns=\"countrycode\")\n", - " .set_index(\"year\")\n", - " .pl_gdpo\n", - ")\n", - "pl_multiplier = pl_data[PPP_BASELINE_YEAR] / pl_data[2010]\n", - "\n", - "# Inflation-adjust Diaz 2016 values to $2019\n", - "d16[\"costs\"] = d16[\"costs\"] * pl_multiplier\n", - "d16a[\"costs\"] = d16a[\"costs\"] * pl_multiplier" - ] - }, - { - "cell_type": "code", - "execution_count": 45, - "metadata": {}, - "outputs": [], - "source": [ - "# Create NPV variables for pyCIAM and annual Diaz16 results\n", - "res[\"npv\"] = res.costs * dfact(res.year.values, start_yr=NPVSTARTYR)\n", - "d16[\"npv\"] = d16.costs * dfact(d16.year.values, start_yr=NPVSTARTYR, yr_mult=10)\n", - "d16a[\"npv\"] = d16a.costs * dfact(d16a.year.values, start_yr=NPVSTARTYR)" - ] - }, - { - "cell_type": "code", - "execution_count": 46, - "metadata": {}, - "outputs": [], - "source": [ - "# Create CC-only Costs\n", - "res_cc = res - res.sel(scenario=\"ncc\")\n", - "\n", - "diaz_p50 = [\"rcp0_p50\", \"rcp26_p50\", \"rcp45_p50\", \"rcp85_p50\"]\n", - "d16a_cc = d16a.sel(rcp_pt=diaz_p50) - d16a.sel(rcp_pt=\"rcp0_p50\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Print Values for Abstract & Intro" - ] - }, - { - "cell_type": "code", - "execution_count": 49, - "metadata": {}, - "outputs": [], - "source": [ - "r45 = [i for i in res.scenario.values if \"rcp45\" in i] # RCP4.5 scenarios\n", - "highend = [\n", - " \"SLRProjections200204GRIDDEDcore_D20_rcp85\",\n", - " \"SLRProjections190726core_SEJ_full_rcp85+H\",\n", - "] # high end scenarios" - ] - }, - { - "cell_type": "code", - "execution_count": 50, - "metadata": { - "tags": [] - }, - "outputs": [], - "source": [ - "res_sums = (\n", - " res_cc.sel(case=\"optimalfixed\", scenario=r45 + highend, ssp=ssp, iam=iam)\n", - " .sum([\"costtype\", \"seg_adm\"])\n", - " .load()\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### NPV, RCP4.5" - ] - }, - { - "cell_type": "code", - "execution_count": 51, - "metadata": { - "tags": [] - }, - "outputs": [ - { - "data": { - "text/plain": [ - "(0.8709738959550647, 0.9210818640110986)" - ] - }, - "execution_count": 51, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "res_r45 = res_sums.sel(scenario=r45)\n", - "res_r45_sum = res_r45.npv.sum(\"year\") / 1e12\n", - "res_r45_sum.min().item(), res_r45_sum.max().item()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Annual Costs, RCP4.5" - ] - }, - { - "cell_type": "code", - "execution_count": 52, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "(176.27589416503906, 204.88446044921875)" - ] - }, - "execution_count": 52, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "res_r45_costs = res_r45.costs.sel(year=RESENDYR) / 1e9\n", - "res_r45_costs.min().item(), res_r45_costs.max().item()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### NPV, High-End" - ] - }, - { - "cell_type": "code", - "execution_count": 53, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "(1.2167099404903126, 1.3783266829277723)" - ] - }, - "execution_count": 53, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "res_hi = res_sums.sel(scenario=highend)\n", - "res_hi_sum = res_hi.npv.sum(\"year\") / 1e12\n", - "res_hi_sum.min().item(), res_hi_sum.max().item()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Annual Costs, High-End" - ] - }, - { - "cell_type": "code", - "execution_count": 54, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "(395.80169677734375, 520.6741333007812)" - ] - }, - "execution_count": 54, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "res_hi_costs = res_hi.costs.sel(year=RESENDYR) / 1e9\n", - "res_hi_costs.min().item(), res_hi_costs.max().item()" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "tags": [] - }, - "source": [ - "## Compare Diaz 2016 reported values to pyCIAM (Scatter Plots)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "tags": [] - }, - "source": [ - "### Global NPV" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#### optimal, total" - ] - }, - { - "cell_type": "code", - "execution_count": 61, - "metadata": {}, - "outputs": [], - "source": [ - "res_global = res.sum(\"seg_adm\").load()\n", - "d16_global = d16a.sum(\"seg\")" - ] - }, - { - "cell_type": "code", - "execution_count": 64, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "pyCIAM min: 5.385841 $Tn ('SLRProjections210628GRIDDEDcore_SROCC_rcp26', 'SSP4', 'IIASA')\n", - "pyCIAM med: 5.91507 $Tn ('SLRProjections190726core_SEJ_full_2p0degree+L', 'SSP2', 'IIASA')\n", - "pyCIAM max: 7.668521 $Tn ('SLRProjections190726core_SEJ_full_rcp85+H', 'SSP5', 'OECD')\n", - "Diaz 2016 min: 1.459305 $Tn rcp26_p50\n", - "Diaz 2016 med: 1.574431 $Tn rcp45_p50\n", - "Diaz 2016 max: 1.810862 $Tn rcp85_p50\n" - ] - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "pc, dc = ds_filt(res_global, d16_global)\n", - "ds_minmax(pc, dc, cconly=True)\n", - "compPlot(ds2df(pc, dc), filename=\"global_npv_total_opt\", ymax=8.5)" - ] - }, - { - "cell_type": "code", - "execution_count": 56, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "pyCIAM K14 NPV min/med/max (no ncc)\n", - "5.3908443072928405\n", - "5.870717492215766\n", - "7.15309212346801\n", - "\n" - ] - } - ], - "source": [ - "df = ds2df(pc, dc)\n", - "\n", - "k14 = [\n", - " \"SLRProjections170113GRIDDEDcore_rcp26\",\n", - " \"SLRProjections170113GRIDDEDcore_rcp45\",\n", - " \"SLRProjections170113GRIDDEDcore_rcp85\",\n", - "]\n", - "\n", - "print(\"pyCIAM K14 NPV min/med/max (no ncc)\")\n", - "print(df[(df.model == \"pyCIAM\") & (df.rcp.isin(k14))].npv.min())\n", - "print(df[(df.model == \"pyCIAM\") & (df.rcp.isin(k14))].npv.median())\n", - "print(df[(df.model == \"pyCIAM\") & (df.rcp.isin(k14))].npv.max())\n", - "print(\"\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#### optimal, CC-only" - ] - }, - { - "cell_type": "code", - "execution_count": 70, - "metadata": {}, - "outputs": [], - "source": [ - "res_cc_global = res_cc.sum(\"seg_adm\").load()\n", - "d16a_cc_global = d16a_cc.sum(\"seg\")" - ] - }, - { - "cell_type": "code", - "execution_count": 71, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "pyCIAM min: 0.679736 $Tn ('SLRProjections210628GRIDDEDcore_SROCC_rcp26', 'SSP3', 'IIASA')\n", - "pyCIAM med: 0.97542 $Tn ('SLRProjections210628GRIDDEDcore_SROCC_rcp85', 'SSP3', 'IIASA')\n", - "pyCIAM max: 2.078961 $Tn ('SLRProjections190726core_SEJ_full_rcp85+H', 'SSP5', 'OECD')\n", - "Diaz 2016 min: 1.140808 $Tn rcp26_p50\n", - "Diaz 2016 med: 1.255934 $Tn rcp45_p50\n", - "Diaz 2016 max: 1.492365 $Tn rcp85_p50\n" - ] - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "pc, dc = ds_filt(res_cc_global, d16a_cc_global, cconly=True)\n", - "ds_minmax(pc, dc)\n", - "compPlot(\n", - " ds2df(pc, dc), filename=\"global_npv_CC_opt\", xmin=0.45, xmax=1.15, ymin=0, ymax=2.5\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#### noAdapt, total" - ] - }, - { - "cell_type": "code", - "execution_count": 72, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "pyCIAM min: 29.226669 $Tn ('SLRProjections210628GRIDDEDcore_SROCC_rcp26', 'SSP4', 'IIASA')\n", - "pyCIAM med: 32.083536 $Tn ('SLRProjections170113GRIDDEDcore_rcp45', 'SSP5', 'IIASA')\n", - "pyCIAM max: 41.036766 $Tn ('SLRProjections190726core_SEJ_full_rcp85+H', 'SSP5', 'OECD')\n", - "Diaz 2016 min: 6.863121 $Tn rcp26_p50\n", - "Diaz 2016 med: 7.751697 $Tn rcp45_p50\n", - "Diaz 2016 max: 9.204644 $Tn rcp85_p50\n" - ] - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "pc, dc = ds_filt(res_global, d16_global, case=\"noAdaptation\")\n", - "ds_minmax(pc, dc)\n", - "compPlot(ds2df(pc, dc), filename=\"global_npv_total_noAdapt\", ymax=45)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#### noAdapt, CC-only" - ] - }, - { - "cell_type": "code", - "execution_count": 73, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "pyCIAM min: 2.664435 $Tn ('SLRProjections210628GRIDDEDcore_SROCC_rcp26', 'SSP4', 'IIASA')\n", - "pyCIAM med: 4.199387 $Tn ('SLRProjections200204GRIDDEDcore_D20_rcp45', 'SSP2', 'OECD')\n", - "pyCIAM max: 11.905142 $Tn ('SLRProjections190726core_SEJ_full_rcp85+H', 'SSP5', 'OECD')\n", - "Diaz 2016 min: 6.072762 $Tn rcp26_p50\n", - "Diaz 2016 med: 6.961338 $Tn rcp45_p50\n", - "Diaz 2016 max: 8.414284 $Tn rcp85_p50\n" - ] - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "pc, dc = ds_filt(res_cc_global, d16a_cc_global, case=\"noAdaptation\", cconly=True)\n", - "ds_minmax(pc, dc)\n", - "compPlot(\n", - " ds2df(pc, dc),\n", - " filename=\"global_npv_CC_noAdapt\",\n", - " xmin=0.45,\n", - " xmax=1.15,\n", - " ymin=0,\n", - " ymax=14,\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "tags": [] - }, - "source": [ - "### Wetland Costs end-of-century" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "tags": [] - }, - "source": [ - "#### optimal, total" - ] - }, - { - "cell_type": "code", - "execution_count": 74, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "pyCIAM min: 22.684512 $Bn ('SLRProjections170113GRIDDEDcore_rcp26', 'SSP4', 'IIASA')\n", - "pyCIAM med: 60.146471 $Bn ('SLRProjections210628GRIDDEDcore_SROCC_rcp26', 'SSP1', 'OECD')\n", - "pyCIAM max: 193.12486 $Bn ('SLRProjections190726core_SEJ_full_rcp85+H', 'SSP5', 'OECD')\n", - "Diaz 2016 min: 26.556726 $Bn rcp26_p50\n", - "Diaz 2016 med: 53.587094 $Bn rcp45_p50\n", - "Diaz 2016 max: 92.605617 $Bn rcp85_p50\n" - ] - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "pc, dc = ds_filt(\n", - " res_global,\n", - " d16_global,\n", - " val=\"costs\",\n", - " costtypes=[\"wetland\"],\n", - " year_min=RESENDYR,\n", - " year_max=RESENDYR,\n", - ")\n", - "ds_minmax(pc, dc, val=\"costs\", div=1e9, units=\"$Bn\")\n", - "compPlot(ds2df(pc, dc), yval=\"costs\", filename=\"wetlands_anncosts_total_opt\", ymax=0.21)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#### optimal, CC-only " - ] - }, - { - "cell_type": "code", - "execution_count": 75, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "pyCIAM min: 8.25077 $Bn ('SLRProjections170113GRIDDEDcore_rcp26', 'SSP4', 'IIASA')\n", - "pyCIAM med: 30.102229 $Bn ('SLRProjections190726core_SEJ_full_rcp85+H', 'SSP3', 'OECD')\n", - "pyCIAM max: 133.617615 $Bn ('SLRProjections190726core_SEJ_full_rcp85+H', 'SSP5', 'OECD')\n", - "Diaz 2016 min: 22.569785 $Bn rcp26_p50\n", - "Diaz 2016 med: 49.600153 $Bn rcp45_p50\n", - "Diaz 2016 max: 88.618675 $Bn rcp85_p50\n" - ] - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "pc, dc = ds_filt(\n", - " res_cc_global,\n", - " d16a_cc_global,\n", - " val=\"costs\",\n", - " costtypes=[\"wetland\"],\n", - " cconly=True,\n", - " year_min=RESENDYR,\n", - " year_max=RESENDYR,\n", - ")\n", - "ds_minmax(pc, dc, val=\"costs\", div=1e9, units=\"$Bn\")\n", - "compPlot(\n", - " ds2df(pc, dc),\n", - " yval=\"costs\",\n", - " filename=\"wetlands_anncosts_CC_opt\",\n", - " xmin=0.45,\n", - " xmax=1.15,\n", - " ymin=0,\n", - " ymax=0.15,\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "tags": [] - }, - "source": [ - "### Global Costs end-of-century" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#### optimal, total" - ] - }, - { - "cell_type": "code", - "execution_count": 76, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "pyCIAM min: 0.195628 $Tn ('SLRProjections170113GRIDDEDcore_rcp26', 'SSP4', 'IIASA')\n", - "pyCIAM med: 0.422968 $Tn ('SLRProjections190726core_SEJ_full_rcp85+H', 'SSP3', 'OECD')\n", - "pyCIAM max: 1.516572 $Tn ('SLRProjections200204GRIDDEDcore_D20_rcp85', 'SSP5', 'OECD')\n", - "Diaz 2016 min: 0.182086 $Tn rcp26_p50\n", - "Diaz 2016 med: 0.238437 $Tn rcp45_p50\n", - "Diaz 2016 max: 0.329423 $Tn rcp85_p50\n" - ] - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "pc, dc = ds_filt(\n", - " res_global, d16_global, val=\"costs\", year_min=RESENDYR, year_max=RESENDYR\n", - ")\n", - "ds_minmax(pc, dc, val=\"costs\")\n", - "compPlot(ds2df(pc, dc), yval=\"costs\", filename=\"global_anncosts_total_opt\", ymax=1.7)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#### optimal, CC-only " - ] - }, - { - "cell_type": "code", - "execution_count": 93, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "pyCIAM min: 0.085268 $Tn ('SLRProjections170113GRIDDEDcore_rcp26', 'SSP4', 'IIASA')\n", - "pyCIAM med: 0.217514 $Tn ('SLRProjections190726core_SEJ_full_2p0degree+L', 'SSP1', 'IIASA')\n", - "pyCIAM max: 1.109962 $Tn ('SLRProjections200204GRIDDEDcore_D20_rcp85', 'SSP5', 'OECD')\n", - "Diaz 2016 min: 0.146109 $Tn rcp26_p50\n", - "Diaz 2016 med: 0.20246 $Tn rcp45_p50\n", - "Diaz 2016 max: 0.293446 $Tn rcp85_p50\n" - ] - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "pc, dc = ds_filt(\n", - " res_cc_global,\n", - " d16a_cc_global,\n", - " val=\"costs\",\n", - " cconly=True,\n", - " year_min=RESENDYR,\n", - " year_max=RESENDYR,\n", - ")\n", - "ds_minmax(pc, dc, val=\"costs\")\n", - "compPlot(\n", - " ds2df(pc, dc),\n", - " yval=\"costs\",\n", - " filename=\"global_anncosts_CC_opt\",\n", - " xmin=0.45,\n", - " xmax=1.15,\n", - " ymin=0,\n", - " ymax=1.2,\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#### optimal, CC-only (simplifed)" - ] - }, - { - "cell_type": "code", - "execution_count": 96, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "pyCIAM min: 0.085268 $Tn ('SLRProjections170113GRIDDEDcore_rcp26', 'SSP4', 'IIASA')\n", - "pyCIAM med: 0.213475 $Tn ('SLRProjections210628GRIDDEDcore_SROCC_rcp85', 'SSP4', 'IIASA')\n", - "pyCIAM max: 0.863267 $Tn ('SLRProjections200204GRIDDEDcore_D20_rcp85', 'SSP5', 'IIASA')\n", - "Diaz 2016 min: 0.146109 $Tn rcp26_p50\n", - "Diaz 2016 med: 0.20246 $Tn rcp45_p50\n", - "Diaz 2016 max: 0.293446 $Tn rcp85_p50\n" - ] - }, - { - "data": { - "image/png": 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- "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "sel_ssps = [\"SSP4\", \"SSP5\"]\n", - "sel_iam = [\"IIASA\"]\n", - "pc_simple = pc.sel(ssp=sel_ssps, iam=sel_iam, drop=False)\n", - "\n", - "ds_minmax(pc_simple, dc, val=\"costs\")\n", - "compPlot(\n", - " ds2df(pc_simple, dc),\n", - " yval=\"costs\",\n", - " filename=\"global_anncosts_CC_opt_simplified\",\n", - " xmin=0.45,\n", - " xmax=1.15,\n", - " ymin=0,\n", - " ymax=1.2,\n", - " ssps=sel_ssps,\n", - " iams=sel_iam,\n", - " cvals=[\"coral\", \"dodgerblue\"],\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#### (pyCIAM K14) optimal, total range" - ] - }, - { - "cell_type": "code", - "execution_count": 97, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "pyCIAM K14 NPV min/med/max (no ncc)\n", - "0.08526759594678879\n", - "0.18428751826286316\n", - "0.5869511365890503\n", - "\n" - ] - } - ], - "source": [ - "df = ds2df(pc, dc)\n", - "\n", - "print(\"pyCIAM K14 NPV min/med/max (no ncc)\")\n", - "print(df[(df.model == \"pyCIAM\") & (df.rcp.isin(k14))].costs.min())\n", - "print(df[(df.model == \"pyCIAM\") & (df.rcp.isin(k14))].costs.median())\n", - "print(df[(df.model == \"pyCIAM\") & (df.rcp.isin(k14))].costs.max())\n", - "print(\"\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#### noAdapt, total" - ] - }, - { - "cell_type": "code", - "execution_count": 98, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "pyCIAM min: 2.068917 $Tn ('SLRProjections210628GRIDDEDcore_SROCC_rcp26', 'SSP4', 'IIASA')\n", - "pyCIAM med: 3.870282 $Tn ('SLRProjections200204GRIDDEDcore_D20_rcp45', 'SSP2', 'OECD')\n", - "pyCIAM max: 12.543641 $Tn ('SLRProjections190726core_SEJ_full_rcp85+H', 'SSP5', 'OECD')\n", - "Diaz 2016 min: 1.705881 $Tn rcp26_p50\n", - "Diaz 2016 med: 2.164304 $Tn rcp45_p50\n", - "Diaz 2016 max: 2.62945 $Tn rcp85_p50\n" - ] - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "pc, dc = ds_filt(\n", - " res_global,\n", - " d16_global,\n", - " case=\"noAdaptation\",\n", - " val=\"costs\",\n", - " year_min=RESENDYR,\n", - " year_max=RESENDYR,\n", - ")\n", - "ds_minmax(pc, dc, val=\"costs\")\n", - "compPlot(ds2df(pc, dc), yval=\"costs\", filename=\"global_anncosts_total_noAdapt\", ymax=15)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#### noAdapt, CC-only" - ] - }, - { - "cell_type": "code", - "execution_count": 99, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "pyCIAM min: 1.574253 $Tn ('SLRProjections210628GRIDDEDcore_SROCC_rcp26', 'SSP1', 'OECD')\n", - "pyCIAM med: 3.309565 $Tn ('SLRProjections170113GRIDDEDcore_rcp45', 'SSP3', 'IIASA')\n", - "pyCIAM max: 12.026833 $Tn ('SLRProjections190726core_SEJ_full_rcp85+H', 'SSP3', 'IIASA')\n", - "Diaz 2016 min: 1.577916 $Tn rcp26_p50\n", - "Diaz 2016 med: 2.036339 $Tn rcp45_p50\n", - "Diaz 2016 max: 2.501486 $Tn rcp85_p50\n" - ] - }, - { - "data": { - "image/png": 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" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "pc, dc = ds_filt(\n", - " res_cc_global,\n", - " d16a_cc_global,\n", - " case=\"noAdaptation\",\n", - " val=\"costs\",\n", - " cconly=True,\n", - " year_min=RESENDYR,\n", - " year_max=RESENDYR,\n", - ")\n", - "ds_minmax(pc, dc, val=\"costs\")\n", - "compPlot(\n", - " ds2df(pc, dc),\n", - " yval=\"costs\",\n", - " filename=\"global_anncosts_CC_noAdapt\",\n", - " xmin=0.45,\n", - " xmax=1.15,\n", - " ymin=0,\n", - " ymax=15,\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#### noAdapt, CC-only (simplified)" - ] - }, - { - "cell_type": "code", - "execution_count": 102, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "pyCIAM min: 1.830392 $Tn ('SLRProjections210628GRIDDEDcore_SROCC_rcp26', 'SSP4', 'IIASA')\n", - "pyCIAM med: 3.30042 $Tn ('SLRProjections200204GRIDDEDcore_D20_rcp45', 'SSP5', 'IIASA')\n", - "pyCIAM max: 11.120364 $Tn ('SLRProjections190726core_SEJ_full_rcp85+H', 'SSP5', 'IIASA')\n", - "Diaz 2016 min: 1.577916 $Tn rcp26_p50\n", - "Diaz 2016 med: 2.036339 $Tn rcp45_p50\n", - "Diaz 2016 max: 2.501486 $Tn rcp85_p50\n" - ] - }, - { - "data": { - "image/png": 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- "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "pc_simple = pc.sel(ssp=sel_ssps, iam=sel_iam, drop=False)\n", - "\n", - "ds_minmax(pc_simple, dc, val=\"costs\")\n", - "compPlot(\n", - " ds2df(pc_simple, dc),\n", - " yval=\"costs\",\n", - " filename=\"global_anncosts_CC_noAdapt_simplified\",\n", - " xmin=0.45,\n", - " xmax=1.15,\n", - " ymin=0,\n", - " ymax=15,\n", - " ssps=sel_ssps,\n", - " iams=sel_iam,\n", - " cvals=[\"coral\", \"dodgerblue\"],\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Optimal Retreat Strategy" - ] - }, - { - "cell_type": "code", - "execution_count": 103, - "metadata": {}, - "outputs": [], - "source": [ - "MAXELEV = (\n", - " 15 # max elev in Diaz, and max to consider in % pop and length comparisons w pyCIAM\n", - ")\n", - "pyCIAM_elevs = [e for e in inputs.elev.values if e <= MAXELEV]\n", - "# Get seg (Diaz) population and coastline length totals\n", - "seg_pop = (\n", - " (d16inputs.pop_2000.sum(\"elev\") * d16inputs.pop_scale.sel(year=POPWTYR))\n", - " .rename(\"pop\")\n", - " .to_dataset()\n", - ")\n", - "\n", - "seg_len = d16inputs.length.to_dataset()\n", - "\n", - "# Get seg_adm (pyCIAM) population and coastline length totals\n", - "a = (\n", - " inputs.sel(elev=pyCIAM_elevs)\n", - " .pop_2019.sum(\"elev\")\n", - " .to_dataframe()\n", - " .reset_index()\n", - " .rename(columns={\"seg_country\": \"country\"})\n", - ")\n", - "b = inputs.pop_scale.sel(year=POPWTYR).to_dataframe().reset_index()\n", - "c = a.merge(b)\n", - "c[\"pop\"] = c.pop_2019 * c.pop_scale\n", - "seg_adm_pop = c.set_index([\"seg_adm\", \"ssp\", \"iam\"])[\"pop\"].to_xarray()\n", - "seg_adm_len = inputs.length.to_dataset()" - ] - }, - { - "cell_type": "code", - "execution_count": 104, - "metadata": {}, - "outputs": [], - "source": [ - "# Get dataframes of optimal strategy by scenario for Diaz config\n", - "dc = (\n", - " d16a.sel(rcp_pt=DIAZSCENS)\n", - " .optimal_case.to_dataset()\n", - " .merge(seg_pop)\n", - " .merge(seg_len)[[\"optimal_case\", \"pop\", \"length\"]]\n", - " .persist()\n", - ")\n", - "\n", - "dtpop = dc[\"pop\"].sum(\"seg\").values\n", - "dtlen = dc.length.sum().values\n", - "\n", - "dcdf = (\n", - " dc.to_dataframe()\n", - " .set_index(\"optimal_case\", append=True)\n", - " .groupby([\"optimal_case\", \"rcp_pt\"])\n", - " .sum()\n", - " .drop(columns=\"year\")\n", - " .reset_index()\n", - ")\n", - "\n", - "# Get dataframes of optimal strategy by scenario for pyCIAM\n", - "pc = (\n", - " res.optimal_case.to_dataset()\n", - " .merge(seg_adm_pop)\n", - " .merge(seg_adm_len)[[\"optimal_case\", \"pop\", \"length\"]]\n", - " .persist()\n", - ")\n", - "\n", - "ptpop = (\n", - " pc[\"pop\"]\n", - " .sum(\"seg_adm\")\n", - " .to_dataframe()\n", - " .reset_index()\n", - " .rename(columns={\"pop\": \"tpop\"})\n", - ")\n", - "ptlen = pc.length.sum().values\n", - "\n", - "pcdf = (\n", - " pc.to_dataframe()\n", - " .set_index(\"optimal_case\", append=True)\n", - " .groupby([\"optimal_case\", \"scenario\", \"ssp\", \"iam\"])\n", - " .sum()\n", - " .reset_index()\n", - ")\n", - "\n", - "# Add columns to Diaz16 df for concat with pyCIAM df\n", - "dcdf[\"rcp\"] = [v.split(\"_\")[0] for v in dcdf.rcp_pt]\n", - "dcdf.loc[dcdf.rcp == \"rcp0\", \"rcp\"] = \"ncc\"\n", - "dcdf = dcdf.drop(columns=\"rcp_pt\")\n", - "\n", - "dcdf[\"ssp\"] = np.nan\n", - "dcdf[\"iam\"] = np.nan\n", - "dcdf[\"model\"] = \"diaz\"\n", - "dcdf[\"tpop\"] = dtpop\n", - "dcdf[\"tlen\"] = dtlen\n", - "\n", - "# Add columns to pyCIAM df for concat with Diaz16 df\n", - "pcdf = pcdf.rename(columns={\"scenario\": \"rcp\"})\n", - "pcdf[\"model\"] = \"pyCIAM\"\n", - "pcdf = pcdf.merge(ptpop, \"left\", [\"ssp\", \"iam\"])\n", - "pcdf[\"tlen\"] = ptlen" - ] - }, - { - "cell_type": "code", - "execution_count": 105, - "metadata": {}, - "outputs": [], - "source": [ - "# Join pyCIAM and Diaz16 optimal retreat strategy dataframes\n", - "odf = pd.concat([dcdf, pcdf])\n", - "\n", - "odf[\"pct_pop\"] = (odf[\"pop\"] / odf.tpop) * 100\n", - "odf[\"pct_len\"] = (odf[\"length\"] / odf.tlen) * 100\n", - "\n", - "odf.loc[odf.ssp.isnull(), \"ssp\"] = \"diaz\"\n", - "odf.loc[odf.iam.isnull(), \"iam\"] = \"diaz\"\n", - "\n", - "odf[\"action\"] = np.nan\n", - "odf.loc[odf.optimal_case == 0, \"action\"] = \"noAdapt\"\n", - "\n", - "odf.loc[odf.optimal_case.isin([1, 2, 3, 4]), \"action\"] = \"protect\"\n", - "odf.loc[odf.optimal_case.isin([5, 6, 7, 8, 9]), \"action\"] = \"retreat\"\n", - "\n", - "# Separate optimal df by noAdapt, protect, retreat for plotting\n", - "noadapt = odf[odf.action == \"noAdapt\"].merge(gmsl)\n", - "\n", - "protect = (\n", - " odf[odf.action == \"protect\"]\n", - " .groupby([\"rcp\", \"ssp\", \"iam\", \"model\"])\n", - " .sum()\n", - " .reset_index()\n", - ").merge(gmsl)\n", - "\n", - "retreat = (\n", - " odf[odf.action == \"retreat\"]\n", - " .groupby([\"rcp\", \"ssp\", \"iam\", \"model\"])\n", - " .sum()\n", - " .reset_index()\n", - ").merge(gmsl)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#### % Population" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "##### Protect" - ] - }, - { - "cell_type": "code", - "execution_count": 106, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "compPlot(\n", - " noadapt,\n", - " \"pct_len\",\n", - " filename=\"optcase_noAdapt_len\",\n", - " xmin=0.45,\n", - " xmax=1.15,\n", - " ymin=-5,\n", - " ymax=100,\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Prepare Data for Plotting" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Compute Median Costs in 2100" - ] - }, - { - "cell_type": "code", - "execution_count": 119, - "metadata": {}, - "outputs": [], - "source": [ - "res = res.sel(\n", - " ssp=ssp,\n", - " iam=iam,\n", - " scenario=[\"ncc\", scen],\n", - " case=[\"noAdaptation\", \"optimalfixed\"],\n", - " drop=True,\n", - ").load()" - ] - }, - { - "cell_type": "code", - "execution_count": 112, - "metadata": {}, - "outputs": [], - "source": [ - "# If results represent median, add \"scen_mc\" dimension to be compatible with multi lslr draw structure\n", - "if MEDRESULTS:\n", - " res = res.sel(ssp=ssp, iam=iam, scenario=[\"ncc\", scen], drop=True)\n", - " med_scen_mc_ncc = 0\n", - " med_scen_mc = 1\n", - "\n", - " res = res.rename({\"scenario\": \"scen_mc\"})\n", - " res[\"scen_mc\"] = [0, 1]\n", - "\n", - " res = res.sel(case=[\"noAdaptation\", \"optimalfixed\"]).rename({\"case\": \"adapt_type\"})\n", - " res[\"adapt_type\"] = [\"noAdapt\", \"optimal\"]\n", - "\n", - " res = res.load()" - ] - }, - { - "cell_type": "code", - "execution_count": 176, - "metadata": {}, - "outputs": [], - "source": [ - "# Create pyCIAM costs dataframe to join to adm1 and country shapefiles for global maps\n", - "cost_df = pd.DataFrame(index=res.seg_adm.values)\n", - "cost_df.index.name = \"seg_adm\"\n", - "for at in [\"optimalfixed\", \"noAdaptation\"]:\n", - " for msmc, suffix in [(scen, \"\"), (\"ncc\", \"_ncc\")]:\n", - " csfx = \"costs_2100_med_\" + at + suffix # join column name suffix\n", - "\n", - " # Total Median 2100 Costs\n", - " cmed = (\n", - " res.costs.sel(scenario=msmc, year=RESENDYR, case=at, drop=True)\n", - " .sum(\"costtype\")\n", - " .to_dataframe()\n", - " .rename(columns={\"costs\": csfx})\n", - " )\n", - " cost_df = cost_df.join(cmed)\n", - "\n", - " # Individual cost types\n", - " for c in COSTTYPES:\n", - " ctmed = (\n", - " res.costs.sel(\n", - " scenario=msmc, year=RESENDYR, costtype=c, case=at, drop=True\n", - " )\n", - " .to_dataframe()[\"costs\"]\n", - " .rename(c + \"_\" + csfx)\n", - " )\n", - " cost_df = cost_df.join(ctmed)\n", - "\n", - " # Save CC and no CC diff\n", - " cost_df[\"costs_2100_med_\" + at + \"_diff\"] = (\n", - " cost_df[\"costs_2100_med_\" + at] - cost_df[\"costs_2100_med_\" + at + \"_ncc\"]\n", - " )\n", - "\n", - " for c in COSTTYPES:\n", - " cost_df[c + \"_\" + \"costs_2100_med_\" + at + \"_diff\"] = (\n", - " cost_df[c + \"_\" + \"costs_2100_med_\" + at]\n", - " - cost_df[c + \"_\" + \"costs_2100_med_\" + at + \"_ncc\"]\n", - " )\n", - "\n", - "# Join seg_adm population\n", - "cost_df = cost_df.join(seg_adm_pop.sel(ssp=ssp, iam=iam, drop=True).to_dataframe())\n", - "\n", - "# Join seg_adm gdp (ypcc * pop)\n", - "a = (\n", - " inputs.seg_country.to_dataframe()[\"seg_country\"]\n", - " .iloc[:, 0:1]\n", - " .rename(columns={\"seg_country\": \"country\"})\n", - " .reset_index()\n", - ")\n", - "b = (\n", - " inputs.ypcc.sel(ssp=ssp, iam=iam, year=RESENDYR, drop=True)\n", - " .to_dataframe()\n", - " .reset_index()\n", - ")\n", - "seg_adm_ypcc = a.merge(b, \"left\", \"country\").set_index(\"seg_adm\")\n", - "cost_df = cost_df.join(seg_adm_ypcc)\n", - "cost_df[\"gdp\"] = cost_df[\"pop\"] * cost_df[\"ypcc\"]" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Create Scaled Variables for Plotting" - ] - }, - { - "cell_type": "code", - "execution_count": 177, - "metadata": {}, - "outputs": [], - "source": [ - "# Calculate various possible variables for plotting (log transformed, % of population, % of GDP etc.)\n", - "# Not all are used in plots below\n", - "sers = []\n", - "with warnings.catch_warnings():\n", - " warnings.filterwarnings(\"ignore\", category=RuntimeWarning)\n", - " for cc in [\"\", \"ncc\", \"diff\"]:\n", - " for at in [\"optimalfixed\", \"noAdaptation\"]:\n", - " # log total costs (log-$USD)\n", - " cost_df[\"_\".join([\"costs_2100_med_log\", at, cc]).strip(\"_\")] = fillinf(\n", - " np.log(cost_df[\"_\".join([\"costs_2100_med\", at, cc]).strip(\"_\")])\n", - " )\n", - "\n", - " # per capita median costs in 2100 (and log)\n", - " cost_df[\"_\".join([\"costs_percap\", at, cc]).strip(\"_\")] = fillnan(\n", - " cost_df[\"_\".join([\"costs_2100_med\", at, cc]).strip(\"_\")]\n", - " / cost_df[\"pop\"]\n", - " ) # annual $USD/person\n", - " cost_df[\"_\".join([\"costs_percap_log\", at, cc]).strip(\"_\")] = fillinf(\n", - " np.log(cost_df[\"_\".join([\"costs_percap\", at, cc]).strip(\"_\")])\n", - " )\n", - "\n", - " # % GDP median costs in 2100\n", - " cost_df[\"_\".join([\"costs_pctgdp\", at, cc]).strip(\"_\")] = fillnan(\n", - " 100\n", - " * cost_df[\"_\".join([\"costs_2100_med\", at, cc]).strip(\"_\")]\n", - " / cost_df.gdp\n", - " ) # annual $USD/person\n", - " cost_df[\"_\".join([\"costs_pctgdp_log\", at, cc]).strip(\"_\")] = fillinf(\n", - " np.log(cost_df[\"_\".join([\"costs_pctgdp\", at, cc]).strip(\"_\")])\n", - " )\n", - "\n", - " # by indivdual costtype\n", - " for c in COSTTYPES:\n", - " sers.append(\n", - " (\n", - " \"_\".join([c, \"costs_percap\", at, cc]).strip(\"_\"),\n", - " fillnan(\n", - " cost_df[\"_\".join([c, \"costs_2100_med\", at, cc]).strip(\"_\")]\n", - " / cost_df[\"pop\"]\n", - " ),\n", - " )\n", - " )\n", - "\n", - " pctgdp = fillnan(\n", - " 100\n", - " * cost_df[\"_\".join([c, \"costs_2100_med\", at, cc]).strip(\"_\")]\n", - " / cost_df.gdp\n", - " )\n", - " sers.append((\"_\".join([c, \"costs_pctgdp\", at, cc]).strip(\"_\"), pctgdp))\n", - " sers.append(\n", - " (\n", - " \"_\".join([c, \"costs_pctgdp_log\", at, cc]).strip(\"_\"),\n", - " fillinf(np.log(pctgdp)),\n", - " )\n", - " )\n", - "\n", - " cost_df = cost_df.join(pd.DataFrame.from_dict(dict(sers)))\n", - "\n", - " # Adaptation Benefits (optimal compared to noAdapt)\n", - " cost_df[\"costs_2100_med_benAdaptation\"] = (\n", - " cost_df.costs_2100_med_noAdaptation - cost_df.costs_2100_med_optimalfixed\n", - " )\n", - " cost_df[\"costs_2100_med_log_benAdaptation\"] = fillinf(\n", - " np.log(cost_df.costs_2100_med_benAdaptation)\n", - " )" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Import SHPs for Maps, Join Results" - ] - }, - { - "cell_type": "code", - "execution_count": 230, - "metadata": {}, - "outputs": [], - "source": [ - "# ADM1\n", - "adm1 = (\n", - " gpd.read_file(PATH_GADM_1)\n", - " .rename(columns={\"GID_1\": \"adm1\", \"GID_0\": \"country\"})\n", - " .set_index(\"adm1\")[[\"country\", \"NAME_0\", \"geometry\"]]\n", - ")\n", - "\n", - "# Country\n", - "ctys = (\n", - " gpd.read_file(PATH_GADM_0).rename(columns={\"GID_0\": \"country\"}).set_index(\"country\")\n", - ")\n", - "\n", - "# Add single adm1 countries (e.g. Aruba) to adm1 file\n", - "cost_df[\"adm1\"] = [i.split(\"adm1_\")[1] for i in cost_df.index.values]\n", - "adm1_ctys = [i for i in list(set(cost_df.adm1)) if i in list(ctys.index.values)]\n", - "adm1_ctys = ctys.loc[adm1_ctys].reset_index()\n", - "adm1_ctys[\"adm1\"] = adm1_ctys.country\n", - "adm1_ctys = adm1_ctys.set_index(\"adm1\")\n", - "adm1 = adm1.append(adm1_ctys)\n", - "\n", - "# Join costs to adm1 and country SHPs\n", - "adm1 = adm1.join(cost_df.groupby(\"adm1\").sum())\n", - "ctys = ctys.join(cost_df.groupby(\"country\").sum())\n", - "\n", - "# Import borders and coastlines SHPs\n", - "borders = gpd.read_file(PATH_BORDERS)\n", - "clines = gpd.read_file(PATH_COASTLINES).set_crs(epsg=4326)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "tags": [] - }, - "source": [ - "### Plotting Functions" - ] - }, - { - "cell_type": "code", - "execution_count": 231, - "metadata": {}, - "outputs": [], - "source": [ - "# CIL Color Map (Reds)\n", - "colors = [\n", - " \"#fff3d7\",\n", - " \"#fbc885\",\n", - " \"#f39b65\",\n", - " \"#ea744b\",\n", - " \"#e45d3d\",\n", - " \"#db4231\",\n", - " \"#d51d26\",\n", - "]\n", - "cil_cmap = LinearSegmentedColormap.from_list(\"mycm\", colors, N=100)\n", - "\n", - "\n", - "def costs_pt_plot(\n", - " ptshp,\n", - " bbox,\n", - " val_col=\"costs_percap\",\n", - " title_main=\"Median Per Capita Total Damages in 2099 [$USD 2019]\",\n", - " title_sub=f\"\\n({ssp}, RCP8.5)\",\n", - " vmin=0,\n", - " vmax=300,\n", - " cm=cil_cmap,\n", - " symlog=True,\n", - " linthresh=1,\n", - " linscale=1,\n", - " plotneg=False,\n", - " negcmap=\"Reds_r\",\n", - " neg_vmin=-1,\n", - " neg_vmax=0,\n", - "):\n", - "\n", - " fig, ax = plt.subplots(1, 1, frameon=False)\n", - " fig.set_figheight(20)\n", - " fig.set_figwidth(40)\n", - " title_name = title_main\n", - " title_name += title_sub\n", - " ax.set_title(\n", - " title_name,\n", - " fontsize=18,\n", - " loc=\"left\",\n", - " fontweight=\"bold\",\n", - " )\n", - " ax.set_xticks([])\n", - " ax.set_yticks([])\n", - " ax.axis(\"off\")\n", - "\n", - " # International Borders\n", - " borders.to_crs(\"ESRI:54030\").plot(\n", - " ax=ax, facecolor=\"none\", edgecolor=\"#808080\", linewidth=1, alpha=0.5, zorder=5\n", - " )\n", - "\n", - " # Coastlines\n", - " clines.to_crs(\"ESRI:54030\").plot(\n", - " ax=ax, edgecolor=\"#808080\", linewidth=1, alpha=0.5, zorder=0\n", - " )\n", - "\n", - " if symlog:\n", - " ptshp.sort_values(val_col).cx[\n", - " bbox[\"xmin\"] : bbox[\"xmax\"], bbox[\"ymin\"] : bbox[\"ymax\"]\n", - " ].to_crs(\"ESRI:54030\").plot(\n", - " column=val_col,\n", - " ax=ax,\n", - " legend=True,\n", - " cmap=cm,\n", - " norm=mcols.SymLogNorm(linthresh, linscale=linscale, vmin=vmin, vmax=vmax),\n", - " markersize=120,\n", - " edgecolor=\"#808080\",\n", - " linewidth=0,\n", - " alpha=0.8,\n", - " zorder=10,\n", - " )\n", - " else:\n", - " ptshp.sort_values(val_col).cx[\n", - " bbox[\"xmin\"] : bbox[\"xmax\"], bbox[\"ymin\"] : bbox[\"ymax\"]\n", - " ].to_crs(\"ESRI:54030\").plot(\n", - " column=val_col,\n", - " ax=ax,\n", - " legend=True,\n", - " cmap=cm,\n", - " vmin=vmin,\n", - " vmax=vmax,\n", - " markersize=120,\n", - " edgecolor=\"#808080\",\n", - " linewidth=0,\n", - " alpha=0.8,\n", - " zorder=10,\n", - " )\n", - "\n", - " if plotneg:\n", - " ptshp[ptshp[val_col] < 0].sort_values(val_col).cx[\n", - " bbox[\"xmin\"] : bbox[\"xmax\"], bbox[\"ymin\"] : bbox[\"ymax\"]\n", - " ].to_crs(\"ESRI:54030\").plot(\n", - " column=val_col,\n", - " ax=ax,\n", - " legend=True,\n", - " cmap=negcmap,\n", - " vmin=neg_vmin,\n", - " vmax=neg_vmax,\n", - " markersize=120,\n", - " edgecolor=\"#808080\",\n", - " linewidth=0,\n", - " alpha=0.8,\n", - " zorder=11,\n", - " )\n", - "\n", - " fig.show()\n", - "\n", - "\n", - "# Plot Polygons (e.g. IR polys, ADM1 polys etc.)\n", - "def costs_poly_plot(\n", - " polyshp,\n", - " bbox,\n", - " val_col=\"costs_percap\",\n", - " title_main=\"Median Damages in 2100 [log % National GDP]\",\n", - " title_sub=f\"\\n({ssp}, RCP8.5)\",\n", - " filename=\"mymap\",\n", - " vmin=0,\n", - " vmax=1,\n", - " cm=cil_cmap,\n", - " symlog=True,\n", - " linthresh=1,\n", - " linscale=1,\n", - "):\n", - " \"\"\"creates map of results values for given scenario for geographic boundaries (e.g. national, ADM1)\n", - "\n", - " ----------\n", - " polyshp : gdp.GeoDataFrame\n", - " gdf with joined results variables of polygons to plot (e.g. national or ADM1 boundaries)\n", - " bbox : dict\n", - " lat/lon bounding box for plotting (e.g. {\"xmin\": -180, \"xmax\": 180, \"ymin\": -90, \"ymax\": 90})\n", - " val_col : str\n", - " name of variable to plot\n", - " title_main : str\n", - " map title to display\n", - " title_sub : str\n", - " map subtitle to display\n", - " filename : str\n", - " name of saved map file .png\n", - " vmin, vmax : int or float\n", - " range of color scale variable (z values) on map\n", - " cm : int\n", - " color map for plot\n", - " symlog : True/False\n", - " enable symmetric log for color scale?\n", - " linthresh : int or float\n", - " The range within which the plot is linear\n", - " linscale : int or float\n", - " This allows the linear range to be stretched relative to the logarithmic range.\n", - "\n", - " \"\"\"\n", - " fig, ax = plt.subplots(1, 1, frameon=False)\n", - " fig.set_figheight(20)\n", - " fig.set_figwidth(40)\n", - " title_name = title_main\n", - " title_name += title_sub\n", - " ax.set_title(\n", - " title_name,\n", - " fontsize=18,\n", - " loc=\"left\",\n", - " fontweight=\"bold\",\n", - " )\n", - " ax.set_xticks([])\n", - " ax.set_yticks([])\n", - " ax.axis(\"off\")\n", - "\n", - " if symlog:\n", - " polyshp.cx[bbox[\"xmin\"] : bbox[\"xmax\"], bbox[\"ymin\"] : bbox[\"ymax\"]].to_crs(\n", - " \"ESRI:54030\"\n", - " ).plot(\n", - " column=val_col,\n", - " ax=ax,\n", - " legend=True,\n", - " cmap=cm,\n", - " norm=mcols.SymLogNorm(linthresh, linscale=linscale, vmin=vmin, vmax=vmax),\n", - " vmin=vmin,\n", - " vmax=vmax,\n", - " edgecolor=\"#ffffff\",\n", - " linewidth=0.1,\n", - " zorder=10,\n", - " )\n", - " else:\n", - " polyshp.cx[bbox[\"xmin\"] : bbox[\"xmax\"], bbox[\"ymin\"] : bbox[\"ymax\"]].to_crs(\n", - " \"ESRI:54030\"\n", - " ).plot(\n", - " column=val_col,\n", - " ax=ax,\n", - " legend=True,\n", - " cmap=cm,\n", - " vmin=vmin,\n", - " vmax=vmax,\n", - " edgecolor=\"#ffffff\",\n", - " linewidth=0.1,\n", - " zorder=10,\n", - " )\n", - "\n", - " plt.savefig(DIR_FIGS / str(filename + \".png\"))" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Define which variables to save & Apply Manual Region Removals for Plots (country and ADM1)" - ] - }, - { - "cell_type": "code", - "execution_count": 200, - "metadata": {}, - "outputs": [], - "source": [ - "# ADM1\n", - "# Replace 0s with NaN for no cost adm1 regions\n", - "adm1 = adm1[\n", - " [\n", - " \"country\",\n", - " \"costs_2100_med_optimalfixed_diff\",\n", - " \"costs_2100_med_benAdaptation\",\n", - " \"geometry\",\n", - " ]\n", - "]\n", - "adm1.columns = [\"country\", \"costs\", \"benAdapt\", \"geometry\"]\n", - "\n", - "# Manual removals of adm1 for maps\n", - "adm1_rem = [\n", - " \"USA.46\",\n", - " \"USA.18\",\n", - " \"MEX.24\",\n", - " \"GTM.12\",\n", - " \"HND.18\",\n", - " \"CRI.1\",\n", - " \"PAN.6\",\n", - " \"COL.11\",\n", - " \"VEN.20\",\n", - " \"BRA.23\",\n", - " \"BRA.4\",\n", - " \"PRY.4\",\n", - " \"ARG.9\",\n", - " \"ARG.7\",\n", - " \"VEN.6\",\n", - " \"PER.7\",\n", - " \"CHN.1\",\n", - " \"CHN.11\",\n", - " \"CHN.12\",\n", - " \"CHN.13\",\n", - " \"CHN.14\",\n", - " \"CHN.16\",\n", - " \"CHN.17\",\n", - " \"IND.4\",\n", - " \"SEN.9\",\n", - " \"SEN.7\",\n", - " \"MRT.3\",\n", - " \"ITA.10\",\n", - " \"POL.1\",\n", - " \"POL.4\",\n", - " \"FRA.11\",\n", - " \"SWE.17\",\n", - " \"SWE.2\",\n", - " \"RUS.5\",\n", - " \"RUS.10\",\n", - " \"RUS.18\",\n", - " \"RUS.15\",\n", - " \"RUS.22\",\n", - " \"RUS.54\",\n", - " \"RUS.42\",\n", - " \"RUS.9\",\n", - " \"RUS.12\",\n", - " \"RUS.30\",\n", - " \"RUS.36\",\n", - " \"RUS.32\",\n", - " \"RUS.33\",\n", - " \"RUS.71\",\n", - " \"RUS.62\",\n", - " \"RUS.63\",\n", - " \"RUS.65\",\n", - " \"RUS.69\",\n", - " \"RUS.77\",\n", - " \"RUS.79\",\n", - " \"RUS.40\",\n", - " \"RUS.8\",\n", - " \"KAZ.2\",\n", - " \"KAZ.3\",\n", - " \"KAZ.4\",\n", - " \"KAZ.6\",\n", - " \"KAZ.8\",\n", - " \"KAZ.10\",\n", - " \"KAZ.11\",\n", - " \"KAZ.13\",\n", - " \"UKR.18\",\n", - " \"UKR.13\",\n", - " \"BLR.1\",\n", - " \"AZE.1\",\n", - " \"AZE.2\",\n", - " \"AZE.3\",\n", - " \"AZE.6\",\n", - " \"AZE.8\",\n", - " \"UZB.5\",\n", - " \"UZB.9\",\n", - " \"TKM.3\",\n", - " \"TKM.6\",\n", - " \"IRN.2\",\n", - " \"IRN.8\",\n", - " \"IRN.9\",\n", - " \"IRN.20\",\n", - "]\n", - "adm1_rem = [i + \"_1\" for i in adm1_rem]\n", - "adm1.loc[adm1_rem, [\"costs\", \"benAdaptation\"]] = np.nan # set to NaN\n", - "\n", - "# Countrys\n", - "ctys = ctys[\n", - " [\n", - " \"NAME_0\",\n", - " \"costs_2100_med_optimalfixed_diff\",\n", - " \"costs_2100_med_benAdaptation\",\n", - " \"geometry\",\n", - " ]\n", - "]\n", - "ctys.columns = [\"name\", \"costs\", \"benAdaptation\", \"geometry\"]\n", - "\n", - "# Manual Removals\n", - "ctys.loc[[\"PRY\", \"KAZ\", \"SRB\", \"LAO\"], [\"costs\", \"benAdaptation\"]] = np.nan\n", - "\n", - "# Define global bounding box\n", - "bb = {\"xmin\": -180, \"xmax\": 180, \"ymin\": -90, \"ymax\": 90}" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Generate Plots" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Country Plots" - ] - }, - { - "cell_type": "code", - "execution_count": 201, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "# Total Costs in 2100 (USD)\n", - "costs_poly_plot(\n", - " ctys,\n", - " bb,\n", - " \"costs\",\n", - " filename=\"map_country_global_costs_CC_opt\",\n", - " title_main=\"Median Total Damages in 2100 [$USD], CC minus no CC, Optimal Adaptation\",\n", - " vmin=1e8,\n", - " vmax=1e11,\n", - ")" - ] - }, - { - "cell_type": "code", - "execution_count": 202, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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znYGC3UtLy6KesUNvKEfl7ZLaQwvDnkr3xlpcO3N5acX/LS0t/4wkH6mNdFaisaHAwji0MNeSb31Ai+9DowdaDo4dODO0cKlJYSnXcvua1rVbByr9J+eD/MGxaOyRtah2+f6xPa2jtZEVq1vW3rCouPiDTbnS6PHfEg99o7WR0/srfR+5t/+u06tR5WAhaBqI49iDwFTINSlUMLKitHJb3ovt+yp7HtM9drA8Fo+uizxy99hqXrt/XsWgONiab/tZISyuGq4O5ZrDVo9U+20uyN2wrLTiuxvaN905j6sKAAAAPGgRMD++CJgDAACcQA6OHthwb//dL4882n32onP/Ox/kOwILompUtY5iZ0/32KG2SlS58pbuG1/g8mZJ+cCCQilsLvRVek86MLr//kB2e76jtqy0fOuBsf0bBir9Mw74NoVNI4uKi/ed2nnGljt7b7vm5Lb1nf3lvuXDteF9kdcu2Tuy5zHTTd9e6KheuuxR/xN57dTecm9tpDa8qK/cm8+HheKe4V2r6v2dz0Z7oaPSHDb3BhaG69rWF9a0ru05MLrvY3f23r6ilGtur8aVHcWw2L+qec3e1S1rvtFWaB+Y9UIyorj2+5HX/i5WvPJo5oMTU6Bgs8vLkgqS9kvaLdnenOW+IlMo1x/Five5+21m1uoeL5HZUKDgs7kgv2Oei/+gFcXR4yS9P/ZodaSoYLIdgcIlkaq7lASzR03BLZLKJr0slg9K/t2cFb4Wee0LaX/yWQfyVnh/zaPeQMEyt/gGU3CG5BsltQUK9st0qbtXXB7EHm9yxStmUlaT7Zd0tym41cy+H1rup4EFfXO5PfDQNFgeeMaBsX2rh2tD1pxruWdpafkNHYXOE7GFvB0c2f+y0Wj0jPZCx4YdQ1sHu8cOljsLi2xl8+obmnOtz981vP2MfaO72/orfUuOZAEtYWv5gqUPuzG03JsWNS3+zVyvAAAAAPBQll/V6p1/cN58F+OYOPTOXxAwBwAAeCgZrAwW+yu9b+ir9G07OLpfo7Wxzshr7R2FzqGu4qKbz1l83m90mNS9U+kt9xaKQaG1Od/Skx2+c2j7VaO10Xfc0Xu7WnIt+5Y0Lan2Vno3yP3m5c0rm5Y0La31lLubu4qLTg4UFHorvbX7+u9piT1q2j+6b9rW3ucvuWigFJbs+oO/bq3GVctZzte2nry7u9y94uxF534j9vhvdg3v/MLOoe1nHck61ZkCrWheMepSz8b2U8qBBXff239Pe2hh09rWtYd2DG2/eywaazt/8UUbB6r9Pz84eqBvbevJ7cWw6dejtREtaVr62yWlpduPpgxZsce5yGuXufwx7vHTXX62pNJczR8nDlOwX9LXAwt+4e5tkm9yaa3knZKGJdsVWLDPFPw0F+R+rCP8/eKBojhaEnn01Vi1yyTbLnm7kt9ZXkkWhy2SNktaJqn+VKAi6dum8AZX/NeSZ7Nb7AsU/CZW/KxA4f5A4StzYe571ajyfDN7XOTR3SadKWmNywckLTaZudRt0mmx4gvHZ2UHTdopaZ+k4cDCH+WDwn8c622ChywbqPQv2zxwz/mdhUWdHYXO3yxqWrx1vgs1naHqYFs1rjzH3a+u1qpPKRWaV9fi2o8HKv2PqXpl7T19d7yyEleKs53vmpa1O05qXfeNFc2r/jg7fP/I3gu6y4fOLwSFM3cP74yXNC3bv6J55c8WNy29bu7WCgAAAHjwImA+c2a2QdLbJHW4+wvSYc+R9HQlzxg+5O7fn3YeBMwBAACOzN19d71+59D2q4aqg6VDYwc3mQK5xrPsrm45aeDCJRf93W09t+4sR2MrLlz6sEMrmld+VnMTgAt2De3oGq4Ov3iwOjByaOzgeYPVwXXFsDjaFDYtdvnKWlxrlRSaLI48zgdmzftH93XGPjETcGu+bVDuhaHaUHFl86re4epwSz7I3RhYOGKucluhY7C10PbVYlhcvX1w61lnLTrnwoOjB7vu6b9rTTkaCzPzOVgMis3d5UMtUxV6eWnFiKTqhvZTRmKPD4zURga6iotygVlO0t7Y4xsGKgMPPzh2oMs9bjuj66y4KVd68crmVXcdyUaKPeqIPLrQ3deY2XqXF012uqRa7HGTybbL1OUeP8rl649kGXhI6DMFo0lX5XZraGEQWrjYpcsCC0aiuPY8Sa80C14WWDA434V9kAuqceUvYo/XSP5wU7AxVtQuKZh2IoXXBRbuj7x2qSuerLXriKQbAgX7zawSeO5HseLlgVlfGOQ+osx5N/JaYApC93hTrHip5MXAcr8JLeyb5bpYdr6xR4slnR1Y+JNZzgc4YYzVRksyu8ik7mLYdH869e2DW86rxtUX7Bre8YjYoxWFoLAtll86XB1qyweFWi2uhqPRyAMC6m359v7OQte9o9HoV9a1bfzaSa0n3ylJe4Z3fe+mQ795YiEs9g9VBztNpt9Z87Qv1+LaSXf33T7akmvtbs23f7mradF1UVzbtahpSfl4bgcAAABgvi30gLmZfULSMyQdcPezM8OfIun9Siref8zd/zHz3ZfrAfPMsC5J/+Tur5pueUfdnyQAAMCDUHBgeP/J5Wr5KUEuuGV165pfHMlMVjWv/mhoYezua0u5UmtzruUpv9z/s9a9I3uWSVJHoaP/R7t/8M6R2nBTPshr9/CuW+/qvX1jU655YE3Lmo+taV17f+Bt++C2R9/Rc+sFNa+1NoVN/ata1tx11qJzfjzN4uNqXL1g/+i+N0UelQ+NHdo0Fo0+oF/x6ZgCPXrlY67ZObR9STkql1Y2r/rV0tLyoe6xQ+VKXF47Uh2OYvNSb6V7TX+173n5ID9WypWKu4Z2XL+ktKznrK5zzswFuRUHRw80V+PqWORRuHdk97R38vtH9zVv6jjt0EClf3TX8M515ajcUo7GcoublvQVgsLyzmLXaXtHdt95WseZB4th8TOlXPNPVzSvnEmwPIji2nqXb4o9Okmygpk90d0fEyvqkjRpNQWfYjgWjtByN8rtK4EF7wuDsFyLq48zC/4+dv9CGIQjkdee7dKqXJB7rqQTrt/pB5NqVHlupNpLA4VfDS0ck/TEyGt3mILTXPHiySaRlAsU/jpWdHHsURAo2DXFT7ZZ0mWxYsmlWP58ySP34Oe1qHZ5YMGuQMHHwyB3R9p/eCwL7phJXxVRXLsiVtwaWvilwMLe2OPTY4+falKrTL2SKib7rWTXSX7DEW4e4ISQ9ht/bePwk9s23CLpllM6TssODsaisaamsKlWiSq2ZfDe5/SWuzd1FLoe2V/pjaI4aoo86uot9+wPLLh4pDYUSLpTkgphsUUyG6oOdkqSyzVUHXzY5oF7lh0Y3VfP8PL81nzbSHOu5deLiou3rWo5aVF/pe9Na1vXbTuW2wAAAADACeGTkv5N0qfqA8wslPQhSU+UtEvSdWb2dXe/Y5r5/FU6zbRoYQ4AAB6ShqvDwUCl7/wtg5tPqlXiC2VxsVaLg+ampgu7xw6d0105tMzdlQty1XPazr9hedvK569oXbFnpvO/8eB1r9w1vPPCllxrFAbhvSubVz1638jeR9/bf3djH7sPsK5tw56zF537yRXNK98mSdcf+PXTqnHt/93e+9vH18cJLfQlTUsPbuo47ZO7hnfevry04s5zFp/XmKbU7u698y/3ju55RDFsyvWXe1cVw+KSclSuhJarjEWjTftH9520umXNrtBy+3YMbbtYkla3rLlncXHp3kJYWH9Sy9qP3td/T87ly5pypeddf/DXE/r3XdW8esClcO/I7gmtxothMe4qLr4rkBX2juw5xY8w6ry8tGI0H+QPSdY9VB2sxB735YJc3wVLLrq5EBY/F1hwaGXzquH6+LW49vTYa6dIanbpVMlPkjQs6UKXrzmiQmChiHKW/6a7325mZ7vcJZ0WWCCP9fxcmLtDkmKPWmP3s+UaM9PvuGtfLsx9Zp7L/pBRjSpPjFR7b2i5zwQKtkReuyCw8NmSSmZBqRqXV0uSyao5y3/P5b82s8W1uHaF5L2BhXdLWhZ5dL7kja1Z49DCHwcKa7Hin5qC/e5xmyteLdnjY0X7JYU5y381sOATgYW1GRY7qMXVx5rZwdByt83d1gAWrr3Du/7vVweuffZsp1tWWrFnY/up71vRvOqfj0W5AAAAgBNFflWrd736/PkuxjFx8G9/PqOU7Ga2TtI36y3MzewRkt7h7k9OP79Vktz9H9LPX86kZDdJ/yjpB+7+w8MtixbmAADgIefA6P7f6+479PQe77k99HBfS6l1+c7hHc1Lm5fdIvdrcmFu9/LSir7AQgsUjHWUOn8zm2C5JK1oXvWonUM71lbiciWOPN43vDdY1rz8Z235tpO2D27f1ZprPc8C69g/snfxaDR6f1/YS5qWDp3Vdc67VjSv/Eh92Ib2U559zZ4fntqcaxkdqQ2XJCnyyPaP7lvWU+7+s5XNq2/bNbzzh6GCl61uPeltHcXOoXRSX9y05D19lb43xx5dMVQd6tg3sndlzWtqCpui0zvP2txZ6PpoZ7HrBcubV3zw4Oj+j5/cuv637cWOH3YUOrrb8h1f7ykf+vSdfbdfnA/yw835lt5TOk7d3DPWvdrMDl645OJRydp+c+CXXY3rX47Kwb6RPWce4S5Sa75tNGe5W0dro/GojTYXgsLSdW3rr28vdHz61M7Tv9IwehB7fHbs0ccjj85wxVOmfAcmUQ4UfDiw3PcCs1/I1O7uJyf/ONn75X6FmcLY4zCwIIpjf0+s+HSXby4GxVfPd+EfavJh4Qd5FS6K4tpal781sNzNkj9F0pW1uPoKybblLBcEFvZGXvt4aLlfuOIloeWGY6+dE3uUNwvKoQV7Yo+7POl7vi4whYvDIHdhveV47HEu9ugTkddaTZaXVHH5KyKPttfi2pLAgr25ID9dNg9JinNB/upjsDmAB53BykCnx35Ve1PHPx3NfAph0/ebwtIzxqLR+xM95CznhbBYLQTFOPLaiFmQKwQFjUWjW3OW6wuD3J1dhUXN/ZW+vSuaV90/r73Du/8mDMLOzkLX3xTC4shgZaCjrdDeJ3LIAAAAACeqJWZ2febzR939ozOYbrWknZnPuyRdYmaLJb1b0gVm9tY0gP56Sb8jqcPMTnH3jzxwduNoYQ4AAB6U7u6985W9ld4zTFq/qeO0Hy1qWvzR7rFDG4aqQ8v2jew5pafc3WUKVkUedYxVy0uDUEtDC+PQch2FoNC/rGn5TectveBPNQcPU+/qveOsalyN17SedF9T2JQfrAxUzYKlS0vL9t/dd+ctP9t7zVn1cUthc+3sRed+6rwlF9zfb86uoR1vubvvzsdKWnpw7ODFQ9XBoCksjRWCwm4zGzy5dd23H778EW/rHevp7Gpa1J8t85aBzcGG9o31NNFB99ihZXtH9qwbrg6Fbfm2XWcuOmf71oHNJ/eWe3YsK63YsKb1pK1K00rf03fXBbuGd24ILRw7pX3Tjn2j+54Xe3RW7PGSUq65VIurZ+0c2pGreS3fW+7JSdLi4pLt7YWOoYOj+zcO1YaajnSbdRQ69i4tLb+xFJbybfn2bUtLy969tLRsx2Tjxh6XYo9f5YpfEnntIiV9FFHxEzOSD4o3ehx/VmaPNdO/ufuIy98Te7QmsPC3kUc35ix/cuTVQ4Fy15jsgpqqZwYKS2EQPD9N343jqBpXPiV5m7uWuOKSpNNc3nq46ULLfVfSrfmg8OdqOLfX4uqbI4+e44rPl9ReH26ygcCCdwWW2xN7NBoouC4McrvmeJWAh4yBSn9g0iVthY5fHs187u2/6y37Rva8NoprMrMb2wodv9zQtukrncWuPWO10aC7fLDcHLStdIvGFjUt6T7M7MKh6uCa4erQS2txtb230lPuKHTedVLrui8cTRkBAACA+UQL80lbmL9Q0pPd/ar088slPdzdX3+0ZSJgDgAAHpRu6/7tm+8buOf5tbh26MyusweKYbH9ugO/etJoNFqKPJowbnu+o7KiecVP1rVvPNiaa/2DYliMW/KtY4dbxk2Hbnj9odGDS0/pOPXz69s33DnduNsHt339jt5bNwUW9mzqODW/tGnZvW2F9iu2DWz5vXsH7llZCkvlsWh0//LSip3nLD7/J9lptwxsDkZrI+9aVFyU2zeyL+wpH+ooBk0tFa/0jNSGW0KF1SAIh6txZbQYFItndp390dWtJ92dnceB0f2BXJeUcs13txXaeurzzQTTdW//3U/fO7znLXtHdrfG7qtc3h5aMFAIi3dfvPSSvyiFpRtGasM/H64Nb4o91i3dN7WN1IZz+SBfXVZa/puWXGvt0NjBFUPVoY1mUjkqzyhofVrnGYNRHAU7h7cX80Hh0OmdZ35jefOKN2dTrc9E5LXAZGtc+tPYayXJTjZZm8s7Xd4Ve7RcSXr2ZklWny5QcEDSgMtXubx5NsvEg1ug4BeFsOnRSoOnsUct7v4pl59ksk/XvPYOV7xIsn2BbItZoNh9yKQfF8LieyXF1bjyGJf/Vajwr8Mg9+v5XaOFoRZX/zzy6BzJx8yCDpMVJPVJvsZdHZIXzYKm2KPVLk8zeFhcCAofDiyc8p/kWly9IvLav7p8yVSj5K1wRRjkvjTnKwU8yA1WB05uy7fv0HFotT1cHXpc7PHP2grtk3absG9kzwvGaqOLJN3ckm/durS0/OCxLhMAAABwvBEwn31K9qNByxwAAHBCGKkOLxmpjfQVw6Yw9uhV+0f3XXpf/z1tG9pPyRfDpn90+S+ywd+zF5/7L2cvPvdfJGnfyN4rDo7u/6uh2lBJkgpBsdaca97lioN8UNgVebTdLLg9Z+EHFzUtHplJecZqo20dhY633nzoxpUbOzadIemF041/ctu6Z53ctk5KArX3P0xe177hv9a1b5h2Wel6ve2evrvevG1wy+WBBUGf99aawtIKk7W4tCj2KOgsdP14U8dpH1zevGL7zqEdoUnBmta1tXv67n7itsEtH943smd9ISxWljUtu+O8xRe+ckP7xgl97eaDvIaqgxsHq4PZvr5b2i1YHHv0jKHq4DPKUflXJtt8YHRfbUP7xvWDlYG2mteig6MHLtod72qSpJNb1+08veus/dfuvebM4drwAwLQJlM+yCuwoLst3/6L1lzrdze2bzpjU8ep71/detJ902/5iWpR9VGx4pMDC0qBBb9x91ys6A5TUDIFN0oeuvw093i9yUZDy+9yxT3u8SLJAkn3hhZ+O3Z/Z2BWirz6LJdzD7xABBZ+RuO/R3P3R0j6ZuxRm0u/64oXBQoPuTQQWNgbe/x1yZfF8hGlmRhMVjXZH8m0db7WY6HJBfn3KLY/i7z6TJPtc483SqpKKkkWSmqPvLYsHT3KB4Vborj2K3f/+nhVmYlij54be/xiSd83Bf1mtjNQ0G2yN1a9cqYp2Bpa+F8Ey/FgsXt4x2NCyzWtaF71/eOxvP5y7wbJhtvybYeO9bJa8q1XD5UHHzVUHfxta75tUFKwbWDzm/aP7n3xQKV/Zax4yUhtuEmSNrRt2n9bz813uXxvPigUFxWX3LKkaekn8mFhaS2uri6Fzd/ur/T5mta1ZAsBAAAAHvyuk7TJzNZL2i3pxZJeOhczpoU5AAA4pkZroy21uFaqebW/q7iodnffnRcdGN3/hP5y39MCCxdX48ry0WjUTVZa0rT0gHt8sLXQviK0YPTA6IF7o7h27/r2jXeds/i8/5xuOf3lvkUjteFn9VX67lteWnHroqbF/Uda5i0Dm4PlpRVPufHQdf++d3jPsrVtJ4+saVn72jWtJ31x59CO8KTWtdHh5zI7B0b3rywGxXX7RvdedFrnGf820+lu6/ntk8Zqoy8Zi8ZGy1H51L5yz75TO0+/fXHT0vesalkd94x1N+eCXOdgZaCzElcWV+PqW7uKix7+071Xt/aWe4r1+ZhMoYVaUlp6c89Yz3nVuGLNuZaBclQu1byal6TmXHPllPZTfzxUGywVg6bOkdrI9pPb1p9ciytD5bjSeXB0/8H2QsdNJ7Ws3RZYcE+s+NerW07qPZrtEnnULPlzozhyUxAFFrTEilbGHsukJkkjkkYCC0+SdKbLN5msy+WhuwdmFpusR5JFXlvj8vzRlAcPLoHCz4VB+N+h5e4PKFXjyvsjr/2xpECSTFaTrFfyimQ7zexzJnta7NFAaLlrc0H+g/VpI68FpGg/PtK+x98VK36cXF2x4o2Sh43jBRbuDi13cWjhvpnM1z1uihVXzYOiy90Vv9ulffkg/17R3zEWuIFK/4becvdftubbCrmg8Hq5e0exc+Bo57tvZM/jcyoMLWle8pvDjTtYHWgpBk21QlgoS1Jfubd99/CO/905tP2Ro9HIpF3BBBaqFJZ2Suo/b/GFO0zBXXkrfq2mys3NudZ4rDbyGpfWLCktfdPRrgsAAABwvORXtfmiPzx/votxTBx4x7WHbWFuZp+XdLmkJZL2S3q7u3/czJ4m6V+VdNn4CXd/91yUiYA5AAA4pu7rv2fjwdEDjx2uDT9lsDLwsJ5y9zqfJibRmm/rX9+2YeuK5pVfPLlt/T9K0ub+e1f0VXrXpN8fPK3zjO1HUJQJLb9nYu/w7rAp19y0e3jnBStKK2Mzu3vx4fvRPKwdg9tfGsfRI3YMbxuLPF59YHT/GpNackG+LxfkbuoodNROaj65Ze/onhs3dmz6/ormlbtnOu97++5eu3dk98WVuHrpQKX/rFKu+REHRvd3uccqhsWx4dpwk8k03T6YjaVNy/oPjh3oWN2yZvualrXfGI1GbmnPd74qH+Sal5WWP62t0D7jsk8n8miNe/zJ2ONL0z6Nd0ha4fIj7kcdC4PJRnNB4Ylyv12yiyOvfkFmeZOZySJJO2PFFfe43eUblQbSJSm08D/yQfE19c8EzOdHFEVdsUVXufyC0MLz5CrFikuR15bmrXB1GOSeONt5xnGtyU0Vk1lg4ZxXgsKDz+7hnU2jtZHnHBzbv3a0NrI6tNxYISjsX9S05OaVzat/1l7oqM53GY+1g0P731XMN32lvdhxc/fYgUW1ODprefPKnx3p/HrGDl0m6S96xnrWNudarg5Mf9JZXFxsyjUNKznXHvZ8umNw62s3D9zz3r5K75RdqqxqPql3uDbUX40r/aGF+cVNS8NCULj7wOj+1lKu1N+ca11cjkbvO6l13Z2loPRpC4Kl7YWO26aaHwAAAHAiWOgB8+ONgDkAAJhTWwc2XzhQ6X9hb7l3xXBteEl/pe+RI7XhRdlxNrZv+lkxLG6uRJWLdw5tP7sclyVJzbmW0Y58x60XLXv4O1c0r/yWJN3dd9cl2wY2P2+4NtzuHtvS0vKbH7PqcR+ZQVGCu3rveOKOoW0vGq2NXrK2bV1lZfPqf1rRvOJzM5n21u6bHz5YHTxzXduGnataVv9QDcH2wXJ/6139d54ZeXzWouKi83NBriNQcGOTl7osbytLYfPHy7Wxiw6OHljSXuj4xJr2k/ZIUm+5t2Ww0v/HgQXP3zG0/fS7+u5oi33y58Um02UrL/96S771qkJQsINjB9buGdp1Ss1rLa35toHTu878yfaBbS/ePrT1D5c2LRtb0bTypzf2XP/qkdpw6bzFF9x9R+/tp5WjMcsFubgaV4NJF5JZVlNYqoxGI4Wu/KLegVp/V+SRnrT6qQdu7L6+VK6NFQZrg8Xp5lHXlm/rP73zrF+va1v/7I5i52H7is8qR+VHFoLCzZLHZsGEad3jjprXnmmybS5/fuzxSsmXSWqTNGKy5ljxCXWzjfkXKNiTCwqnxB4td9fLXNFzzYINoYVbYvcfm/Qxl/Lu/lqTvh4rfpqkU81sqyn4y1yQO6osCZg7scelyKvPjN0fa7KXyDQcKPiXXJB/3zFc5kmSLw4svPlYLQPz68Do/qUHRve9d6DS94gDo/tObaxQZjItLS2/bkPbpt9b2bL69nkq5oPKYGWgVInKV7ms20yr5L7aXUORal4Imr5vZjfFXvuAKWgq5ppe15xr7ptqXvtG9mzc3H/Pc1sL7a/dNnjf+qnumQ6nKSxVLlp66SeXlZb/oSTtGNz2xsFq/ykDlf6tZtYh2ZJaXN2xqGmJd48dXJkP8rnmXEuLya5b3LR0e3uh4w5J7VEc3TPbexvMj/5K31N7x3qeUso19y1vXvH2+S4PAADAbBEwP74ImAMAgFnbMrA5kKTYo0fuHNqxqjnXfPJgdTAqR2NPHq4OPWagOnB/q9/QQkUeqau4aOjcRRd8YaDa/+vBysAj9o7sfslYNNa0qeO09xWD4ndyYX6oq9DVumdk96becu/yQpBf35xrWbqktLT7tM4zXrFlYHOQ7cN8inJdfHfvHY8uhMVzckF46daBLafXvBZcuORh+za2n/KCjmLnz2eyfv2V/n+6evcPXjdQGSgualo8cP7iC3/Wmm99RWexq3ff8N6zb+m56Umriqs3lgqlO5rD1ku3D2055cDI/rMOVg60teXby+d3XnijmbXtHd29cevQ1tLFSx++a2lp2e/KFRfDYl9nU9ddfeXeCw6NHfzkwbGDK+/svW1p4wPgk1vX9RTC4uD2wa1LXGqSPKjGVVtWWj5SCIo9LfmW2uLiki3FsPifWwe3POqM9rNG9o3tuWSwOlA8rfPM4q3dtzSHQbhqdcuaO7vHDrX0V/qalpWWD/RV+jZtH9zW6oplMj1xzVOv/fWBXwyub9swmrNccE//XSvOX3LRge2DW8/oKXdH5y2+cMdYNHbHzqHtpcVNS3r3jex9fk+5e1O9nMWwKS6FpTtXt6z5ztLS8pXdYwdvP7lt/YdWNK886hSuk4ni2lNij093+cUu3yz5wyRd5JJMCly+ZDbzM9mgy1uTyfEg5SaruJQPLRyStFvykdjdzOwHoeX+RfLz3PXPsaJ1gQe/dPm9Lm10eZekQ3nLvzwIgh5JqkTl77l8XzFsulKk6D5RWTWqPsfMhwLLXR1YUDsWC4k9Lki6KrDgw8di/pg/B0b3dcUe/9HWgfvaKnH58lKuRftGdl8a+eTJBlpyrd3nL7n495aVVnzjOBf1Qam/3PMUU667lC/dWq6Vzx0ZG35aPp//VhiGa3OW+2lgwaDLl1SiynqX/6Kz2HX/ht8xtO13943sOb0WVwclFSKP8u5xqbO46BmjtZFwSWlZ11B1MO4ZO5QvhMWhQ2MHNyxtWjYUWhjVvNZ0YHTfpJX7ljYt31vKla6vxNXBalTujDweGKkNv7ASlx/Q1UOjUthcM7Oellzr/nVtG8qx+x0t+da/juLo4lwQ3raoack9c7j5MIXdwzuC1S30RQ8AABYOAubHFwFzADjB3Nl7m7UX2o2HAThRHRjd/6hSWPqTX+6/9tSdQzvOrrfE6ih03rustLzl3v67VwUKtL59445TOjbdeuPB609f3LTkS01h06/Wtq777nBl+ILeaveq7rHuxcubV2zZN7J3+WhtZP2y0vK1Q9WhJ0Ze00htZGVPubsUWk7/P3v3HWbXUR4M/J05/dzet/ciadWrO7bBBoPphAQIJLQAhkAChFASaoAUaggfEGoI3RQDAYN7t6zedqXV9nr39nr6mZnvD1tGllVWsqSV5PPj4Xm898yZ887V7t2z5515Z1l4xTcWjHmbUNKWVJJmV7Dnsy3+tr3Hiy2tzb8krc/9xYKevnxen+sAAIhKsZEWX+u2ZZEVHw2KofFTjW9XbsdfZ4z0NTwSYhaxkthFcb/qJ8tCA3/kgLtbc7Qv7y7tSFSdirIleNW9AS6wwxT0Lcxly7aVtybqTu0pD14xYLgydc2/90eX/+Ox1ypZRaFkFv8rb+VrDrX3G67B28Ty94eXu5TRX+TN3NcGS/tfdqR9T7CvghEuAYBGGTVKVrHSoDZFKJCJmBS/fVlkxbePvnTdrkX9YqAAAMylrshj3i6ahVjZKndljHS35tSxzCtaT6hvpEFtHDrZ+1K2ShtzRvbjw+WDQIEOYoQLISE8GlcSuMXX9tuAGLBO9d6eRcih9lUA8EbG6M0UaOLIAQ7xaQD4/hPHfo0RJwLATQyYxoCZCNAchzjeZW4vMPgOB/g+wHgjY3QDYXQeI1iFAK+gjFQYsBAD1ngex+U5AwhQGSNulgGTMWDmMrcZASxgxH1SwOL/EEY6CXP/AQE8lzI2CwCUPV6ZQOYR7zKAEmN0gsfCLRjhGqHuFgrk3wQsXbvEQ/N4PItQMPP+gpl9aVAMTRNGN6S12VeU7CKHEZdROMWKSfFS1am6JjEiDrU3E0ZYWIwmCmYubBD9hNVXMOLAx/t2Slja1h3q39Hka/nO+RzXxSpnZDkBC60udcM2taiMlRdzmLvOIuYei9r9NbucjEgxWcKyqQiqz6H2OgSIBcQgSWuzr5zVppdLnNwrYCGBAIvz+mxbxS71PPUqCCROstv8nZZNTK5iVzjNrYnwxOQ3h5676vk+3u9qbp1fFh6Ykzj56yExfEXdqT3QHuj6N/AmWZ1S1sgsW9DnXsgRzk0EUt9KKg360ccrVjkJwJqrTtUnc/K+hJI6JxMwF2OiOvoKjPDO9kDXmWwF5fF4PB6Px/OMCc0BFnvbuqUO45zIfOxBL2Hu8Xg8Ho/n4lWzq36Xure5zPUfKg/9NCiENMLITYiheMrX8LOcmf3AodKQEpPid7QFOu7z8/7fD5UO3FB3a/0BIdixLr4hVTDyP+2N9H99T37X32aNhb+p2tUgRtgWsBBCgNwFI33CBGVMihvtgY6HG+TG25sCLU8pwTtbn/mreW22r2SXVuqudm3BzAdlTmYdga6DCTlJ6m7t601qy8K27KMvc6hzFQDoKbVh6OrGa18LAE+uTsxoCy9wqPPZklWoV60aYUBFhVORiIV8S6Atd7h66EWHygcTDrVRUAjaGxKbt9fdevuh0mBj7ZhkeVxOlFr9be/ckNj8Y3h8r04GACytz9/UqDbdPl4dwwUj9y0JK2OrE2s+fWQVfVqb4xp9zWRfYc+X9+Z3vc2ilgQAsC6+saLyahUA6iIn6WExPMQj/s0hKXxWnwyfajV/zsi2583c23y876qaU7svKsW+2OhrWpKy1ZSRAcJIMwMWAgZNCKFWjDgeAXwaAAYooyoDFkSAUzzm/xMAGKFuPwI8jzGu/akf6gdgSQSozoAVCKW9CMEaBgwQoL9iQFdTRoUnEq2eCxgClMeI+yFjdBdG3FYA1k8ZvQkh3E8ZUeFPe+a6AIAw4nzAYJbD/CuPrFQm1P0Yh/lPLNkgPB7PSc1p01jGyi0WNVfnzdwBH+9/UcHKrSWU7NdcbVXNqZzWZzUCDH7Bv0/lfYc5xB3EiBuMy8kDncHuIbhIkqA5I8v5eN8thJKCSU0eAbgOc+Ya1eb7z+V1i2Y+xCOhkwI5gACtcJn7SomTX180CxndrbcVrUKgYpdEm9gSfeLjd21s05BD7UdtageDQtA1idlhEtNhQJtm6pOdDnU4AAABCywqxXOdgR7zQGlPY92pCedyLKcrqTQ4LnUrRasQb/G1Pdod7BvLm9kv9oWX71rq2JZazalGA0KwePRrB4p7Pl4yCi/FHLc8ayxIEpaqiOJRSZR3xMXETMrX9DWVV6PFevGzJaewuU6rAcPVd/JY2BUSQg+1BDoeTSqpfNWu8IQSf0SOluHc/nyiilUOhqRw5Rxew+PxeDwej+eEvIT5+eUlzD0ej8fj8Zyxmfr0JsLc5X4hcGvFKnfElcTcVHWid1qbfqFLnWsM17hM5MS9ITF0R0+g/1vj9dHrimb+lS4jAyqvgswpJYmTfC51Gma1mZhDnZOWxU4pDTpGuLYuvvG2Jl/z248+Vndq/qyReQNl9G/um797DQCAhCUi8XKpalfiA5FVpapdyRasfI/u6pyABeuy1JU/6Q8vfyMc9bDNdE2hYlcGilb+7SYxOwtmnsqcvGm8Ohpu9DVnknIKT9enTJuYusr7bUVQuscqI4Fj9zxtUBtnu4O9n1V533a/EHBLZvENCid/vTnQOlyyiuvGq6OqzCmNM/WpvqSSumt9YtO2I+ceSVgfLh/60vbsY+80iM4LWGCUUXSkXGxIDFsro6sXEnLqUULdvSIvfSEiRWwAgOna1HKXucNHJ72rdkUEAGWoeOBKmZcTKu+75mBpkGfA1jBG+ZTaNIEAUlWnGqk7tShl1JA4SVsRWTlSc2pfoZT4InL0oa5gT7ZkFQWb2KsFLBykjNpxJXFOyiFfCCglfgq0CyOcYIxdQxhpAgQvpoykljo2z+nBgBcoUB88vuf90/BI+FceCx86z2F5PJ7TNFOffHHVrlyTM7NvqNil5OnuaY0AQ7Ov5WDNqQ3zmD8kc/LBuJw83BXsfQwukuT4ieiuHn5iP3AEz3AsdafWCAzALwbSx7wumq4JfsGPilb+eS4l2KE2ONR5Rc7MuAjwSsPVwgRI3HSN+LH3RwAAAhapSx18vGPHCgghrS+8XD9cHgrUjtry50LAIx5CUmTh8YmV4mGMcLtDnVKjr/lvGtXmbafu4fRdLGXJC2bumryZe0PVruxo93fuTKoN2ydrY1dYrv21qdrYSo3Un1bdQeFUTcDCXIiLjnSEu4hm1fvHtcOdZbsk+ni/sSq8rlZ2S99AAK2TtfFXIYTqiOIhnud38YjLBsXwnqTScKjJ1zJzVLcY/jRRzuPxeDwej+ei4iXMzy8vYe7xeDwej+esmqpNJADQ1WPV0VBMim2TebmQM7KvLFulNQqvNBBGZACEDVfHuqutMIiROvKwu0ltHpQ4OaC7WihjLISO139UihUJI+MKp6RsatsY4RphRBexWI1KMWWiNna5SUzxRPFFpZjT7Gv5vswp/9ke6JhIlxbeXbILLY3Bpoc6w10/PNJuvDp600R1XJV5uRwUQmZECjf4+WC57tb/ek6bjUekSEfZKsX2F/cmjjzw5RAPq2NrpkJi5DEBC35G6WNZM9vdoDZWS1bx6ppdWchb+W7d1Vp1V5cAANrUjoNtwfaXLIusGH0iUc52ZLd9dLw6+hKDGKsdavPHGwcGzJZHBrI+wf+jg6XBW5ZHBkayRga3+FrZ1swj/SuiKx9u8bWOTtcndzT7Wt8xXB5KEEbF2fp0bDEPqI/V6murJJTk4ZAY/m53qPdrp93BJYAy4qOM/poBW0mY6yXML0II8BCHuKrL3A4A1nD0MQz49yIn30yY28QY2AzoFozwXRzizSUK1+PxPGG6NtFoU7uBQ9zqWW36Q3Wn1mYSQ1nMuQk5mbOItd3H+8cCYuhemZdHuoN9g3CRJ8dPJKtlmoCyj5es8v6wEvpmytd4Vj7Dqlb5xTkz9xrD1SoYcxvmtZkBzamr9PHiOWfjEieUUhrtklUUbXo+d385PSIWKxzmqZ8P1AUsjjT5Wr7c6m//zbm63sWQOM8aC+pI5dB3knKqpdnXdmPJLpgqF3hZyc6/a7Qy3Ky59b7T6S8iRatBIfz99kDX3Xvy279ZdSrxY9tc3Xi9xRj9IgD+p4SSJLP16dUVu/Qli1h/aFSbv+Xj/W+eqI3yNrUOIISxnw9ML4sM7D57o/Z4PB6Px+M5e7yE+fnlJcw9Ho/H4/GcM2ltvn+odOBTFbu8nAGrNflaYiPlQ30BMVjikWBmjHQjAgSbk5ffYxEzjREeGKuO9Pn5QK1Bbdzf5Gvp3Zp5uCpxclXkREHmZDKnzayp2BX1ZNfFgIEes5jEx/tzSSX5u4SS+tLq2Np9j6QffGvFKX9gTpvtVnm1vjl5xRd7Qr0fPVm/WSPz/NHKyOfLdqk1rc0FBSwSm1ocAIDMKezy1JWZiBTdShh5A2X0+oyxMJI3c2/38b6rD1eGV1vEfNpqGr/gd9bHN72jL7zs2wAAe/O7Pztdn/zbjLHgO+03/BwKiqGRoBA6sC6+4YspteHBpY5nKRBKng/A3kIYaaZALl/qeDxnBgEuYoSnEeA0APsoA/Z2yshlGHGfxIibd6h9LwCrcogfwgh/hDFm8Vh4bKnj9nieLTJ6mkupjSRnZKPz+sxLBCwcBAa3TNXH/xwAdJlT7apTSdEnKq4cj8KpJCrHDglY/G1CTm1v8bf98vyNYGmVzJLfcLUPy7yy2nbtnzX4G7+/2HN1V0upvC9TtkpoXp99sUvsakiKFMNi9EWT9bH3TFRHU2cy6e7ZqDvYd/vq2PoXLnUcF6JDpcHLMcLvHK+OXGUQvf10zxexVEsqqUmMuHnD1aHu1NYYxGg4MnEjKsVmloVXvjGlNt4NAJDR0+F5ffarZavYjRFuKtulVsooBMWw2+bv0CtW6RcUWEF3tS5CXVPAYg4QFFNK4/6U0jiTNRbMvvDyAwAXx0QFj8fj8Xg8lw6hOcDib780E+YLH73wEubHXbHk8Xg8Ho/HczY0+pqGG31Nrz7yddbI/AsC5EspDf89r8/+tcork2EpsnNVbM32scrITRjhjWEpmjBdIzBWHVVmtOl9CGHTpc5A1ljosaktClgAH+8vNagNbsWubMeI29egNu4TsPBCw9UTASHwiMvcLZPVCT4mx2c0t75P4uTCQGTlbEptfHIfz4AY3G5T+2PLIyuzXYHu2UZf08FTjSerL/AVu/Qblzro2qbnRnJmrkwZMSt2ZU7EgqZwymGb2nsb1EYnZ2S3udT9OgJ01f7i3uiJ+lweXvmtI8lyAEAWtfrLVkkBAOAQ53KIpza1nrZiXsSiiwAh64mE/emIy4kcA5YpWcWVpypl26Q2VyJSdJoCra+IrPxJRIo+K5PlAAAc5v5IiGtihN/KIX7AoVZwqWPynB4M3BwA0yijUQwwRIH+J4f4X0mc+FYAYA61r0KA/h0AaYyxeQr0rQDwraWO2+N5NkmpjQQAgAFlLnXbZE6+pupUbjKJKQGAZJITL5gOCiFHFXzFqBQbUTj1v9sCnf97vuK+UETkSD0CkQ8DANSsWsdiz6vZ1QaXuBHTMdtsYr1F5uRGnvfLdbfWeKg82Ke72gmr93j+xC8EZqJSbDilNL5zqWO5UC2LDDwKAI9GpBg3p01fbRNri+Zqaw1Xe75FrciRdirvc5vU5rsXjHSn5tT7RE7SecRPIISyhJFdCq+ucKizUeREs8XfvhsB5FXed6Du1B5RePWBI/2k1MZySm18HcDjCe+aXV1XsPKbbGK1TtcmEoSRywyir6SMPmVrqIKZg7HqYRqV4rvKVunNYSmyz0uWezwej8fj8Vy6vBXmHo/H4/F4lkTdqW8cKR/62OHKcDNltIUyGrapJZBjVoypvM8QMH8wIsV2xOX4bV3Bnr02sbNxJUHgBDVAnyhtDnD+9izE45XR1X4xcCippEwAgIy+MADA+IJZuDwsRrrn9dn+ydrEGsJcEwAIQlhPysnftgU6P3Vkr/GckU1O16e+X7HLXX4hsD0gBDr25Hdt0dz6k0nxnmDvfW2BTqfu1Mz9hT0vNIjx5DEBC8yhDuIRz1zmoqSS0gzX4HRXlwn70zbjEidV1sU3/seh0uCbK3al80SrxSJSdHZ5eOArHOLubfK17AuIgQu3Fup54hK3gQK9GiG4AQBuIMxtBgBhqePynB4MXAYAtgJCKWDsu4CgghkeAwTdABDCiLsdIzxzqn48Hs+5NV2b3FJzKn/nMrfZdI1lFbvs09z606rMIMDQHeydsqjlc4g93uxr/UVQDH0hLEXd4/V7KZmvz/ojUtRWBNU+3XM1p95CGMmInKRUrNJfIoQaecRfU7QKIYc4ZpO/peG+uTvaj63a43m6sBjNMqDb+0Ir7mvxt30OAKBkFdsjUnRqqWO7WEzVxiMZPf1SnWhtlNEGwsiyhJyKrIisujxv5jbInDIUlWOlo89Ja3OhmlO9usnXcodfCJz2z8ARh8tD/SWruNmiVhQYRCkQUeYUEhIjwyExvLXJ1zIKl+g2Dh6Px+PxeC5c3grz88tLmHs8Ho/H8yxUs6steTPfV7aKkYJVwIS5QQQ47lBbJoyIhJKQy5xWylgbRpjrDfXflVCS/9Tsa9HPVgxTtYmGodLge+pObRNlJAQAGAGuq7y6QIFOi1gcTyoNQ33h/u1+IXDWrnuWCADgAgDLGhlOc+r/mTEye7qDPT9KKEntSKO9+d03zGkz6zYlL/tBQknOn8F18L7CngEAtjlv5sstvtZxHgt76071xun61PUYsGpTmxexSBgwsS+0DM3UpyYUXvXX7Bpp9DVWGQCZrU9bhBEsclJe4ZRSSAwdbva1Tu0r7vmzBrUxOl4ZjVCgPj/v393qbz9IgbZQSssBMTjW4m/NnrV37RJAGZUYY69jjL0QgAURRgHKaAdhbsOpz/ZcGBDhEM4xxsYp0CsAkAHAFB4JtzNg/yVg8XbwHopfElzqvIUBWy9g8ZaljsVzZg6XD76jbBdfrbv6ypJVeNp+xSIWrbAUNSQsDQX4IAtw4e9ayLi/M9gzuhTxLoXp2sQKl9LWrlD3H8/k/KpVGTBc/Z0CFieLVv5KmVPmGKMBRfCFy3ZxedWu+FzmKHPaTOhsx34paPN3zrnU/WaTr/meVn/HgwCA5rSZ187Wp15Xc6oOA2ZjwKUWf/uO/vCK/z5RP7qrhTnEORInaydq4/F4PB6Px+N5dvES5ueXlzD3eDwej+dZpmDkm+pubc9ds39MnM4+lEEhlGkLdOwmzN0tYanOgE3NaXMbAViSMBIXsJBtUpv3bExu+QJcuskmlDdzctEsvMjHB/YS5rK2QPupHsrjtD4fKJnFfpmX1cnaRJIxigJiKNcfWrYnJIWL5yLQmfo01+pvO/EGr6fpiVX79Oi+j37t2YIxJjBg76GMWhjhmwFgwKZm81LH5TkxBGiaQ8IDhDnLGLBVAIABUIFH/D0M6B7GWBAQynLAfZfDfH2p4/WcXZRRFSN8oU268izCbH16NUboU5pTbxquDK1yqCP96SiCpJKayxvZZh7zzobEZVkg8BpV8m0NiiFn6aK+sM1p09ih7tqwGBnMm9lNfiEw2qA2LRw5Fhaj1zHKxk1i3jytjecZsKjEKV2Gq//ZrDbVutTxX0iCQsgNS9GyyqvfXB5Z9WEAgIyebkKA1Kn6xAstYnbrrraWMrrSImZ0ILrm/p5Q/7Un6q9kFDsRxigshcfP2yCW2II+v9Fw9csII3f3hPpPuTXS0Q6W9r97Vpu+AQEuJeTkd9bEN9x3bqL0eDwej8fjWTpic4DF37F+qcM4J9L//ICXMPd4PB6Px7N0ZmpTKypO5X1bMw+/6UzO9/F+l8ec5eP9hzJGZg1hLn/0cQ5xsDq27nsbEpveeHYifqqznQQ+EcPVgxPVsZaaU39Bo9p4oGAV3AV9fo3pWhsY0A4f53dDcoiJSPy/gdjqL0mc9LSY7p+/52MZY+EqyugKh9gJi1qCxMmW9fgerIAAQ5u/rYAR99OiVWhCgDBGyOaxMNegNB4KiZEZBtRdFllxqhVjCABwza7xATFgw8nL1C8qub2Yts/GZDkAAGVUYIy2Osx9JwfY4jD/aodaMQYsvNSxeZ4OA1cEBIcxYJswF2PEzQIAxYC/zRijCKODHOIzSx2nx+P5k5JVVGbqk6+tOdVPZI2FZow45uf9etWp+I60QYAgJifKIhbHwlJ0Iqk0fCMiRe9ayrgvBjkjy+WMhRc3KE1DGXOhNSGnKgxYhgFdaxFzJCYlJlTB9+T2K1k9I7omeTll5GO8zCGBExq2Zx8NGkTHSzmOC0FKafxNWIz8R1Jp2E0YGThQ3PN+BlCVOXkopTY+R8TSI+2Bzn8DADSnTbdj4IMWNfsA2L0dge7C+Y63Zldjtmu1xNTEXgBABTPvM1zj/X7ePyPz8k9kXlmSle05I8vN6zMvF7HULmCBb1CbvriY0up5IyuN10beULWrLwuJIdbm7/yblNqYnddmUzkzs1zlfbO9oWXDcOlO4vV4PB6Px/Ms4CXMzy8vYe7xeDwezyXo2GTmgpZuEzkpOlkZFzRaf01GX3h72S4p5+LaHOJhZXjVf8eV+C2doZ5zktzO67kIRRSSSqoEAHCwOLhxsjZ+HSCI28RGHOKiDFigRW3bui654UuwuIdleLow9bW9tV3Przm1ZEJOlg2ig+Hq/t5g/66CVQhX7aoFwFSHOUnN0ZIiFtiG5Ob3rYis/CIAgObU5T2FXZ/QHG11f2h5+LHsI+uqTkU61YWPELBgBYTgb3pCvV9cHVu39di4h8sHG2bqU9dojrbWofYyymgrZbSFAgsxxrDACToHXDUmxgf7osve0uRrTj9xKhoq7l9Rc2rLs0Z2FWWEAYDAgEF7oGN8XXzjdwYLBz51sHxgWVJIVRiwiYAS3BoUg6WKVU4YxGCEEaHN37G1M9iVX+x4LkWEkhgD9n4GrIsxJvGYW+9SJ0CBhpc6tmczjLjPYcBdlJGrAYBRYAEApgAABQDMIf4QYe6yo9rvRYDeLGBx55IF7fF4nma6NrG+bJfeN1Ebfa3K+/aFxHDQIlasbJX8LnPQkXbNvraSRQxH4uS0jw/8ZCC6+l+XMu6LBM4ZmTaLWEEAiBpEryNADgBwhqvH6m69BRjrdJiTwMBNhqRwW1qbvcGhdrdDHdyoNk+2yO0EOMRvyz3UvtSDOd8QYBAwDwhhU+HUyfZA57u7gr13AgAcLO1/w4KefqvLnJpfCJb8vJ+b12dfjADt5hC3DyNunkO4ymMhaRLzDTzifpZQGr66PLJy4uhrjJQPvSFjpOMIIYNHfEbkRAMBNhrUptEGtWke4JltJl+1Ki01veoXBOFfEOJWcRxWZ+qTgwqvDiaVVIEBfF/GMu8wGwfFi2+l+5w2/fDu/PYNDnUkBBhkTiphxO0XOfGBsBjZnlKa7m/0NVeWOk6Px+PxeDyexfIS5ucXf+omHo/H4/F4LjZHJ8tLVlGY1aZv0l3jlXP1mY0aqUfO5bVFLFYWzIXuRl/L5opV3h+SwiY8vt/3WZOzss+jjNaTSur2udrMZ6tG5Y1z+mzq2HY8FnqKZuGeqBzbe6K+imah43Dl0DemKpOrIlI8G5XiLGMsKFP1iScnFOwq7HjO0ed0B3vnu5I9v2OI/WNHoHPwyOuz2sytU7WJF+qujqfrk4sej4/3TTWoTf8dEIM/2ZjY/JQHlIPFfU2z9dmX193ay+tO7WqHOuKx5wtYMHy8/26/4L+jw9e1kyJaGi4fvPFg6UBnq799/a7c9s2aq6WOV4Jf5KTfCsV9kd2FHR+yiIXLdunxA8dZZzRdn9SGy0ND3aHeL/eG+n+46AFeQhBCFqV0AQBEAEgxxjIAqA4A4aWN7NLEIb7AGDtAgTzlZxABqgDANgBgHOIzwOB+QOxWBjANwF6GAWEGyAVgAgMmU0baEOCfALAgADAEaJZD/O4lGZTH4zmhtkDnrjbo/MtWX8cPsubCP0/VxpswwhmEEAYGvoAQtGpOVSpZBZ/K+/IBIXhfUAz/v6WO+0SKZqEVI/T+idpY3qWOPhBde6fKq/tOp490de71gGEzougHoiCORpX4olYna06d0wztTTY2nztcHlrhMjduukYjXWTONWcuHPUVAs3VxKHqPtFlTvh04r9UJJSkvjK69vMhMfxJOOa+NirFh1NK48hkbeyhoBh+62Bp32WUEQCAK5/4/7Hep/K+zrHq4fvT2txfam69HYAxi1gJwsjTVu9P1cdBwlIGIVyCxysLUQlLTn94IK1wyq/CcvQbixlDUArNipwkVI0yq5BieKw4HNZdvQUAnn+ozEOLr+2tKu+rNvlalLyZM1zqZAUQdrjgXp7W5+bCUqQ5IaciDnX+NyxFvnTs+7BUckY2OVOfvDEohg4IWPTxSIhbxGw2iBEBgGs0F64pWUWY02Zqvor/3jZ/171dwZ4vLXXcHo/H4/F4PJ4Li7fC3OPxeDyeS9ScNtMzXh27uWDm35M3cx3n4hp+3p8ROHG7zCmHA0LAwgyjil11Ddfspcjptam9sk1u339N23XPeMbgeHHk+ZbpvmnCHr1Mxr65qBh+eLY+vb7L1/P7UCDcddfcH25x6OPblgaF0HhMjv24K9jzpc5g9ylXRA+XD15WNsvvS6kNV4alSOjO2duFil0Wjm6jcGo+IAZ+ExRDtzcqTRwG7preSN87AQAy+kJD2Sq98dHMQ59x2eKfHTapLYc5jP9reXjlt9oC7cbRxw6WBm9c0NNvKpj5G8t26biTHCROqsWk+P9r8bd9Lakk61kj8+bRysj7G9TG8mhlpMemFopI0XrJKvqPdz6HeNYXXvYFzDCY1Gi1iPXyOW1GONXe9h2BrsmByKrXN/qaHlr0YC8hNjFfgQC/moCrcIj3IUDLXOY0weMPsT1nj4YAZTDiqggQwogTCHMtxtgcABIZ0M0IIR4YVAGYDoAEhFAaGNwFAEMMqI8B9GOE93OIf5ABIxzippd6UB6P58QOlg6syZuZ11DKlku8FMkbuS0Os0Uf5y+KvJSLiFGnaldKFIjZ7GvbF5ain4rLiQt2xWjZKm0aKu37dcZINyJAsDa+Kas59Z1+PvCv7cHOBxbZBxeWIgQAYKo2fm3NqYbDYvSRFn9b9ti2dafWThmdCYqhJ7Pi07XJj+XMzF9N1yc6z97Inl3Wxjb+VHPrmbic/E7NqWIECFFGscucN9adWn/JKq4wXKORneYC8Aa1ud6kthwqW8WmmlMNUEYkgxiC7mqnvJ/gkcAa1KadKu/7SUSK/qzJ1zJbMgtBYPACjdQnwlJ0z8lKm5fM4hVz2vQbRE565WBpb/zoYwgwHBnLTa0vJbsL213NqfOrY+vJvsJuHBCC+kB0tThTn7yHMjrSrLb9ISxH7oBnuAL+mZiojq72Cf6ZpNJQAgA0U5tcljbme21itrqUJCmQIGOsgQIVBSREWv0dP+8O9X0NvJLtHo/H4/F4LmDeCvPzy0uYezwej8dzianZNckkRkPezP3+4YUHVpytfgUsOn7Bt0/E0n6VU02Rk6xivRB0OGeF5ZoDJjX9xyZaU3zDY53+7k8ZnGGmtbnrOczbTWrT7gZf00ONalPxSLsFbX75nvyutxJKaUpuKMT9iR93BDonjxzPapnGqezU3XvNncuPjSvAB6vLpYHDYkBsG6uOHA6Lkd/0hZd9NaEk9WPb7sxue+9odeSvRCyyG1pfkPcLgecdOVY2S3dlzUzTA+l7n3KNzkD3HGFk2nSNBYRQcVl4xTfm9bmvE+oeXhFZ+VcMwUBGX/jG7vyOTYQtrgK9yqsTESn21b5Q/393h3prRx+r2hV+b2H3V0crh99MGOGOd76IRS0ohm7rCvb8BwA4NrE+EJMTfWPVEUl3dU7iJJUxFq47tVDZLj1tRfrRmtTmkbiSfH3VLt8yWZt4w9HHOMSDgHkbI47YxJJd5qLHry+xqxquebQr1HO8VVOXNEJJp8PsKzGgGwAQjxBuBmAUAFYR5sZP2YFn0RCgKgJUZMDiACjHgHY+8bqGAM8ihHZRxiYQwBYAxhgAAmASAPgBYAwATWCEhhHguzHCacroah4L25Z2VB6P5yS46drkp+b1mXek9bnw8RoIWKAdge6MXwgcComRmyNS9Gm/6y8UmXo6Sm12I5Lgpon62LyAxJmQGDoUkaITCufTMUZFi5hMc+u02df2lETjSOXQK7PGwj8FhOAfVsfWf+ioQ6hsFZMMmB6RYjU4joOl/VdljYVP+YXgLzYktnwVANh0fXLtVG38lWW79PcudXzHO89zYgORNQ8Q6lZLdnGTTaxoyS4JZzPPuiFxWXVX7rHgqSYsnggGDBInzwtYKKm8D/t4v+MXg0rOyPyaMPegXwjMWcQMOdTxJZUGJ4yjz3XAXiXzcpYhCD2aeeAym1rH3ZdewhKzqPXE/Z8IDAAcakNIDNdicsJROMX28wFOFfy8Y7nTiizf4hcDj5z5u3HWIfCS4h6Px+PxeC5SYnOAJW7ZsNRhnBPz/3T/BZcw90qyezwej2dR7pnaisNSANY3DCzZygHPKaHxyujrpuqTX56uT0aPrLY+EyIWLYVX0wCwU+GUsYSSmjVsw1ew8ptKTunPMnThTw9bj8kRc8CRdn/nQxE5uqtFaZ05XD70/sOVQ9ceSSan9TlQ8mo95Wt4oC+0/EdtobYfKryqdQS6r3g4c/+WslO0ebzmJTnIbeUE/LGoHKvl9dz3j5csBwCoudUgJ/E9PtP/h/WRzW9rDDZWj9fuYGnoo/uKez9Onkj6TlTHZ1Nqwx8Hi/vGm3wtKyeqY+tmtZmnPUSerk82E0aaAQC6g73ThBGIy4m5geiq1wAAzNSmP7grt33TkRKnPt6nN6hN8xjhezVXGxawwFnEXGa6RjMDMIJi6Pedga4f9YWX1Y++jukavtHqyJvyZu7VY5WRq0700DQiRXf2h5b9+crYmrHd+Z2rD5cP/brmVHsAAEJiuNzka3HntJlg1a6cNFF+BGU0HxSCGQHx3647dZMwgkQsDoelyN4mtbkyU5/uMImxSsBiq4gF5hf8+7JmrlC2yxOn7v3SwxgrA7A3U2CEQ3yYMJdihDEwNoYAiezxkt+es4ABCz7xfjIBCyXG2B4GzECAMGVUZ4xFeMR93mHO9QBsDQCUAFAdAVpACIUZozcD4JsxwiZG3A8w4rxkucdzgao7NfFw+eDDeTO7GiN8wnvNoBBybWKTGqv+sSPQfcEmywEAHHDelHZnP1DUCjZjNMgAhLyZcRgwFQAMALAb1KbRql0ZGa0cHuwPD6R9vPqjgBiye0PLftEbWvareW32isHi3vfkzdyLekPLDjT5Wt4blqKZk13XJna3S92pklV42Xh1hHQFe7/W5u/Y0+bv2PPIwv2rM0b6JefnHbg0+PlAhTIqzumz1xmuprT42y2LWlh3teNOajwTRTPPJ+SkU7ZLvE3t065WQ4GCQfQmg0BT1XlKwYX3AwBkjPSTL2SMNPBIcEUsFsJSJNkfXpGISrH6gjF/3PuXI8lyAACbPr5gvSvYa3YEuqUFfU7jEEcoZVxZL2oq7+8xLfM3ruv8JKxG33W64zjbdEeTqk7ln2frU20mMaMOtfcKWJzkMV/BCFsc4iyMsIsAu34hUAoIwWpQDKUVXjWXOnaPx+PxeDwez/nnrTD3eDwez+nwZuhfgApmPjBZG391zsg9t+ZUX1axy8qpzzqxmBwf7A72vB8ATUxUx2+xiPn8mlPrX0yZSZmT3bAY3Vl3au0Os1MAiFjEfMoEvQAfMLtDfXMCEn8vIjHiFwKbDdPQArI//Lv5X3cCAPiwv7wpftnWoBLcVtYrxT357Z+osmrouNfEsr2KW/ejNT1r33iy2Caq441TtfFfjlZHLjuNt+MpQmK4WndqgctSV35leWTgPQAAaW3+z+6dv/OHuqs/WcKdQzxbHVv7mQ2JTf+0mH6HigeuWTDS/zlTn1rlUOe4K3yOCIuR8WuarrsqqaTSg8X9X96e3frukBQuFsx89HTG0qQ2z7f62x6JSYlv2NS6wWXkt0DZkM2sQNWurZjRpj5Wd2qbCSNPeXDrFwLlkBga013dUjh1Ykvq8j/G5Pj/ns61L2aUUc6hzt9zgF4MCGQAHEYIYi51AwzooiYpeM6YhQBZDKAEAAgBqnGI+xoFVmWM/hUDejkAqAAAGPBBjLgKQjjLIe5l4P3u8ngueJpTFy1i3nOwfGBdwcypx6vaklQarO5g350yJ788LEUviP2TT2S4PPipodL+Rd0HAAA0KE3TyyIDb4hIsfuPPba/sPuKeX32xwk5tTOlNrzq6BXpVbuCp2rj314w5tciQAvdwb47O4M9X8gZWS6hJCkc9fk3UjnUWLaK30/rc9edqIqNZ+kEhZALAKjqVC7of5sWtW28SW0FGSuhsByJ5bSFXN7KVSVB4iWqyAjQgqRI/4uB/8+4Ej/zGbxHmdOm8bGVGE5mT37H8xmwTYSRnEsdTeHVvxmvjlx9snMQIBCw4HCIzyOE5iROzvp4X95wjTRGeFrh1YkGtfFgs69tCrz7Co/H4/F4POeBt8L8/PJWmHs8Ho/ndHgPBi4gZasU2V/c+/d5I/dnBSu/7Ez7afd3DJWsUkHE4oGAGNi5PDJwa8WupKpW9YUC5p+TMyv9i+3LJCa/YMxvOeqlJ+81AnzQ6Q8uK7uua5atkqo52ptyVua4ZUEHIiuzcX/iRRW73D5rTN12omQ5AECUxWeWdS5/06li6wx2pQlzv8dhfnuT2nLD9tzWVN2pHXdv8BPpCfaOc4j72+WRgYcBAEYrI+2DxX0fPpIslzi5EhEj34zJ8T9uSGy6azF9DhUPvHmkMvz5nJk94RiP8PG+uYSS/FTNqr7RJrZed+rmDa033V22Sv2H4ZBYMPPH3av8WAkltTOhJH/BgEUm6+Ofj0jRRFqff2NfqH8uXZ3XmnwtAZc5AcroRMUuB/NmLn4kcVF3auG6U9sAAFDHtU0LevremPzsqUTOKNvMITxGmFvnQJAZ0DChxMeAiRi4WQqkZaljvIRJDIAhgABGXJEwt48w9i8AcCdG3MOYCX9DEemljP4NRtwqBnQGAf7xUgft8XgWxyf4HZMYsayxoJ6oTdZYkHjEC82+Nl9Yil6we5cDAPj4wO0Kp37IIPqikp8LxnybzCvvPl7CfFVs3SMiJ75ruDz0Gw5xt0bE2DtUwZcFADBc/Z96gv3XWa51j0/0J2fqU68hjPzDRHVUp0BtBKjOY357SIz8rtnX+nBSbvizRqW5M2MudLnUDdvUSvl4/9p5ffZ5DrVP677Ic3ZVncpF8YxuVp/uypoLBAAwj/i8gIV6g9psUsYsVVFb4kpyDQCsKenFv9Wc+uU+wZ8+VZ+ngE4nWQ4AQBl9yaw29Q4f79/DYV6qOdWmU53DgIFNbQHAbgyJYX9SSe1Ued+Pi2bhL2xqvTIiRZMuJepkbZzTnNosAPw2rc9dzoAhBIgAgIMRnvHx/jmfEFjwC/5dHYHuw+D9De3xeDwej8dzUbgobsY9Ho/H4/E81Vhl9KUL+vy7a05tY8HKn1EJ6KAQmojL8ds7Ap1f7wr17h+rjARGqyN//mjm4e/V7OpLXOae1dUtNbcq7ChuS5yqHQIEcTlZMFx9gKPca+eMmVUna7siNrBP4qRFPYjqCfV9oyfUBwCAKSOffiB97wcXs18kRhjWxTdOB4XgR7tDvQ8BAMxrcw2aU/9JVIrJcTnxYN2t7WhSW76zKrbmwGJiGa+OYREL/zFeHX2+7uqLuifrD6/4fFJJhYfLBztMYjwnrc/3DRb3wZr4+sPAYFF7kvaFlk2EpHBupjb9ggVj/pqAENSHywfV9kDnfbPaTDAqx/yDpf1dWWPBL3MKo4yAT/BbVbsitfraKiInVZJKso4Qhpn6lH2oPPS6kcrwi9fG1/9jR6BreDExXMwIkD4EEOMQ30+YE8QIa4/vsQ2AECpjhnUKLMEhnEGAm1zmeCXaFwkBzmOEgDAaeGIv8uNgMgOQCXOjAAAMWBgA/owyUqdA3ogAb8UI/wIAfRwAJRGgB8F7UO3xXNAGi3tfmTHSn1B5X5VD/ClnYFXs8rXLwgP9AHBBb7PQ4m97ZEGfm5vRptoWe47uarHjvIwnqqMvypu5VxNGwCRG05Fk+Wx9+sax6mEsYvGnUTm+O2dkOgVOmJmpT72g7tZfd9TH38aKXX7HvDbriJw4mpQbxvx84Mv9kRW/hCca8QX+VTkj81c1p3rzme6l7Xn2sKnNAQDYYMeBQLxSqQAAApVXpyJibFez2tYocSKn2857fIL/g4vpc7Y+FQ6L0Ssp0ANBMTR15PWDpQOwPLLytOILieGvRKToQ0mlIVSxyzfvK+w6rQmNFbscqDu1vwGAtxJGMAIEFbtsx+XEr/pCKzaKWOzNGZnNNaf60uOcCwCP/50yUjk0LmJpa0gM39UZ7PlpSAxf0FtJeDwej8fjufBgdNo79njOkJcw93g8Ho/nItQd6vl1d6jn1ztz217kEPs1uqs9V3O1hsWen5CTj6yLb/xEW6D9DgCAxzKPvGSsOvpV3dWWfHVsf2D5Xts1P1fUSs+vkeoWxoDACe5Z/HzAwRz3yBlchjaoTR+/vvnGNffM3XHTkQfDbf6OfFAM0cPlg1Gb2ryABbcvtOxw3andKWP57u5Q72/Hq2PJmfrUhzRXe8G8NrvsJe0vzy/oC3/oDy8ncSWxqGQ5AEBCTgppfe4VC0a6Y9FBA02GxNBHRU68d6I21ocAAwUKu/M7+hbbR8ZIJw9XDnUe+brmVFUAgPHq6LVBMVQRsag3+VoqVbssmMSQAABs25YAAGa1mVBcTuCqXVEd6gBGeCIhJ8sxOW7ljdyLFU6pyJxSD0nh+vGvfnEj1A0jgA0AsJYyghgwlTCSQIBsADQDAFs5LKznAATGaIPLnCACnEcALgUWBWBeyfaTYEBjjOE6h7hZBEhymROFJ0qsn/pc5gcAP2MkxCHejwB2YsTXGbAxAJg8l3F7PJ5nhsN8VXO1rsVuKWMQQ9qd3/7DFn/7S3pC/QfPdXzPADKIflq/DyVOto7+eldu24dyZuZduqs9uTpWc+uB8crIspTaNJw3s8+p2OV/IMwVFox5UHnfEI+FhzDgxPHmCrnMEVzXWT5ZH1sOgG5eMOYONPvabuMQ96ve0PJ7YnL8gOZou2tONcmA0ZJVeG7dqS36HsPzbMdAd7V23dXaM0ZaC4mhBxJKqmgy4yd+IfgjBPD7k22lULJLrx+vjr40LEX/u9nXko/JCQ0AYHlk5WnP4NDc+uen65M31p3arf3hFa/tC614yURt5ENVp7JisX08sS0RenxkDHy8f7bF164bRH8uAnRV1am882TnM2DAI75peWSlb7QyfPlMfXJdKLr2PXCCiXynW3be4/F4PB6Px3N2eXuYezyeZ6WZ+qSaM7OvtxyrEyizOcxFdaLjnnBfJa6kPiVzsjfz2/OMjFfHcFew+7w98NiT3/WPO3KP/euxrweEYNmhtmoSUxSwQP1CYFTm5J+tiKz8j85gdxUAoGQVw9P1qRsUTtVKVuEfJSybETG6+c7528Mc4pjMKQs85rMKr/B+PgAc5eKTxnjCItZJ99o+UxInu0EhtJAzM6dM3q+LbCw0BBpf0+xrufNMrpU1Mh95MH3fR0tWUQQA6AstO7w6tua1FavaP1Eboy3+tsd6Qr0TTzRHe/K7vlkw8y+frk9Gj5Qo5xEPDABuart5VObkvw1LkT+c6rplq7RqqHjg50PlA6f1EFrEkr06tuZjYTHy86pT7a7Y5X8cLh+87jSH/Yytjq6tdAa7K/ParDZZm0i2+dsLQTF0P2IoZblWLWMuNBfsfBgD3uEXAtvWxtf/NKEkq+c7zrONMKIS5t7NGF3HjloBzSH+jwjQeymjr6dAujDiDiNAVwFAECOuzhjtcZlzylKgnsdh4DSMcJoBG2OMpTDCJgNGGDDEGE0wYL0nOhcBGgWAJIeEH2CEUozBDkDs3znEew+gPZ4L2O789tfmjMwHeCy0dwZ6pma0yYDm1NqDYng2ayy0H+8chVOnUmrj36+Lb/rV+Y73VHJGJjCvzX5qVpt+j02tU58AABInayvCqz7eEez+HABA2Spxw+XBb8zrs28+tq2P95sD0TWfaPa1/utQad8LimbhHVWncrVFzDMsqY6ARxy47E+5TL8QHF0dXXfjRG30P9P63M1n1q/n2Y5HPAsIoT9SILM9wf6vJZWGGYw4S+TEp90XztQnm0Yqhx6t2OU2hVfHZU79RVSKPtjka707Liee/Pt8ojr6j/Pa7GYOc/0Otet9oRVJhNBQxa48yFx3U8kp25SSakiOtJasfL9OdCEixb7fHez76Vx9+hMptfEFDy/crzI4/VuDiBg1GbCqRayoQU5dIQojDmROrlNGbQ5xOQ5xwqbk5bhsle8kzN0XEsI/4TmhGBRD3n3KeTJTn7wBI3xfs6/NWepYPB6Px+M5FbE5wFLvvKC2+T5rZj9y3wW3h7mXMPd4PM826LHMQ68qWYVPGsR42p7PYTFqrYmtf21Ujv9yKYK7kHz/wK8G5mrZV61M9FrLY93/E5ICRkKNlpc6rgvJ0Unx850gP9b98/d8Y6Qy/DcAAAqv1nnEHQ4Iwd91h3p/XLWrvQ61652B7v2NvqYCwPGfDg0W9/fN63OXBYWgmpRTsbJTdotmoalsl4LNvtbVBSPXljbm4wgQXAilOpvV1t2dStc3lyVXfO1M+zhcHr52ojr6QYtaZru/c6vKqz/oDffPHt1me3brW2bq06/0CX7s433aofLQy4/XF494uK75hjvbAx03nuq6s/XpV27Lbn05j/k4AEQd6iQJdcM8FipFq3DC0q0qr5Ya1KbRdn+7uLewJ1yyiu3n+98CAYYGtWEhJIbNOW226brm51UOlgaNgcgqQXO1+mBxvzivz7b/qT2CLckr/t/K2OqTrsK5WLjU6UcIdVFGlzNgGgI0DAxdxmHu2w61XgOAbkaPJ8odANAQwjGXOt0ATGUnLDPuWQwMXBUj7nbKSI4BTSLAGyiQ7uO15ZH4oMvsKyWsOBSowiFu6T+0PB7PqSAA4A6VDryGUvbOgBQMAIXawcr+lObWOx4//NQfZYwwiUmJ77b62z/QHugqLUXQRztcHurMGpk36K72Rs2tHzfRfzIhMXJ/Smn49EB0zV05I5McKu1/s02t63VHu54CfbIWIwYMCaXhuzzi72gPdO1LqQ3jRTMPWWNhQ87MXmUS4/KU0qhobr2jZBUbLGKe1vYgMSl+Z0AM3d7ia//P4fLggzkzc/npjsXjOZaABSskRr4WEsO3NaotDyWUJDm2zWBx74sKZv5HBSv35PesiCWNx/woBjyLEOJ6gv2bh0r7Iha1EACAwqnMohaijIDEyZWEnCyKWBpt8bdzdafWInFSy6OZB1S/EJjVXa0FAQLKGJxJwvyZColhKyAEScUuCz4hQDYnrhB257c9Zri6znPirq5Az2hKbfwWeNvJnBOz9ekP7C3s/Bce8/uiUuwjm5JX/HGpY/J4PB6P52S8hPn55SXMPR7Ps8Zgce/atD73yZpTe/GRvz8FLLo84nMIoTSH+MGuQE8mIsc+HZGenYnhWw/9oe/+mW0vTqjRv7hv6rH1DnVxcyBlv6Lvxr1XtWyYwAh3OcS5vy3U9P6ljvVcSGtzXKOv+WkPbi4GD6bv++eCmY8nldQfl0cG7o5I0cUtZwKAh9L3X10w88+1qX05YW4XYbTBJpb/yArqC9EVwav3RsOxFzX4GufO1TXGq2NY5dXf3zn7h+stYgqnaq/yan1tbMPbVkRX/uhUbWt21V+xy59Z0NP7CCN0eXhgF4f5A1W7cv1QafDdNjHX2cQChHBBwEKeMFe3iN2AEQ5d3XStsC2zVZrXZxddgv9sUjjFtqglUEYRj3hIKg2loBg0JU5C+4t7Gyij4ON9maAQPsCAomXhFYWyXVogjJa3pC7/6FLEfC451H4FZfQfeMx/lTK6AwD6MXDtCKH1lJF+AHAZ0GbCSDsAnJOqDJcSDPgwBRYGYMk/vYpmEcAhDvGYMQYc5l+CEdYcal9DGfkZA5Y6QXeuiOW9GOEL6g+w4yHUjVGg/wIALQIWX7zU8XieznCNNwNlBYTRKABcjxB+jDDnk4SRhIilHRzi/pbHgg0ArO5Ub6CMvoowd1LAogsAP/YLwdlTXMLzJ6ju1ISh0v5/kLB0XaPS8lmbWZ9ECHXsK+yMmcR82uQjmZOnVd5/a5Ov5b97Q8sOL0XQAAAztan/OVjef5Pm1hNn2gcCBCrvO5xSGn+xJr7hwwAA+wq7Xrygz/+H5tb7j20vYIHF5aRZtSsGhzhrVWwd253fvoAAVXyC/56U0jhfMHPvWTDSK3nEuza1Trk9SIPSdNea2MaXGkR3y1bh/SOV4TcaRO850zF5PMdqUlt2JeTkoZpb+/ma2Ibb4KgEcdZY2H+guHd5xS5xz+QaCBAMRNfMlKyib06bjj7TmM8mvxBwm9QW63DloC8kRsiRsUqcTJaFV46GxPCgQ+13NahN6aPPO7pse9WuCGWruKpg5VIYcX1lq+QDACcixUIIIZFHvFVzqsM84vIhMTLfoDYf9gk+cwmGe8GoWOUHqk55047cVhkBZgEx+KNGtfmjKyKrxpc6No/H4/F4jkdsCbCGSzRhPvNhL2Hu8Xg8S6ZoFiJFK/8XWWOBipw0HZViszE5MRYSwwY8C2Zwf//Abcub/anXJ9Uof7AwPjVVnVuYr2cDhmsmdMfs1x1jY9Esr7KIgxv9SffnL/tPfrqantMcfeK2w3e2/nHiofZ/v/YD87pr/Oih2V3KUH40KvMiH5aDLW9f+xfiPVNbH7q2bcsnl8W6iks9Vs/puXfurh+PV8f+YilWWZwpH+9zr2+48Z9SgYZ/Oxf9p7U5VDDz/7c9t+2FhJ1wq8Wj4vFbVzde+9sWf+urYRGfJ3vzuz89XD741qpTSQAAtPrb06ZrGA51BJMYQZOYIQ5xQBl92mr+sBiZL9ulC668t4AFGpPixRZ/2wKP+Np0fbJGGEWUkX6Xuc6GxOaf5YzMuMKrYQxoJ2F0dlVszchSx32GkEPsTQTczRi4GYy4QwAQQgAFDvPjhJKNDOgbEaAqfbx8u0qBbAGAU068eDbDwE1jQN9zwV0PABQAIQCQEaAkA7oSAbI4xH+dx8L7jpxjEWMrA7blqT2hfQBsNY+EMgDaymP+pvM6kNPkUucdCOE8Bvw7hJC3JcwFwqG24LjuBgb0tRijBxhjGcbQdQjD9bpb7wVgaYlTfIzRgsSpt9Sc8ssRQjcF+ODVLiM/NYl+NWGE5xCXEbD4A4uYPsLcoMr7fxQQQo/As+De82yYrU+3hcVI2aLmJ0YrwzdnjHSXiEVCGEE2tZ9WDplHvK3wvt/JnHxnRIpuH4iu2XE+483Vs98Z04bX6K5Wsoi10iTGiSb0nBJGmMakxG2dwe4/a/a10ZyR5Q5Xhr5RNAuvcZmjnug8AQvg0D9VGvbx/oxfCFRkTolKnOQerhw85YQ7HvGsI9Az3iA3ZRes+QYZy3fnzWw8Y6RfdiFUGfJcOp6YIPKoT/BPypxiRqXYJ2VeuWFr5sH/XurYlgoCBGEpmseA5xnQR/xCYMovBJFFTGa4ekrlfS01p9qtu1q34eoBl7no1L0CiFgymn2tmZyZ2c8jflDlfbtTatMDHYGuhapdCWtO7c8ZwCMqr45ixG20iBVJKMnfwiX2+2pem33xaOXQSzjEYYy4TG9o+c/jSmLXUsfl8Xg8Hs/xeAnz88tLmHs8Hs8largwzt8z/diNz2nd9MKv7/nJdUP5keUtgUYyUpo85V5rAI//ob6YB2Iv7HpO6UXd187rjvGdBn/iq13h1iMrm4/UzcQAgKcr6fBoeap4fftlF09W9hyq2BWxbJU/ojm1H66IrlyylVAAAFW7kpytzXxLd/Wg5VqmX/QJEpbFtDYfVTlfVSNaXqdakTB3QeSkeQEJ2bgYz9TM2iYXu80Vq3IlYW5XjVTD7iKSy2dLm9yxryPQeUdICT1f4uRrwnKkfGybvJGLmMR8UOXV70Tl2BcW23dam5eqduW3BjHW78pvj1F26m/bJrU5sza+4X+afM3/eKq2VbvS/vDCg/vmtJkTlkjlEM/IIh+AnY7lkYH6isgqjjJi3Tbx8/DZfPDd7GspGK6OqnY1tCyyYtQmdgUBCljUkmROlhiwStEsiDkz2yNi0fQLgXvicuKea5qu+/xZC+I8cKlzA2Hutxmw1mOPIcAPMqA7OOANABQDoBLG/HMcaisAbEmqAlwkMgjwbRjhVZSRDgasCQBMBKgMAA4AKgCwnQjhP4pYuvXISTa1/pwx+s8M2MCR13gk/MBlzl8iwIaAxVHG2CYOc4uuuuF5drOIeQMD9n6XOp0c4lUAmEGA5jSnthwDt5sgZ5nL3BaXOkmZU36j8v5PmMR8l+7W/1rlfQ/7uMA7Tar/ruqUW2VOrUtYPsxj/vailfsIAwYKp6YpowgA5v1C6LBLna8HxfD9Sz3ui0VGT/chhOI8El42WNorJ5WGNYS6u3jMbw5LUUHi5KaqXa6arsmLnFgOiZHLw1LkvJXMKVmFVwBDKcu1flZ2i+85WNr/z8+0z+XhVa9aFhn4xZGvRyqHeqZrE9+qOpXnPNO+T6U/PDA0XB5a0aA07ksoqbrpGkPT9YmXWdSKn+tre56dBCzoCqeaJjEiNrXP+n2w56lkTrFU3rcbAfpNUm348bLwwOSRYwUz7+cRHwhJ4XTRLKzHCI+GpcjT9p6/2B0sHUDLIyu9h+Mej8fjuSB5CfPzy0uYezwez0VuvDzzlwHRd19BL+ODxbHNd04+3GK45tWrEv1XXtG8zv35oT+YZauWPFycDJyrEtttwSa7yZ88+JcDL2FJNdbSHEjFP7f1WwtDxbHhilXrRYDCQclPVsR69l/Zsn5fkz/FInLwg0HJf8n9wf0ENF4dQ37BLySVlA0AHAA8JZM8Wjn83sHi/g+axKRr4+tv6A8v3780oT4FKpqFy6JybBs8sZIgrc031JxqPGdkYy5z/U1q82RUjs3b1PYxxtYwRg8ihMcJJR+nlF6brWQ692q7Ws5bwIBAwAJcG3/unCr7/x/PcyNhKXIrAMB8bf6FTYGm35eM4mtMy2CN4eafLKbPh9IP3JI1Ft5QtApbTt36T3jEw42tNw1KWHpPTEncfar2u3I7rl/Q5y/3Cf43V+1KqVFt8iWUlJXW5ljOzHZU7IpqEuOUK5IVXnUMV1/UymWZU7TntTx/zKH2ARGL/XfP3Tmgu5q8mHMXS+VVtyPQla7Y5bBLXSdjLERFLBGH2hwD9sRKIrWi8r50e6DzUYTQQ0EheHdnsHvqbMZxLrjUuRYA+iij4xRILwAaQAAxAGhlwDYCwNFlgvcBwAgGjmGEUy5z1gOAbwnCvhhUAGAMAZ4BYHEAoAAYscf36z3EI/5nLnNLAOz9AKiAgZvkMf8FjLALAECYiymj1zNGUwBIwAg/CABhALiRAfuNgMXBpRua5wKDAIBZxAhKnFK1iJGSOCUDAGARS6aM3GwTy89jXqKM9lFgKQbkWmBQs6lVc6i9GiFMCXMVDJjEpOR3daIFNbf2agAAmVOmAMB0qNNGmKtwiLNFLNsAjJnE8DFgx9mWATEBC9sUzndbSIz86/l8My5FZavYSBl1EEIdwKAYkWMT8MQ9TcUqhxaM+Y+ltbl+hVd/2eJv/X6zr805RZenrWDkV1BK/5rjuG/PalP3j1UPn/EqcwCAJrX1V1tSV77i6Nceyzz0lXl99l3PLNLFE7HoLAuvuk1Agl22i/1jtcMX1IMtj8fzzPFY0H28/9aEnPzCqti6fUsdj8fj8Xg8Hi9hfr55CXOPx+O5yBzIHcZVW3v71vk9mxROXi/zYuPt4w+YNVuLV+26cqTd8zuvsu6dfkyyyVl/DvgUcSUCVzSvszHCJKsXsOFasDsz9LS9JY9AgODq1o2u5hi7BMzNlMxqhjIa5BBH/3z5C9WUL37rmuSynx1pPl2ea6zZ+l8NFUZLJrGJT1DsrnDrbWtTyyvndGBnQHPqvrJVfjeHuH6Zk2sFq7C7xd/6ZYc4/+AX/V8HALh//p7nRKXYS4tWoTcoBNfuKexu2ZK8/CUroit/e0x3uGgWPgIACZe6jXW3/uddwe6zvjp/X2FPR0ZPX24Qo8elbithbiNlrJUxGqLA4hYxn7KXOQIEHOKAAYMgH8r4cWDBQXaqaBcajpQPX4q9z1cr6zKtwXbFAbswW5051BPufYSX+S9H5VjtdPqZrU+/7u65O7/vUHvRe00n5KTZF152KG/kKhWnPLMmsu7HrcH232e0hfUpX8Mpy/vVnXryUHloTdkqbUQA6VZ/e26wtP9zAhISDCBjEF0XkNBWsPLJ450fFiNVv+C3ZE6ppfW5pqAY3mdTi6eMNhquHjOJ+bS9Spt9LXde2XDNCwtm4R8RoMqews735c1cx2LHfCaa1OZhDnGAEHI4xOfa/O1TGOHYI5mHbuQQ1vvDy/9tQ2LzOSmxf7Y41H4DYe5/AUDgiZdKCNAIRtxngcEoBfo9BnQ9PJ6UAwQoc5L9tT1PQICKCNAEA1ZmAHUANgoA1wBAAwAcRIA6GbBeANABwAKACABMAsACAOwFgHEANI0ARRGgIgPaxyF+K4+FO5ZoSJ4LjE1syXSMD2KML2dAdyPAqxiiFY7x3zeZ/mkRSfcxYDsIuG+njC1zqRNReKVIGNV5xP8UAfqLop3rPLpPCcsTKhfYWXEKz6VAI8e7LkZcCQGyCXNTPBJ0mVMnHGoVCHNFBpBCAETk5J/IWPmlyMmDwuN7oHvOEc2pdxWtwpf2FXa9wKaW4OP9BxRe/UlUiv12ILrmnCSHhor7vzVdH7/ZeAal2cNiZHd3sP8tbYGOXQAAs/XplfuLux8wiXHc77tzQeV9s92BvlHNrYfHayNrz9d1PR7P+dektuQSSuqmrmDvzqWOpWDk1lWccpdNbM0n+GeCYmgiJIa97Ws8Ho/H86whtQRZw7suqJzyWTP9oXu9hLnH4/F4zgj65eE71tw39dhzS2b1hdO1+etdev6TkseDAIEiyMAYZYZrPaOyeQovQVAKWE3+5GDRKJct4nSKHN9subaQ0QtP9r2lcc3k32/664+2Bht/AEu4p9qClubzZu56g+g3hMRw84KeXjevz/UAwLif9+8NS5GJ7lBv3aXOREbP5NP6/LU84l43p88+uQK7I9B56OrG69ZKnPRkueCcke0tWcWP2dR+nszJ0z7ed0ujr3kHAMBUbTIUFIN+BAjprk5CYhj5BF8azuB92J3d+eJ9pd0/c6hzVlcYn08xKV7sCHTWdua3tzfLLWWNavK10ee5INHlcTU5CwAwXh3Dx0w2QLPlmbc5jrNWUqXvALCrmnwtXwAAyBnZdXvyO2+fqk8u6sG2iCUnJIa2x+XEnS1Sqz+gBHdFldiPTnccB4r72nRHW2tRK94d7L0NAVQ0S/8sx+GiyIm/zxgLGxCgFs3RRx1qt1jUyjX7mtM8El5nEuPmglVgIhYPNPtahmfrM5s5zD22KbnlPTkj16a72rWaU3/+WHVEAQATI86OSNHvrYmun7KptTFrZm5Y0NNXJpRkZLRyOFCxy4vatuF0KZxiGcSQolKsovK+kbJdbKg79Sd/FnpD/Xf1hfpf0OhrvjA+3I7hUqedAv0CMFjFgLYxYEdPDMpjwJ9CCG9DDBUZsAQF9h4AiDIgIgB0AMDTyrd7nqYEABEEqMKAhU7z3DIA+h0G/BgAHBQ56W64xPbc9JwxpJv6FRS777eoscZhjipjda+AhVsRwq93XfcXgNhfcpif19zqMgkrBxGCKytOKQEAIGCxwiFuxCbWSgr0pL8vBSRmZF7NMkYph3hZwEInACCTGEMG0doIIxGMOEPCckbmlP2U0V1P7HF+h8hJ4/DE9+y8NnvNnDbzch7zd62Lb/o9nKPv5Yye5lJqIwEAmNOmcbOvjR7732fLsX2ei2ssNo45bfbPRSy+vmpXJM2t9TrUaVR5313NvtavA6BsSAg3KrxyZ+Q0J90dB78rt+3+nJlZobta+Jl0FBIjv2lUm9+9PLJyCgDgwfQ9P86b2b94hvF5PB7PccWl5N5l4ZVvSajJHef6WvsLuz+SMdLvpozOcoibS8oNGcLIYzEl/qNWf4e+J7/jhqyR/jfN1daJWDIEzM8DoDRCKI8B6xzmJ2NSfFdMjl+hu/qEj/P3Ttcntsq8klF41eUZ75exmlIFtV0UhB2aq+1MKKn0uR6Xx+PxeDxng5cwP7+8hLnH4/Fc4H526Pb37MseevXDc7uuONerxS8mLYEGe31q4FG/KN91bceaCYy4QZOYPEYYrYmt27Et++gKHgmN6xMb71pMf2WrtI4Bm3CITTFwEYc5n0M2yoAEH29QG/NVu6rkjMzbGbBmmzjPsamZHa+O9TBgbTwWKKN0KKmmZnVXt0pWUSHMHTBcs/vqxmuHF/R5Olw+tJzB058LdwV7Pn998w3vfyKGyMHS0KcDYuCGQ6WhVEAMLPSG+r8SFiM/j8qx9EPp+185q838l0OdGKGugBCiCBBWeXVS5f2/XBZZ8bmuYPei//gfzO3/233l3f+quZq66Dd+CQlYZOsjG+/eX9m7SXe10BWpq78R5EJTNbf6mO3YNxFMsECFxqQv9alUoOHgcbpA6drcZXWr/s2HcvcPhKSwsTG0ZYzjuTeJojip8IpdtasxQsiHM+ZCtmjlXxoWI4Hp+qRatsuxYzvrCnRX2wOdQzE58RbKSGFem/tRGIWLPC98lOf5SFxNPAJnmOQwiSkeLB54dKw62msRUzWIwQEANKpNwzKnZCxiTgtYVPvDyzoFEPaJnPTDmBq/EwBgpj4dTmtzH4hLyeUSL14XlWP2gcK+0YAQ+tmy6PIvPbzw4NWM0hdJvJTYlLzszcOlgy+VeaWrUW367I7cY5WKXRbntNnwmcS9GHE5MY0Bz/GYRwklmYuIsb0T9bFiRIwMb0xu+f25uu4z5VLn8xTozZSRbgBkADAfRlydMhI4uh2PhL/msfB9m1p7ANAkY7SFAe2Cx0uEe84uAgA6B/x2BOgOQPBTHguTSx2U58LgUDvCGPO5jv0WThDeRJgrWcQ8ZBKjESOc8vPBYZtaPSKWfley838BgIAB5QEAFM5XNIgWPZ3ryZwy7uMDcYxw8HjHGWOUMjLnMKeoufVWEYsCh3jbcA1TxKJqETN/qDxUS8oNgxqpr4uJcd+8MWfwiFdkTk73h1c8JyCG3OP1fTFbqsT5EWlt7vkjlUMv8gv+GI8ERSd6Kq3PXiFxcp5DXFbi5ILt2nWMkc0hrogQnhWROBqWo4dafG27g2LopDfnO3OPfd8kRkxztG6bmh0OdU5YhelUWn3tn9mYvPwjT/T7wXl99qMudZRTnefxeDxnIiEnazZ1hhJSquQXA6NFKz/RKLS0+RX/l+pObSMwSIqcODOjT662iZ02ibmWMlriMd8OAAqP+d+1+Dq2t/rbDpetUgIjbAbFkA2PVwx60mBu39/lrMy7JV6a0l0dHGp3usxpbfG1f29tfOObZ+qTLyCE9ExpE/9ccyoB5wSfezIn1zDiHN09/u9vBAiCYmgBAIFLnYM8FvZJWBoKSZHJMI64oiRuTSoN3up1j8fj8VxQvIT5+eUlzD0ej+cCtSO9/0W/Hrn7rx+Z3/1S07UWtT/xs02DLz51U986AbDddOQ1DnHQGegeicnxO5p9LR+JyrETlm4fr45hGUscZtzngcGGnJPNRKVY56w2zZWtUnhjcsus6Zo7a0718Ex9+qY5beYFCq+W1sTW7fAL/kCLv+1yAIDDpUN3DFcOBvJmbgthZNGlvAEAQmJ4amV09fvjYmI5IHjhI5kHV9ecKuoJ9f1vo9p0gDK2fU6bubxmV1+cMRaudJn7tPLaRzT7Wn/R6m/7dJu/ffCJhxGngvfl9vxqV2H7S1x2/p/BS5xcD3LBhyROMmaNmZcv5pwN8c17/YL/7oyx0MpTIRzzx/4pLiXGXeZ+raDnR5fFVnzoROcOLxz6Vaa+cLksS2hfbU8SAIBHPOtSe+8OqUGkcD4pLIfDs/UZNyU3fEoW5NskLIXLdvnrE7Wxxp5grzJY2t80WZtoPNInAgSNatMQh/kYZURtUluqASFYYTbTFVl5Y1Og+cCZvDeDxf2/2J7d+ooT/bs0qE0GBuQ8t+VGqWSVbjVsbc4n+s2k2vDxI22my5MvFwXpeQzou4+s2h4q7n9TySqtiEjRb6+IrhwumUV5ojr26VapvV9D2g8OlgdfbhHz8ryZaz6TuE9FxBJxmcOJWNQCQnAHh7i6yqstJrG2t/hbv7E6tnbHcSoCXBAoIxwDWEsZ+RRGuBsBStjUCgGgMgIYBECDCKFfi1j6IwAwlzpvJYy8mwFdudSxX4LSCPAMj/hfM2C7eCz8YakD8lw4HGoLlmN/kDH6WsRBjLhkjmAyK2Kp0aW2CggCFjEjAGDInGJYxKwihJMWMeIM2BlXygmLsYknVpSfkk3s4YpT7Ldca2RWm3HqTr2VR7xpED1xpI2ABSJiyUjIqQfjcpIghGYMV7unN7z854PFvRsDQnCuLdB50a2QK1tFfqh44AMaqV2OABk+zn9nc6Dt123+juz5iqFqV9oBQAuKoSLAk7MZ0daFhz6YM7J/74KdOMnpT5I4ucwjfo/EyffG5cRvBqJr9hzbZro2EQIKH6s4pf6AGPq7rJG52abWS3Jm5trTjdvH+WsrY2vf0ORruQ0A4GDpQPe8NvPdqlO5+nT78ng8ntPx+N88zZZFLV5k8qNBOYglTubrRjU2box0n+w8iZMMl7oSACCMMOUQP4sRngiKIeCx4JSsQlfdqXUDAAhYsOJy8vs9wf5PWtSKNPtaD8CfJiDzE9WxyKw2dYvm1N9mEL3xRNc9ExInVwUs7MSADwfFkGY4ZjmhJCdSasPDUTk+cTav5fF4PB7PYnkJ8/PLS5h7PJ6LUsHMczE5fkGW7X0mfj1yd+Kx+T1/MVfLvHBBz19dt3XfUsd0oVqV6Dmwpb2zizD7uKujE3KyOBBddWdPqO81cNQq36pdiRfqhZVA4OOEd+t+MbAOIaQ8ln1EzBoZHwBAo9pUsIilm8RI6K4uAwC0+tqKGxKbzcnaxOysNt3MYz65Ib7Z2lvYTWa16dMtHfw0Pt5f19y6/8jXCqfahLk8ZRSfTjIbAwaZV8oc4hZ4zI0nlYZfXt147bdPds5Q8cCaBSO9yqFOjEc8AQDKY74sYbkvJIX+ckduW5dFzGdUbv9oHOJoXE4+2Ka0fSKsRusT5bF/y9lZbBFztUWsCDvOomwOcawj0JU1HB3mjbkUAMB1jc8bFnnpl63+tg8faZfW5jgO8ZsETthmudYLDFdfvmDMA7PhlbP6TF+VVZ62UhwA4IaWF0zLSHmeTZz1oiD8JqU2GAAAU7XJ941Uhv8pIScX5vRZfl6b7Tne+T7e71zRcPU8IWTBcPWczCmD3ZGeD+4r7H5Lu7/zAwYx/rNBbfyvxbw/LnUDC3p6/P70PRHD1bmTtW3xtaVtYu0TsFBv9DV/YW18/SNHHUbwxPd+3swpe/O7b2nxtb42bczf2h3s/Y9WfxuZqk78JG/l1+qO9v8Goqv+JyrHKmOVkaah0uADGSN9wodfZ6rd35lbHhlIY4TyY9XRrRl94XKJk8ChDvIJvtnnt77o9Wf7mmebS53lFOjLgUEJI/wIj4V9cEwlAYfY7yLgvhUAVi9NlJckHQAOAsDvEHAPSl7Jdc8THGoLuqN/lIKbjEjxt1muGeYwP1qwMgAM0grvq9bd6gYBCxUESLGpLQlYmDeJ0cEhXifMVQEAeCTkgkJIp4wadbfmc5lzWtsoRMTEFI+59lO1s4l9sGaXe0aqI5WSVYgvpu+wEDWrbkXeErtyruQWqwvanMxhXueBH/YJ/rTAi1LOWMj6ueBck79ta6OvcTcc8/Ox1Cu5j8SQNTK3TNbGvnL06xKW9L7wivsFLHymPdD10PmIJWssqJTR5/KI7+Yw/+uIFJ0AADhUGmzNmZkfFs38Wgo0cKp+jvDzQas71PvH2ersPp+kPtjm75hMKKkRePzfAZmujmRepQAAO3OP3ZA3s1/SXW3F6cadkhv/54rG5/z1ka/35He8YbI29j8iFjUGwNnUkv1cYFDipVsJoyJlpNFl7vWU0YRJjIuiopDH47nwSSDV2wLdBy1ioIKV69RI/bh/Y50plfftkzjp5xi4qsqrI63+jgdTauOT22Tkjaw0Xht5Y8kqfFh39XO27RGHODchpfbaxKlQ5o6pgv/uzlD3HUmloXSurunxeDwez9G8hPn55SXMPR7PRWVOm5FNy/grAYvDbeGO+5Y6ntPAA8CRrCcaL8+EdiwcaJ+vZ4MZLd+Q1Qqra452ZcWsbak7uvcw6yQ4xLHrOzbsbY2oaxk6+e8wjDBEpdgjQTF0a1ewZ6+f8xVqFW2VpIp9FMhf8Dwfn65P8fuKe45bPvVoEidRi1hPWT0uYIE51DlrieRzgUMci0jReznEPRSWIkMJOVlJKqlHGYAwVNr/dhGLYt2pZXtCfT9vD3QuLGjzrRzwXMKXnNyd37mxZBV+MV4dazvT6weF0AQALCAENgKc5TE/kVIafnF5w1XbpmqTvSWr2N3mb384Ksdq49Wxt5as4t8Nlw928oirVJ1qw5F+EGAQOdGVOKnII343j/nx/tDyO/2C/8Fmf2t+qjZx+UR17F9WRFdvq9mV/Taxlx8o7ft7hVOyC0b6pCv+gmLI6Q8vf6xBaXxh3amp3aHezHDp4LUZY+GVIidt4BEn7SnsWn+qsUakiH5F6pprXYu8zWB1Y295zybNqW9iAKhBbRhrUlv+Y0183X+frI+8keNd1/06z/NXFK1CbGvm4ZhN7eMmzWVOJjE5UVF5dW9ACHy/J9i3IyiFnrKifbI60TBSOfRFk5hbeMx/uzPQ/ZVlkRXVo9vMaTORpNwwm61mC4VCYa6hMZncU9yd6w31NTjUYQ+k7+041dhPBgMG9sT/wmLEWRldnTNcvejD/ttiSux7MTUx9kz6XwqMMcWixiqZU7cde4ww4qeU/A8B9xVLEdslKg0AP+RB/F+e4/ctdTCeC0Pdrm3iMP6IQ52sQ+3lEqe83bHtWzhOIIhjM4yyHp7jN5TswirKyHGrs3CMc0xqTdSdGpdSGlFACLZijAXGGDFd41CdVAcWEwsGbPv50JjES8tP1s5yreJkbTxTtApc2S72nc54W3ztRd2pk6JdOOnqZx7xLMSF9/KCcFdMjv+8PzywDS6gySUHintfNVo5dOvRk+MQIOgLrfhQk9oyEpYjv1hEN2i6NvEcBqyVMAIBPpRniO4SsagAoBBhhMXk+Ek/K+a0mcicNnOTj/f3x6X4PSlf0/1HjqW1uZDm1J83Wh3+gUH0k+5bfyIRLl6MqfEpgRN2B8XQH5p8Lb+AP61mh4yeFseqI/9YcyqvFbEk667WbNNTV5QSsFhpVJvfuCGx5VdHXhss7r08KsWHOMw5eTO3PirGRhxqFwUkLpvRp/pNYvRKnORQxhTdrfe61L3cImary9wzLg/v8Xg8HPAkIkdHEnJSwBRzI7XhZpudm8p4IhZrAhZm/ELwJ+2Bzk8fmQC2oM/35o3sAyPVQw2n6uNsaVCaFiJSdKfL3PtSStMXE0ryklvI4fF4PJ4Lh9QSZI3v2rTUYZwTUx+6x0uYezwez5nakX30OQUr/0Xd1dapyJdJiA3fXd+06YTlly8E90xtxfdMPfq2g4XxT3EYE0KJwRjz1xw9qjvGBZ1ovRCpvFx/cd/l06pCT3tFTqu/rSZzCqyOrRUiUlQuG6WH707fsbFkFZ9VDwufKItnC1gsYoRxxS4nAQBCYlhfFl7xv42+5k8S6i6k1AZ6+/Rv989ps4suJ40Bg8KrkxzCaR4LgyExdG9PqO/Xzb5WZ7I20ZE3sytyRnaFRay1DOjyuqMNUEZQb6jv4Wuarr8KANBMfbpddzXGI77iUGegbJdWudTVbWory8MD4an6hJ7RF57TEei644nkMy7qhbU61b9aMPN7o3L03a3+dtt0TWVem92gO/pzDarHK2b55jljtv14ExxSYsPU8vjA/IKefqRBafwpxtzOvJn9VkZfsDYlL7N3ZB/btGCkLz/V+NfHN27tDHS/3HTNe7bmHq4XzPxT7miTSipzQ8tNTQqvHHeF39bMw68KieE/I5S0mNTs2ZPfmTxeu3Z/x5hJzOJAdLVed2rrolLUDfDB74bk8PuPbZvW5lMVu9wnclKmK9h9+Hj97cxt/xfKyEvWxTd2lM3SZ0tmaTsg1i9wQqRsl949URt3ecTXs0am93ir/0+lQW3UugLdhZJVqrUHOgUf76tbjjnp2nSvpIqfTSjJk+7/eqEyif5ejPgOxIAihP8PALIAUHGZ+yYOuNdQIBEGdFGrR5/tMHAmBYIB4EhScwIe35/8VgCYFpD0Mw5zxSUL0HPBMVzttwBoLWGuBAyGDaptUPnAAd2tt8hYvYMwlyCADoy5Xt2tR21qnbBiD6X00Kw+vQwAgY/3T7WorY5PCHQjhJBFrCGT6IgyGqKMJDDi0n4haNvE0m1qBwhzG3nE5UNiJAaAFIROfWs3V58d3FfctahE/DOFAIOP9+8Oc9EHYv7YT7qCvVvPRrfz2mxnk69lAs4gEX+wdACJWPjcnDaziTAic4jfGRYj21v87d+LyrGTroAfqRxqrNqVNzUrrX+2Pf/oqqSSmmkPdN0gcpIvKsX2HGmnOfVmn+CfAwAMRyWpc/rCjUWreFXFKW/JGQtX2NT2AwD4eP9MW6DzyzEp8aWilbvGoY5TsgrvZwxuKttFkbBnmgtBIHNyKSJGDzb72/6IEfqXo1f7p/U5/6HS4LayXTzphIsjMGAalqL3Ckj6Y0pN/bA71Dd/5Ni27COvrNrlv6aMbnRcJ2DDn77343Lyuwm54T+WRVYc2pXbdtW8Nvdzh1nHvdfweDye09GmdgwrvBIbrh485/e+Pt63m8fCw8DAL/PKVTEx2TJU2ScvxdwwPx94KCYn/m59YvPO835xj8fj8TwreAnz88tLmHs8ngveaGU4MqtNfaJiV95BGeEBACROdru43h81RJt+FVYity1xiMeDPvvo1194ID/6/snK7LVLHcylIK5E5m/u20gQbz/jkmuro+u0zanLfD8b+1GtalcWXW7zUufj/bVNyS1/HxRCUwzo4YJZ+NK+wp5miZOKHHAVAqSIES7F5Hg4JEZitmMqcSUxWbAKdwickAmKoUJ7oGMSANhjmUfXp/W5DxuucR0DqhquIR9Jtq6Ord3LAb8zJIVnDWK8VkD8gwwYO1Dc19kZ6P5SVI7934n2sB6vjF5tUas5LIZvBQDgGf9enhe+HZGjT0umZbVsDIAR1yZfnLWnWggjImVEt6kznzOzVzWpzWmV8/2s1ddeT/gS3z/63EOlg60lq3AjQujPZ+rT11XsMn+y967Z17pjXXzDq+pO/QPbs4/+jeZqT2v/so5XPRJXElce7/x9hT3vGSrt/3zdqZ+0BLtfCBhrY+u3B8WQOF4dlTDCg8sjA1MRKfrPcJynRAUjFy2YhX+LyNEYAvTquJI4aX3/OW0mcjA7tFuS5FJcjDOTGbMEaNhyzcDB8uDak517Mgqnul3B7gWXuVUf55tXeFXxC4ECYmiU5/kREYvfj8ox/Uz7P59Mol8DAC9FgC8DAMaANgGACgCHAWAKANo44NcScE9ZueISYgNAAQACAOA/5hiDx8up1wEg9kRbGwBCAJABABMAuQjgMANWBUDflTnlTriAVsR6Liw2sUSbWDcxBm8DBJSC2+dQp4UxqgNC4zKnhnS3rgMwWcSyYxK9x6FOvuZUSiKWKABCEpbCGKFmhDmnZlcLBSvbcvQ1FE6djUqJQkgMRyVOTGLESYwxByH0lJVzlNEKMNAxxovaR5UxBg8v3D9fc6pNZ/M9WQwe8SQkRn7TJLd8NelvuDcohk6rPPtRJd3RztzW1zKA55qu7tjU0RijKgBgQMjgEC4EhNDo8vDKx1TBt5gKIkdmGTzlZz6tz/nrdvWlATFUn65PNAeE0NqQEDYm6qMrLGKu0Jx6I0KoGpFin72y4dp/OxJjzar2ZM2Fv3WZ2+JS90rG2CCHuRRC+BGO8Qs6qb/VouZTksQ+3p9bn9i8ERgUDpUHv5IzM288nffmdKmcOtTka/2lTwh8pyvYM7Ggz4f3FnYO6a522vvx8ljQI2L0/1ZG134wLEUm9hd2v360Ovz9E7VXkKLznPBQa6Dj32p2JVmxyx+qOhVv+xCPx/OMpZSmbMaYf9ZNwuEQr4fF8Oe7Q/2fafa1mksdj8fj8XguLV7C/PzyEuYej+eCti378MsKZu7fTWL2HnusWW5PN4utQxbSP9QV7du+FPEd656prXhVou/GfdnhN3/qka++yqGL33vac2I9kdaDz+la1kTBfsZ7hXueKiEnCxYxp9oCnXLZKk30hvs/ERZCRR4LmZAUNgAAVayy3yXueotZV2HAvxc44UBMjltwZH9sI9fDY86vO7rBYwFyZvYfCmb++WPVkZb+8IpfAmUOxjjcGexuJozgweI+s+pUU7qrNWDAeG18/S6/ELjLIe6vfYK6rdHXvKilXOPVMezn/f0IIcuyjLUt4fZfAgAUzMKAVq2tsiX733JGriBzUtvO/PYYAMBzGq8f4TH/q5AYrnKIq1DGvhWRI+af+hxNLujpd4xWDv+DTe0Trkg81orIqmHT1ffNaNOvdKjzZOl+mVOczcnL7pupTzeuja3/iuEatyGEyHD54OuTaurBldHVu7ZlHv3kwfLgRxZT3j8uJwqbk5fdRin5gV8M7gxLkdqJ2o6VR/7BYtaahJz8ekJJPm1P2LQ2/9wduW2bEYM2m9mqj/O7USX2cJuvvYAY+rBfDCybqk88ZjP7+xzi3qU59fDB0mCvy1x8vOudjp5QXzEqRatRKa4RgzyCRPRQRIn+NCAGrGfa97lkEfNaBvRjAJACwK0IoMaABhGgIgAqIcABCm4DAChLHesSSAPAAQBYAwAJALAx8C4FMg8AcQA2CI8nxpIAsBcApgDwb2VOvv/oTghzMYf4Jd1n2XNh0pz6W6t26TkhMdLsgtvIAScCoAxjbBcFYmKEp2ROebdD7XDVKdcw4mwO4QaDGH5K6ey0NvGU7UV4xJsSJy8Yrt5OgZ7w85dDPPHx/vFGpQn8YvBp96OnK6MvHNyV3758qeaEYMRBf3jFQUrJMELom8sjq/4AR63CPh0jlUPtGT393pyZefexx1rk9j0xMfH7qC/2sbAcOa0b4sHivgHNrn2m7tb8NrXXG0QPAwAkpNTtOqn3aa7WHeLDhdZgx73ggixw4pBLiVyjpdsc6vzdnDbzktMdi8r7xjHCQwIWAiWr+JzTPf9MYMTRBrnx9galedvu4rZPnEkVFwCAJrX12wPR1bf4hYA9XBpsm9NnPqo59de4zD3hNk9JOfWHqBx/s4/3N+TMzEen65MvPeOBeDwejwdU3rcrJifeuzFx2f2nbu3xeDwez+J4CfPzy0uYezyeC9LB0v6mtD732apdecPJHh7xiIf+wMD2xkDzBwNi8J7zGOJJfWvvrdfsWNj/V5OVub+s2dpx9830nBoCBFe0rNq7rCG2ijL6jJN0nschQNDib3usM9D1cZc6Myuiq4Y1R4sbjq4QRvIpX0M9rc13CVgQHeJoAscrGLh8VIkVAABV7UrQcq2VOtG3SJw0TgkdsG0zHlBC3yCUmhTILTazp3yC7+9GK8OPao6u6K7uc6i9qu7WGyxiPmX1tczJ2gtaX5wmzL11uHxwiDB3fXugq9oV7P746Y5ttjbz5zW7tlERlJtHKodCZbscsYnFDGIoAADLwwNzEifVOoPdIYVXrzpYOjBgU+d5MpYL0/XJgapdeYFFrbOyMhgBhg3xjb9dm9jwUngiM1J36uF9hd0PZPSF5Lr4hlfNa7MvG64Mv4+wxeUSgmKoel3T875pEvPDrf42+2RtC0Y+XnEqxWNX689rc9F9hd2fyhrZN9nUesrerL2h/kMpseHn0/pUUEHqJoVTfisIQrEz1PVd3TX+7v75uz9dc6onXW1/OpaFV2TCYqQck2P3S1g+WLNqVzjMvjNv5ciK6MofBMXQScd4PrnUXUcZ+RIFsllAkukwq4YAUwwowwBqFIiFgWugQEQAWAGPlwJ+tvkyPL7Kfh08vpo8DYCIiEVMKfsORmgnxtwF82/quTiYxLicR8JPbGLuJED3iUj8DUNsngOeo4yohLl/J/Pqm6tOOSNhaU7E0vq8maUOszM1p1qROUXiEc9PaxM9zyQOHgmVpNIwnVQaejnEndG+1k+OybUKJauQTutzkDHSi9765GzjEMdkTtnfpLTdJwtSgEPcxzuDPdOn04fm1ONDpX2Ts9r00yaZIcDQ4mvdk5BSz2sPdRVO1dfh8lBnWp9/b9Wu/LXLnGOrVRwTO88IIwiAQUSIVTHC9YpTivFYKJvESJ3OGJYaj3jmMveMt2pqUJu/0uZv/7ujy7zvzm+/ckGf/45JjL4Tndfq7/gwY/SyWW36tCcYeDwej+fpMOKckBj+aquv/ePdob7KUsfj8Xg8nouf1BJkTX+7eanDOCcmP3i3lzD3eDyeU0CPZh54fdHMf9am9inLVSJAEBGj0xE+dl9cTI40RVr+5XwEuVi/Hrn7h//+2Ddfu9RxXIxELLg3dm8eTAT5NUsdy6WkK9hjxuXEnrpT/1VYDAfCEKkLkiAhBnVAaBAQ0zngogij+3gsOCY1lyNAoTltpsUvBFpntdmenLHQTBi9PCEnsmtjG//ZMLUGiuBFdVr7TEJOSLPa7EsX9Pm+sl1aWXOqp9zHrkltMapOmWiO5j8yQSalNBSafS1fV3nfT0NiuFHE4rDL3DkOcS9O6/MRkxhbCmaB+gVfUeYUJyAEJ1JKw+9yZvZqhzqvLNvl58Wk2EMJJfnBjJ75yxlt6u3T9ckUAEB/aPk93aHet45Xx94yWjn8fpc5wkkDPENJJaW/sO0lDTzmn1wFvie/8zsj5eEXh8TI9pyV3WC4+mmVLVQ4pb4+sel1yyMDvzmTmPYX9r5otHL48wUr33/sMRGL9MqGaz5UdarOSPnQewAgLXJSqFFt0hJKaovKq594MH3fuyt2+ayWGm/zd+R8vK/GIa7KYS7U5u+Q63Z9N4e5OzqCnf8JF0hpbpMYX0AANyLAKQbMQoAMDFhiwBQKBCPAkxSYyAEXI+DWAVgP/KnU8KVsHgC2A8BhDNznRU7KLHVAnkuL5Rr/zhj7P1lQHzj69ZpRe54kit+2qW0gAL7uVmMMGJY5lWaNhUzOXHja59zZ0BdcMR4Qg11noy/GGEzXJvYdrg53u9RZdFWTc4VHQrU70PvroBi+0y/6fxyWoouazbUrt233VH187ZGvESCQOMngEDePEJ6My8nD6+KbbjnOqSirL7z0YHn/gEPdDYarvcBl7ikrdCDAEJPjdkyK60WrwMtIZjPG1LN6i502X+c/bEhu+dzRrw2V9j1npDJ8N2XkuNu9hMXI2LLQym/uLGz9tENd7gL5devxeDwXPZlTDsXkxPs3J6/43VLH4vF4PJ6Lm5cwP7+8hLnH47lg7C/sbs8aC1+oOpVXLKY9hzho8bVrMpZ3tgU6O7ZlHgn3RpY9t9XfvuNcx7pYC/Vc8qeHfv+Dnx26/YaljuVi4heU6ov7L5uXJbpsqWO51Km8zxSwkKOMlhgwWcRSiTDXQAAxh7p9IidahBG5ZlfFY6s9KJxSxwi7Lf62gwEh+IMIF21kPI1VrIq8Pbf1rOz/GZGiZsUuyymlYdYmFl+2yw2EPb1iu4AFJyAEzZJVDDBggABBZ7B7W0egK163q+LO/I4WmZMWNievmAhJ4TeWzEJkd37nz6pOpfVsxHk8Eic5q6Pr3rwmvu5/j7yW07Ptj2Uf+c2CkT7j/UJ9vH96eWTgZWvj63efznlZIyNvyz56aEFPtx/v+EBk1a09of7XJ5TEccuiHy4fWr2/uPfhklU86aq/M+Xj/Xarv60+WZuQEUJiV6Bbj0qxH/oE/9da/K37z8U1F4sw0u5SdysAczFgzID5KRA/AJQQoEMMACNAgAE3UiANDNgzWn16EckCwC9lTr0FvEyL5yxyqSMxYBEGLEYIKSuCOndsm7JRvlkVlU9zmG80XI261PFVnaqPx9zCTH0y4jL3nPwcdvp7D0bl2PKz2adLHe3h9AOaTrQLYu9XBAhU3pfpCfW/rCvYu/VE7Y7sa749++j2WW1qIwAARpi2KO1f25Da8h4AOOEWKztzWz9StSt9Eid38JgfyBmZiE3tU1bmaFJbdYSAMcqwy1yWNRdOWHb82aJBafpNm6/jc82BtgePfn1vfufLZrSpHzrUPuF7JHNKOiJFR1Jck15j1VJACsQx4np0R4uMVg+F3UVWwPF4PB7PUyHALCSGvtPsa/1wX3hFdqnj8Xg8Hs/FyUuYn19nraSmx+PxPAPokYX731S0Cp9xqL3oB4WEEZiqj/skLF3tEDcdg+ROHx8YLBj5WEyJn7Ls4/nwu7H75KH8aMtSx3ExiSvhuZv7NzLEOV6y/DzQXU0GgNYn/g8AT90SW3NBOtG5BjH8EpaYiMVKwcz9reJTxgQi5IpW/qwlEkpWUQYASOvzJ/05cqgjFK3CkyvFGTAYr45uHq+OPtlmWXh9WeGUP9TsyusNYszXndo5/dm0iCXM67P/1O30/vFQafD5uqtfiwD1P5Nk+eMYmMQ47ZV0Naf2SgQoNBBdVazZNX66PhmMy4lSSAwP+njfr+NK8gsJJXHCfWwVXmmv2OVzkiwHANDcujinzQZafC22TowSA6YJTGhwqP2y8cpoyGXugb7wsvK5uv6JUEY4h1qfRoB9AIwnQGoIoI4AGQwYRoBWMmASAyqTx7cBrgKADQBndSX+BeoxCStestxz1tmOFcEcV6NAsqrgf/JzySE2bzv2C2xiDwgif5lOtDYg4FJGqO5qfgQwPV2fjJFzlCwHAChYWUnAwkjgLOxnDvD4KvOJ6vi4QfRVZ6O/s4EBA82tp+a12U91BXtPOOmz2ddGC2aueUGfX3fktZAYeaA92Pk+OEmyHADAJnZL2S694XRjm9dnnvUJ8qMFhGAhoTR8/dhk+e789r+crk/+D2XkpJMQTGI0pvW5RlBQfsGYi7O693Hu8Xg8ZwMDisp26c2Gqz+vZBXftyV11S+WOiaPx+PxeDwn5yXMPR7Pkhos7m1f0Oe/VHUqLzvTPlxGHMsy72v3dT1acypdGGEolHMDjb7mAwEhWDyL4Z6Ww8XJ9r5o5w9+OPTbfgCA5bEu+13rX4/eeecnzkn550tBV7hl+Nqu/hRDTnipY/EsDmEEpmoT611GQo1qc1rkRMYh/qyUqj1bBCy6POJQ1sxES3bxfcvCy4tlqyRToOe8XLbu6m2HSkN/GKuOdNec2jNOoKq8OtMR6Pqzy1JXbjvdc+NS4vdbEpd/mxCiUT+bSympfIu//eGYHDtpCe2SVZRm6tNrsnpmM4d4Qpl93NKuZ4NLXdTibysYrmHVnZo2aUw0x+VEu0OclyigfHu2OrNc4IV7UmrDr89VDMcilP47j4TrXeYU4fES603sqHtoChQQ4BIAYgDgMqASwIknmlzsMOI0BFAmjOYB4F0IIS+74jnrVMm/cLzXCSEbbOK8gBe4DofaA5SRKkLIxYiTGFAABG2NSvPwrD51TsqxAwDortYmcfJZub9kjMFIZXjfWPXwSSdSpZRGk7OF+RqpGown3XW3dl6qWJSs4nWPLjzw6+5Q3y1JpeFpq/wBABhj5YAY/LpD7VWma15dsgrXbss+PCpy8iNRKfrd9YktfzjeeRhh59xG/+zQqDQPhsTwzmNf5xBXYYwt+j4nbcyecgsdj8fj8Zw+i1rtaX3u5/fM/fF7TWrzB5ZFVuaWOiaPx+PxXFwQejbs9ndh8EqyezyepYIezTzwxoKZ/4xD7dQZdwKYdYf6Ptzu6xw2XfOl2/IP/xVj1FwRXj0SFEJgEftw3a4GM/X0TFO4Za43vOyjZ3MQpzJcGOfn6tkrAeC9QdEX3Zsb/p5m69cO5keuPZAf8VaeH2Vj44p9a5saVxBwvclcFxEO8WRz8rLBqBh7OCiFXl2yijN3zv5hLbmASnjGpHhxbXx9tmJXgqZrUIc52nD54DlLpixWT7B3JCiGwlEpbtwzd0ebKvjsulMTj20XFILloBj+RlAMGgEh9KtVsdX7duW2o/WJTef8Jm579rHnTtcnv1Gyit1Hv94V7B5q9bXfNafPvWG0Mhw+W9cLiiFNczSZMJeLyXG9SW3OONTJNvtaomWrPMwjjqqCb3NQDN2TUJKvO1vXPRmXuh8AgHcCMJ4BQwBgMGAxykjo8RaoiBEeRoBaCSNJAPa0f8NLhYClaWDw9xzmfgXeqnLPeWY6xnMJI+9wwVlvEE093v0jYngub+Vcza0dd+uJs0XEUrYn2G8qvNr2TPopmcWxrdmHuk/dEoBHgrlMXv1AnqXvKDnF91rEbHom116skBhxBiKrn5dSGx84RVO0M/fY381rM59zmYsBAEQslpNKw/vjSuNPGXNTCqfmCSPJOW16I0b4pllt+vXnYQiXBAzYpUCfvEdOyA0zIhVnVFH91crE2s8d235n7rE3zmuz33CZ403U9Xg8nguEhKWJqJx432Wpq3611LF4PB6P5+IgtQRZ87u3LHUY58TEP97llWT3eDyeA8U9bRk9/cXF7lV+PCKWmE/w/yQkhv8vpTT8YbI2+roZbfqFDrWBRwIaLO9bQZjLAcCT5S2jJPbVszKA09Af63Ln6pnq3uyhWFe4dc9dkw9/pmzW1KgSWlB4iV3RvL5+ZcsGmK9l4H8O/Crg0AsnyXi+cIiD53Vt3NMYktYSePaN/2JHmMvNa3NRm9qJO+f+EKGMRC6kZDkAQMHKR0cqw/Z0faphqWM52lh1tJcBg+c0PbdwbfPzZnfltoUB4Mlkq18ITEel6INNvuZvr4yuuffoc891snx7dutlaX3++UEh9DcSluQmtbkYlWKOSx1HJ/pom7/jbWExKrf6298iIGEnAIsNlw92UHhqRXcOPb4YXcAi4TFHHeogi1gnvP+s2hXfkf+mjELVqXLz2uxmAJgbLh+6uUFtLGCELAT4+a3+tvcORFd94Ry9BU+ijP4QI/RShHAcMYZc5rQCAMOAxxBCOmU0RBm5HB4vP3zK/XcvRhjwHEJ4HAF8GWPul+f7+pQRjBF3wu0CPJcui1hh4jqSTZy/lUTpWpGTVlXNkuQy52lVHBBw+QVjTraoGTvXcdnUShat4lAz/8yqg4elSHdfaPne0crwKgr0pJ8fLnPkQWPXja1iV6xd6PyWEBDDCvOlZrRJX0ANtM1rs3060c7qynMECBRe+f/s3XV4XMfVMPAzc3mZpRWzZcvMEOY0SQOllFNmZnoL75cyppwyQ6BN2zTskB0zgyzbYlzmuxdnvj8S53WMsi0wzO95/NTaO3Cu4q5W98yc+T1G3NrDX+/M7H6DW/A8WeOqG37hazTTP5sG5fC/8kbu41kjXQUAYBDDN1Qa+GVCi//QJIYiYbmk2ZqTAvu/8/H4hEB6hqOjNGoMpxHCvhpHTSFlJLJlQ8O2YWOHUwkhjIXBUl/QRgqNStUjh/pm9TRfNItXdGX3fFS1Spda1GLJcoZhmLOITvTGMXX4vtXDD/+mxln/qTbfzOR0x8QwDMMwzP9hCXOGYaYSWh979o6UlviqQYwXE1cIENBT3KjGIc6sUKIlj+BtKBqFX3UXDtxy6NqxHqICAOTN3AJ4vpzumSSa0I5Y17K0lllVNFTHM4ObWoeKsVaLWNFFlbP7bp95w78avNUvSeCULX1oXqQ9PVpM5hZWdJDL6pZe7RFdm3N68RNZvfDhP+z5p3sgP6JY5IRHPZ6XJE7UbmpbccDtgPnTHQtz+gaL/TV+yd9kEP2sTRZOV7K81lXfKXPyAza1eQy4mlCyziDGzUOlgSsBADDCsDWxCS8ILfqOS3B/zCBmzi/5/xiQgjvcguexWYHZU/kQBT07+tR1SS3xhqJZeKVu62K8fFi1doRU1SwNXBS99OeVjuj+eCl2TawYWxokobuD3pDLLXqGNsbXvaRyRq2rvr/KWS0KSDALRnHULbqcmxIb2lWrxAM8v/jJIPoxa0tl9LQjo6frAAASWtzpElyZRDkW8EuBTLtv1j0c5o5Z5nciEWrXAaJ3A6AGm1g2IBAwwmkApNnUagT6kgT5pJWqnw4IkEGBihziOhFwj2CEP40R1g9dt6mNualLYh/z57ZN7RBQegcBMoABH+Awv+10BifUDmDEvaTEtkmMb1FKohjxmxCCH3GIP7Qg4lAsbIf9JCuVCldyArdPs/RVAi8uJ9SuzptF7lif8zBwmVF1GKYiWQ4AwCHO8greM64mgRCCZm/rPI/o3bctuanZpvYJE5wUKAybfYvmBxe32CZJEmr/tyMy9+dFK9+p2/otLdKMWLw0trhESq9WreJy+yTnV58wNsBQ66q7a1F4+YfhsH/v62PPvlGztRYH7xgYLg2KZUuVZ/pnd3ZmdiMH7ygc6z1dtzUFAKBsq84jrzEvlTXTgYPlfTRlJGsBKCT1sU6/FOwywGio8zZICTN+Z0kvdCwOLW/jkPAnn+z7+6G+w6XBP+7Pdb5mOuNnGIZhTowCRTkj+1bN1i7P6KmPLKu4aMqOmmIYhmEY5sRYSXaGYabEnvTO2pQW/35KT93W6G5+EgBqC2Z+UOEdymhpeKFFzVN66BiWK4bcggepVimf0hO1JjFdJ2qPEQf1rsaUh/f+tsnX+gkY54PueCklGLa5CgPknhhY/9ZHetdcPVZKNum2LgAABGW/2RZoGBIw//07L/3oD48c92C6P9CfH373ltge66qGlZd/4LH/vS7sCCQRAJ/VCl6DmBfsISRuwZm5pX15ihetlumOhTlzMqeoml0+s6125yG34Ol08a7Hos7qPy4ML940WBzgEuXYn9Naap6DdxqVjuhAZ3bP/NmBeR+QsHSpbulVXtn7Vp/kL05VjFsTm2eMqEOvV83SjXkzv+BEbWVOVi+JXv6mgpmvdXCuOTk1G2ryNy/XiU63Jjfr8fJYTUAOlbyit7wvuzdS7azpn+WZ/Q8LWfMcnPMnOtFeXbSKy9fH1taG5EjGI3pIT/5gMCiHRmROtvJGPlgw8y9JqITkcDbqqB71i75/j6ijIofw/hn+mQ9GlIqByf3OAFjE+rxNrU8iQAQAyhSIkwJ1T/a80wkDV+QwtwUAugglGznE3YcRl53uuI5kEWs2QkimlNwFgGoItQlG+HcI4e9wiMufqK9NrRAAcnGI6yOUuAFAwwibFrGqAKiXQ9xBkxj/JkCuRYBKHOLfQIDMQIDmY8T9FYD+m0M82yI7yQxb95Q17U0E7GU8x7sQhxZzCCs60YuarXpMYvgBnj8HHAHuGVGHohY1lamJDsEc//xRkZOiEzXiUHFg597Mrhk2tY+58PNwGGEIyRFNQc6MEzn3E0TvqfHV/sUteF5c+DGmjkQT5Vhz0Sw06kRvJpQolJIKm9pzynZ5HqH2UYt8MGCQeWWAR/yWamfdXe3+jqcOv74rte3l/cWeP5jE9HCIA0IJIIRsr+j/b6O7+acZPd3UWzj4own5hjBHwYgDmZN7gUIcUeSliPKAoMAj/oCb9230Yu/Ne0s7L57uOBmGYZjxQYCpR/T8qspR8+l2/+zUdMfDMAzDnH2kGg+t+dD5WZK955NnX0l2ljBnGGayoS2JDW9CAEsCcujBrJ6hDt4hJLXEbTkje5lmlxumIgiZk1NOwf2sXwzIMq/8tNXb/q/jNMV9ueFrN43uuujJgfVz8nqxHQHyA4J9EidWd6a6G4/ssKiyY1NBL/UAQK7WE62xiL07oaa422Zc679330O1PdmhKxdWdthdqR4+o+cv2AT54SKOwNANbQs54MwJe9DMMJMNAQKP6NVzRvakyYxDeCSYfsn/TJOn5aNzgvN2bhh97pV+IRASRPGJXCHzx5SZ2jM3NF8FDp4NK5G/TWb8x/P44MM/6Cv2fvBk7SJKRXpJePnwpvj6clpPLSaU4CNLsAM8/316ecNtoyOlIXlnaru/wdO0v1lp+3mVr+p7AEAHC/1tST359+HSoAMjLq5wik6BtvTkDx51FnCjuzljUVMnlFqz/LO31rsbbp6Yux4fi1gPAtBFACARapcpUB8CpCKETZtaZ1WJ//HCgJMYcbpFzepDr3GI60KA/Qghm1K4CyP8vcN3k4/TmVZwGTeTGD8CoK8FQGMYcV2UEsmi5ssAAHgkbEAIf59D3F9faHsNofYXMeI+xQF3wKLmVwHgMgrg5xD/eZtadwLQgxziv2dT+6MUaMPz90FDh01JEaACQvinAPCciKXjfYZgJkjRLPC2QRZayPqByAkYYfBmjXQbQkgHSgUChKOUQt7ID6p2KWgSY8oXbCHAtMndut8n+WdM1JjpcvLApsT6JgLklCtWODjniFfy/6XF0/bFkBIpnajtvszumVkjs8ywjTABO4AAayInHQzLkR0t3hm7D2+7K7VtVt7MrTBsfXHZKr9BJ9pRi1Q9gjdftArugBjaaBC9Lm/m2Oc7hmEYhhkniZN7glLow8sqLvr3dMfCMAzDnF1YwnxqsYQ5wzCTZl9mT0W8PHaXXwo8PSe44CcAAMOlgQ9sSWz8vk2tSSvdHFWq94+Wh9sAACqU6CYH7/xck6f1KY/oNQEANo3uvnVJdPY/AAAOpPudLlG5sTcz1Pz3rodmOwSlsTs7EBkqjDVNVnwXukZv9YErmmeFCTJ80x0Lw5yMk3eZbtGjVTqiBqVkZ4USfSxWHq3al+18i25rxy0t6+Cd9oLQorUmMT42qo6soJS+JipX795f6HxZq7N95/zKhTf25/ueiZXHWv2S/x6n4Hq4yln93+ONN1oa5qLO6kk5t2F/dp9/qDj4l57CwWtP1E7EEjWJgU52hIZLcBvLIysHHJzTypayMafseLTaU/s1eCGZOlYcrSfEmj9UHn7t/ty+mwklgkH0lySHRCwZBtHFecGF8ZJZ6G1ytD4uSuL/VDqiU7qrV7fLrxex/FNCbZ0AsSglNgFSjQBpCJAGAJgClSjQcS+imGY6j4QnLGquQoAIj4W0TSwZIe7nHMLLAdCrMMLq6QxsEwsBAvxC6fJJYVOrhlL6Ggr0epva7QAQRQAWRlzGplYFAAACpHGI/zOPhbe90GehSYwtAGhYwOIXTWJ8F4B6XhjS4BD/nE2ty+D5f58nXNSGAQ8ghH+AAD3CY2HPZN0nA6Cb+qyEEbtJBmW5Isr1WSM1h8N83iRG4PB2BaOwK2Ok5kx2PDLnMPxi4DEe8UGKaBNQiOu2luUQr1Qo1ZbIC02E2uGJmGtPete2gWLvCat9HA+HOGgW2vcosvKppmDLg2cay47UlpUjpaE/a3a5frx9RCzaBjHOqyMqGIZhGGayIcDEK/p+Vudq+Gyzty033fEwDMMwZweWMJ9a7AxzhmEmxcb42luS5fj3AnIYKh3VvwEA2JXadkVci91w6DxFAYs5hXesrlAq0Zg6srhg5mtOPOrRZvvmP40RLh3Mdy2niIJNLNEn+dcInPB7zdb0Jk/rjysdVeXD+xxKlv9j/2MX5fTCjx7ueaY2pqb8hn3hlkefKvMibbsX19a0ETDO+NxPhpkKJasolKyiMKaOAABcPstvblhZefEHQnLkb2VL/drmxIZVBjFefO8IyqGSR/Csb/W2r9Us7e69ud2/y+jpKz28NycSuavaWbvG5uynAQB8ku/DBtFvK5iFgEf0ZE4Ux+HJ8glMnqMD2f3LdFt31bsbt50sYX68s8aPZNoGnzEydr/er9W7G8Ic4v8Ih+08tsG2ZMGxOQKRdwGi2a5M54tJJomTyNLwil4e8w8CQpdYtrm1xdPaaNv2gZAjPOUlsBHgAYtYAxzGbkqpnwBx8EgYtanlIUB8Ux3PqcDAqYBgiAMuZ1HLxghvRoDWUKANPBLiABCjlC7msfBtjM78PHgO8xQAJi1ZbhHzNgrkZQDoepvaZQ5hzqb2FgAuBAACBlwgQNwI4W5CyQMG0W8DCm+gQF8oz06rTaL/8ohhRZvah37zPOm/bwKkEKpkNwABAABJREFUDij5DgC8wbKtNRi4e0VOfGYi75MB0GxNpIhUu7G7heP4YQr0MgKEJ0ckywEALGLJkx1PVKlJe0SvzdlCyrStTkkUPiNx8lbVKtUISBAs27JkXm4FhGYBJSsJkCsB4LTiKhml0ZSWqDrdWG1qQ8EoWG63e/R0xwAA6C/0RA7mun5ZsorXjKdE/OFYspxhGIZhTh0FgrNG+r1arnxZWk+9b0lkxVPTHRPDMAzDXGhYwpxhmAnVndvv5TH/SxFLS+rdzb8LyeGfhZXIKACAxMmFsFzxjYhc8T2Rk8pO3rmzxlWfBQAIyxWVfcXuf46Uhsa9ZMoluNM+2f83B+96LuKo3OMWPdZAsa9B4RyD7crskz60v7Xt6jV3bfn9Z7yS+3Kf5KnWbL05rqY7cnrhhOehM6cOAYJL6hbsaA555pHJy6cwzKQbKQ29Y1dqR9Yg+roaR90f6t2NsaJZnAdAdYy4rlbvjJ+0eFtX78vsdXdl9/0ro6cvBQAoE9VT561bvT257ZZqd80lAHC3V/Jt9Uq+racaw4mS5fuzXYtH1KHvaJZGEUCSw/z6Wf7ZT6f11Fw37+6WeSV5INf1SQfv9BTNIhks9r2sbJeloBwqnMG35SU8otfaktg4o0KpLAGlcdOyPg4AL5Z8r3bVDAMADJb671M4x+x2/6xE0SzI3fmDPomTrUpH1DBs4y6e4z/ulwLmRMV1OngsbLCJ9ScK9EoO8XMppYZFz/6jJBCgPIe5MlC4GyH8PQnL5/x52xjhpyjgXYRaB3nEr0GAegBw2QazzqYwEwCuQ4CvI9SewSH+rYSSORTIOKrF0NM583oBAtSGEQIAYAnzCSZzslE0cmt4EEOAyJ0IcaaIJdUg+lFl1xFCk/qhosXdnrSpvRUT7kFAgGRJftAjeQ4CAMi8svewpnsIJY8jBHfZ1P6vRc3TOke6bKuFklVsO914K5WqUiWObq3zNJzyz5bDiVhyYsALTjVZzjAMwzDMmdHs8qwRdejRp0ce+26Lt/1L1c5abbpjYhiGYZgLBUuYMwwzYXryB65OaonX6ERbV+9qfGe9u+klOybbfDM3HavfYLHPEVNH7xxvstzJu7JNntYur+h7Z1ip2Hn4tTpXQ9+pxHxd4yXdrb76y//d/eRooVy69NPL37l/e6zTzhul9od6nnafyljMsfGYo9c1L98Z9vDzTlbKmWHOdlkjG9wQf+7rAAA70DaQOcWyiYUBASyNrBhp8bY+AQBooNj31YQWu/RQP5vaaGtq85fzVq4Zq6jv0cGHfiFxUvzSqis+D3CMg8CPY2tiE1oYXgJwxFnRvfkef2+h+2U2sVcMlvovIfTFIV8xqo6YGBC2qM2JWCiVrNJRpeRTWnLC3u8SWlwEACjbZdEvB3wFrXDMnZZRR9UfCmbhagfvcGf0zHIn77TqnPVjOjG+zyGcmu5kOQAARtjAnPg1m9oLESBMgfinO6bjIBzic5QSDiNukFB7KyXwFZ7jD053YBMFIy4NAGkOcV9/4SVk2loYAD4JAD4ESEIAIxSgglD7Sgp0Uhe/USAAwJ1W2Wzm+EzbcFIAhADfAbw9i8ciDwA8AmQd2ZZHfKJg5tsnM56MkU5UybX/EnjhboV3nPA9iVC7FgHiASAF4yjxfyxOwemJKJX98fLYuEugH26sPOLUQFsppPk3Op2uv5Yt1Z1QY3dGXdU7EEKPh+TIwT2pna9L6LFWr+hbG1EqVlc76476GRR1VvcWzNwyKKGfZ430jacTC8MwDMMwL+Xi3TqPBSiYOZ4CIPJC9cUjEWoLaT31qd3p7VfEy6PvWxBaesxnaQzDMMz5DyEAhFhR3KnCzjBnGGZCxNRRUeEdnEf0lk/e+qUOZDv/uTuz82YRi6bMyYW8mXtJyU0EGBy8I02Bxt2Cdy+h1uqos+aeZk9b/FTm2Z/u9QwVYsUr6pe/+GDwueGtjb/ace/WfekeHwCAyAlg2OPP0XAIg00JuEVnfkl0bnqslKjdmzzISlG+QOJE7eVtK7tdDtox3bEwzGRx8M78vOCCBx28832NnqbMc6PPfrIzu+cbJ1sgonCOcoO78XNRZ/UPmjzNp70DeN3Y2q/2F3vfWzQL3uO1QYDhkuhliQ3xdYGQHM4OlQaCpzvfqVhesWqUR3wKUfSIS3Q9I3Ly+rASfsl799bEJtTgbmq2qPW3sqE+lDKSX1gYXnJWfUA1bP09HOY+ZhGzip7ejuRJhRFX4ID7BgBKWNQaFjDfixG39+Q9J55FTMRjYVL++5nEuIFSWgsI5iNAzYSSZgBwUyBOBChHgfoBYNJ3xCLARR7x/RTo//BYuH+y57sQqFYRY+D+YRB9Joe4TgDUZlOrVrWLgkmOPsYFU1SKa/GsapeqJysmnxgYDUuV34g4Kn8wnvaGrX8EAZoBCDCl5FoCpO5U58wbub7nxp6tp0DO6IlIFFVvj0jVf3F7HHeVqfYyAQnOqLP6D3szO18eL8fendFT1wMAuAXvTrfg+Wqtq347Bdp/jF1sqDd38Gd7sjtfbxLjqMVWDMMwDMOMn4N30oAYSvEcd9AkVqVNLEyBZnNGtlazy8dcmFshR/++Mnrpa6Y6VoZhGObsINd6aM2Hlk93GJOi+xOPsTPMGYY5P1U4osbp9nWJnp/WOGvvr3M1rujK7nnF4dccvNNo887cg4HbnDVSCZl3DMzwzfr56czTFmjMtwUaX/z697v/0fFQzzP3DORHfYdeO1ay3MHL4BKdpVQ567SpDRzCUOkMb2gLNPQtqJi1e1dif2ZhRcc/dib2/c/e5MF3nU5s5yO34Mze3L48KYgWS5Yz5yUECFq8rY9WO2t/0eJtu3drYhMaGOn7TF+h50vjqaZQtlWlM7vnu3kzf/NIaWi4wlH5qVbvjKHxTr81sQlkXvnMgdy+9xnE8ByrEQYMBAhQILAh/pxnecWqwbSediq80tudO9BIgICTd+klqzgpScaefLdDwqKnwhF9VUHN3x6Uw2MmMf5e5az+FrywS/6F5PhBAFgECkA9NJ5wzOnAIU6jlEoUqIQAd2GEAQC6EeAIADUsaq6czvgItd0Y4Soe83dyMLFrtmxqYw5x417QMVnJ8udRHQBERPGvEQKMEQ5QSldSgM9O1UIGDvHdNrW2A4Lv8EhYNxVzXggELHFlrfw/CONGUZB+VLbVcskqcBY1j0qWI4po1syNqnapZTJjkjjZcgiONeNpaxObRwheaVNr5ZkU0/GI3oaLo5cNp8rJ3J7szlmnO04cxuY5Nc++pmiTnijHNiNAKQAAvxTsiZfHys9vfqdQMHNzC2burxKWNlFE+M7Mrj4RS7sCcvCR2YH562Klsc+KILXM8s6J7chsGccRBwzDMAzDHI9qlZBqlUIuwZ2qczX8TcBir2HrNQ7escIilitjpDMIcNi2iR9hmgtK4Z0u0fWj6Y6bYRiGYS4ULGHOMMy0izqqH4k6qmG4NPDHgBxamjdzobBcmVKtkhx1VMWyekaqdtb9rN7TeEbnMR5paXReJlXOfimkBOp025gnceKMgOzpLFv6/pDiP2gSy8YIqyHF//FFlR1r797xt1dxiPv5kuicJ+6Yc9uubbHONz3et/bqglGyfrPrvo/F1dTZl+WZJgHZO3Zz+1ILOGNSH2YzzHQJSMHHwkrkTy2e1j8eOlM8Z+S+2J0/8MVTHWu4NHgpAIBN7UKrd8a7x9mNLgwvgc7MnkUmMY+ZLBewQK6oumZ/Wk89lNZTl4+UhmeWzBKpdzXEnbwz6hE8ibyZJ7qt8aXi5CTM4+UxLwDAYGnAKXGSNds/l6uQK2+KF8d+HnFV5iZjzolkUwtziKcU6KssatYgwFsowDagUIUx9tvUjmDAfQCoBECndfclAnQRoYTHCB9Vuvp0vXD/5ND/jrf9RM1/JAFLjwPA44e/ZtlWJwF7JgK8iAKpAZjgFQOHQYDjiKL3i1h+BiOsTtY8FyKLGF6n7PhH0SogQMiFEPJY1DzmcQ4A1JSwVJKx0quR8qR99oqVR2ptYj1Y6aj+mFf0/+l47Qi1JQL2t21qT8jCGafgqlYttXgmY9jURqpcqB0uDi5x8a5uAHAWjJwedVTviTqqX7k+9ux7Ulrifw1iBGROSfQWDy55oesCALg1pSf/Z1Qd2a5gpUIzDahx12jVSm1WtUtaxkhXnvFNMgzDMMwFrGgWZljEekdP/qBPwOJIwczV8EhQg3Loy3WuxrtrXHXZrJ5ZjgC2eSW/Pt3xMgzDMMyFgpVkZxjmrNKV3XudV/TdPKoO+4NSaK3ISf/wiv4xhVcmLAFwGvBjfWvnA4UDVzeuKhx6sTc75L57+1/3PzO0mT04PEyVK9x3fdt8F0FGaLpjYRgO8dSm1oQd9iNxklXlqPlWlbPqzpn+2aXDLqH/9P1zYKw8WoMAQbWz1hgqDRy1M/IQjDAcds44AABcUnn53ZXO6Cc8ojc/3ngGCv1RAuS1Y6WRFTkjJ3hEz1yJk7sCUmC3gMWnOYRrgOJ/SoKUtol1EQDClmksLdv6zW7JFSrbKtma3FyV0OKOU/9unJpqZ22+ydN8ULJFReDEZxXZ+Z6AHJi05OpEIZR4bGrtAoAeoMhGAIQi0oAAmxRopU2tAAJkUqDCdMTHIT6BEX43pRTzWLh3OmKYbja1OiiFXxNqVRAgtQBwzPMgT0OBQ9wBBLgfAOII0Cc4zBdO2osZl5JVxE7eRVStNBNx8KeinW/Rbc3FId6wqHnSRTyGbewaK4/Mmaz4eMRrQTnye58Y+ERIjhzzfdmyrQ4C9mcI2K+fyLkppZDVMwf35/aRtJ5sO91xHLwz5xLcW21iR4JSaJdH8n9cpMIsjue3ZoyUbBGrUeEdqZHS4Pdi5dFrTzaexMlZJ+/GAuY5J+/kUnoS54zscX/WMQzDMAxzfD7Rb2eNzEsWe4pYzMqc8oTCOx9s9rReES+Pra10VP8irETs6YqTYRiGmT5yrZfWfvj8LMl+8OOPnnUl2VnCnGEY5jQM5ccCX3nux3/ekzxw0oeLF5JmX03X5c3tVTaY7umOhWEUTiEVjmjSL/qzO9PbW21qnzRx7hJcZqUStZZEVhSGSgNkTB2FpJYoBKXgiE/0Pxt2VNxT7azZeaj9YHHA15M/cGXOyF3m4J1vTJTjjkuqLrfSWopuiD/neOnY7v6AFPxuR2DO1btS21sTWmLG8sjKXKqQHOIwP4AQJC1Ktmu2uqzKU31nm69959ER/p9dye1vQgg31bhqv+uT/HkAgDF1dHalI7oH4PhFgXNGTipr6pd0zdiJeLhRw+qibcmttQUzP+lJ86Xh5XucgusxJ+/qlHnlrz7JN+7FAdPFsLUWBOidCHEXAdBqQolFgWIAGqRAp/29DgEa5bFwHYf4E/57OVWTeRb5BEEmMT4PAHsRoFfb1LqGAvVNyMCA9iKEf8IBdw+H+fhEjMn8n7KlCpqlv0vkxLsx4BkWMX6Zt7KLCdgYAEDmlN0WsSosaoYP9cEUl8p2uVuzNcohbItY5HWiSxkjPWOy4qxQqu5q8bR/GI79foooJbJFrX/b1LpysmIoGoWhZ8eerJmo8fxSYFu9q+m9YbkiIXDCQFbPkApH1D6Q3dfWXdj/VNlSo+Mdy8E7bQwYilZh0qo6MAzDMAwDUOus72r0tH5L5uTfOAXXWb/gmGEYhpk4LGE+tVhJdoZhzlrPDW+rFzCfXxKdk5nuWA7XlerhHzjwxJdZsvyl5kXadi+prZ1hgzktuywZ5kh+KaBRSobKdjk6Nzi/r2gW9bKlOrNGppJSQCWreNTnoGZPW3+Tu/npoll4Z0gMd0SV6qRH8ozBEQmTHcmtrb2Fns8XzPwrdFt3tnrbRuu5pvLC0GJhfWxtfkQdfknlCSfvyjW5m3+6tGLFXZql/WJBcLFvoND3fZkqVw+VhpqyNN3xQtM3ekWf5iq5pYKj8E636D5uss4r+zdoVvnJQ8lyAIBKR3T3yb4vXtGre0XvZ9JiGqtayXYQZ92SyDLPSGlYK1tl0l/sPWl1CCfvKmOEoWDmFQQYeMxRk5gnXZCwObGx4/q6mwIlvfSIgIQqAPjSyfpMN5GTD+q29iwHtI4CaaFAnBTopC8uGC8EeOdEJ8sBJvss8jNHKEEAsJBSUkWAphGgvwAglUMcsqm9DADmUSCu8Y2GBgAggwBMAPQkh7g7eSyc9UcGnGt0S/PF9dh3ZVDWhp2RHxfK+VvyJPtRAcQGAjZCgEDhHEM8kjoJKgUOvetiitWknkwUrfzcqYhTwKJdoVRt9/C+7XCMZLlJjB8hwBcRaisE7ObJikM11bEdqW3GRI6Z0dMLsnpmncI7BgQs9AlY6BwqDWzO6Km3OHinmxCb6kQfV1UW1SqxRDnDMAzDTIHBUv+MwdLAL92C+xMe0feVpZGVf4ETLJBmGIZhGOb0sB3mDMOcdbbF9nJ/2fufD1xat/Td22J77gHAvQcz/YsN25i7qmbh/e9b+IbvTnYMawc3f7hgqOi65ku+Dy/8IvKHPQ80Pze09Q1jpeTr42qqdbJjOJesqpm3Y0YkOI8iViWMOTYECOg0/07f4mlNekRvIa2nyy3eNi9Q2rc/1yXwmG8oGoU17f5ZyCv6v1zhqNhxonFyetb1XOzZ51RL7fOI3jWapUntvpnZlJZcuTuz8/ZD7SQspSqV6Daf5B+scdX9b9RZ1XvoWt7IX9SV2TtbJ3pNwSxcO1IaXixiwfZJ/g0RpfLeZm/LP0JyuO8Y02MAeHFXQVdq3wO9xYPBKlfNvXOD879/Kt+PrJaJlk31ZsOyVgGhisfpqRA5saa30KOsj62tOFHfRaElj1XIlXfq1Pjq5sT6ufNDi4eeHnmi/UR9mjwtpd58tzMgBdNLIyuyhNq/qHXXf/1YbbcmNqGF4SUAZ8mDIEJJgALtMYnuhokr932aUAGe39lOMOA+jLhv8Fi4e3pjOusgg+i3UUq+TAGq4Pmd58dIAqIBDnGvF7C4Fs6Sf2vnK5OYomaW36pR9Q5CSElCSq8syGGTGlVlqxS1qaVKnPKsiKWOvJlptakdONS3aBQPpo1ky2TGJ2IpT4FinxD4Q0AOpdyC9//plna5R/I+fHg7m1hXESBft6m1aDLjAQDQrHKiM7NnLFYenU2BTtjRIgzDMAzDnLtm+efuqXHW8Ra13uAVfZunOx6GYRhmcrEd5lOLJcwZhjnr/GLH37/9WO/al8u89GiLv34s7Ajc8Mc9DywXOQHmR2aunhdp/1vJVAeWVy3YsaiyY3Si5986tufV60a2v264MLYyrxd3ZvWCqNuGO6cXZpTMsjLR853LMEJwVcOS7VV+eT5C7Fkuc3Y7PGkvYIFWKJXxOYF5PQjhe6uc1We0EOepkSduHSj0/cEghhMAwC149nUE5rxjdmDumvGEtjm+4WKv5G9s9bb9Ho6TuBsqDs7bntz6a51oXIundazJ03JDQotX78/u/1pYCY0tCi/92OnGP1YY/lJcj7cPFgfq0npqmU70EyaFRSzmF4WWfscr+Prj+ticoBTu35Pd9Qnd0kIc5lC8HJMPb88hDi6runLLQLG/NaxEHvEInidFLP0l4qjInm7MU80i1m8wQjdaxBQBgCNAnFMdg4jlIgWqIkAWAJQB4BKM8MhUx3EuINTmKIWZHOZ2W8Ssp0Cvo5TMpEA5AJREgA5ihB/jscBKrk+yklF8lQnGp5GFu3iBa9SJbkpYChhEbyhZBYdPDD6u2WXDIoaFEJ5tEP3FXdsIuMKYOmzqRAucaI4zIWCx3Ohq/YVFzTVuwfcvl+DSD13T7fJrOCR4bWoVEWCFQ/h6k5o3AFD5RGNOpJye7R0qDWZG1eFWkxjTfgwEwzAMwzDT5/nfaQEWhBYP8Ih/ysW7f+iTAyxxzjAMc56Sa7207iMrpjuMSXHgY4+whDnDMMw4HMq8UgCA9cPbbvvVznu/O1SIhSKOwGMBxZfM6oXy1Q2rfv+6WTee0i8Gfdmh6J/2/vstXenei3jM1713wWs7F0fnvOrXO+9r3TS683VlS7ssqxUuSpTT7MiKk+AxR29oWbEz4ObmTXcsDHO6loSX/aTJ0/IZt+g5o7O0nxx+/IGEFp/JI35DQAr9oyMw+8GwEtEBAEZLw1zUWT0h5RfWjD79wxF1+JZaZ92G+aGFb1J4hzoR4ybKcXfeyK19Lramwyt6i1k96zZOUpa3xlnX3exq6ZF4+UuKoOyilN4yqg5/sWgWXSk96Y6XYy+WLa9zNRTnBOb9xSLmNpNaP3cL7kBYiSQnIvapYhHrcxjhzxBKLEItSoB44Zi7licXh/hRDvHbAOBWjPCElmtmzoz1wrEEZ3s5+6mk2xpnmMa7CyS/0oXdMwFTZ9kuNRjEEMe1qZ+iwWF1IGJTW5ro2Jy8K9noauu3qPFQUI584fBrhBKeUuoEoJeb1Hgjh/hWCjQMFLwE7GlZPGkRS92Z2tYbK492nLw1wzAMwzAXAomTCzInb8eIWx2WI7/rCMzrPXkvhmEY5lzBEuZTiyXMGYY56+1K7PcdzPR/hsfcN29quSJ1OmP8tfPB8LODmz8OAC/TLL1yX7ontKp6oSHzkjVSjA/2ZAebddtgSfJxkjjRuKlt5X63g86e7liYs9fZUIb9WEQsFTyiZ2uDuzEdkiPvrXHVjk3WXDF1TCyWim/hRf5vw+rg6yzLdqetZG2Vo/rRpRUr/nUaQ6IX/pCTNTxVsdLoZapd/rRP8s19ZPC//qJZOOkOyjmBeclKR9WQk3feQii51rD15qSWHHEKzutcgnvu40MPRyVOLlAgaHF4+Y+bvS2fmei4p4plWzJB9oc44D5IgWKbWgEKVJyq+TFwZYy4PoTg2xzifz1V8zLM6dBtrbpg5r4mcdJiBEgwiVWWONlJqC1ljGT1qYxVMAo9GSPVNBFxcYinYbkiUzBzUounfdS0rbf45cAxK4FottqOgFM4hH9DgdbZ1PJPRAxnglIKPfmDu/bnOudMdywMwzAMw5w9HLwz2+Bu2oER9yGfGNgdViLsvDyGYZjzAEuYTy2WMGcY5nyHVvet/0R/fvi1D3Y/1TZaSjhO3oU5EYWX1VvbVw5Ikn3C84oZ5mxQqUS15RWrujSr/J++Yt8ODuG6Srky1ehr+e1kzz1SHG4oFYprthe2+Q3QoGyXHQAAPsG/c15owU2tvhkDkzn/vuzeFt3QF3E8t3t2YO6e8fQ5kNh/Z6aceq0gSOtHzaFYm7e9BgDaNsbXzVIt9ZiLimROsW+sv6XfIPpVAhaGKAVPQA6kenIHqynQ3+3P7fPOCcx/g1vw9HslrzahNzkNbGpvpJS0WNSciuQZ4ZHQT4ECh7gtAOh2jDB7+MWctUp68WoCpAJj9HIA8BhEDwBAg0UtGwOiGHFCySqETmUxVVpLdRetQvPJW45PhRJNhaSKg4SSVwXk0OCJ2pq22UDBXk2ANE7U/Gdqf3bf1u78/oXTHQfDMAzDnOswwqBwjhFCCS7bauV0xzMxELgE1+4Wz4y7Gz0tP5zuaBiGYZgzwxLmU4vtpmQY5rz0aO+aqmcGN73qLXNe8f51I9vFR3qfqbPphG/InFI85sAi05sncQvO7C0zV6R4wWTJcuasJmKxuLxiVSymjj1asoqtAhIOtHnaN0eckXtKZnFSz57N6pnKbcnNH9Zs/bXDpcFqgOd32wek4CMBKXj37MDcf4WUsHUqY6a0pDunZ98zUOyv1+xywCv6Uj7JlwzK4Z9HlIrRY/Vp983q3pbc4iE2uWRbYjMsCC8+adK80hv9ypg57EmZKbo4vOyeiFLxXEpLfj0kh+sHiv3eY/XR7DJ3X8/fmlZWXvRYo7t5jszLKQCAJm/L8J70rj/N9M3+Wld272favO28Rc2vBuXQ3lO59yONlIaRZmuoydM8LW/qhNpbbGotmaLpMADIGOF3YcT9ezInsqmFOcSf2z8omWlVNtWrCbW/CBg8BjEcBjF8HMJxjDiincFDaA7xE3L0AEYckbHSzyNhRLe1j1Y4qk6YLAcA4DEfsykyCT07Tj+wia2PqEPnyQN9hmEYhpkeCqcUAnL4627BvT4kVzwpYJ7rK/S8S7VKl2h2uYlDfJtml92qVZry45fGo8nTOqzb+tOU0kHNLhcJtf02tVssYi3UbK2maBZmJ7TYmwNy6Fde0TchR3gxDMMw0wedlT+Nzk8sYc4wzHnlR1v+OP9Apu9d+9O9r8kbJX9Gyxu7El3iuZ4sBwB4+9xXqz/b/pdp2yHvkzzxW9qX6Yg3JmyXF8NMhhZPW2+7f5bJIe6HQSk8O6gErz78ulNwTeou50Q5LibKiXcB0KLESUaFUvmUW/DcuaLyomfhiEN7tyY2oYXhJTRRjru3JTd/XLO1V4SVimK9q2FV1Qvnnvfle5tH1eHf9xZ6FqpWSQYAGCoNAgIMCi9/KiiHN3gEzzoe81mDGIaLd60xieksWsWarJ65Lm/kblJ4pVSy1D/MDsz5jk/yx48Xu1t06xdXXf6Bw18LyqFPRx3VjzV5Wj6xLbl5vkXsoGqV+MN3iFIg0JvvDii8416g9J0NnqZhAICOwJzfdGb2jrpF76yQEv6VwjtyZ/r9HVNHYGF4yXS+qT+OEXclUHASIEEAOuFnKx+OAtkAhFsD3GTOAsCS5WcHkxgdCNAHgYKAEIoAwKc4zI+rQsQ0QWWjuIAA/YZpWxGdllMikriyrUYdnDOhE622bKuuM5nAK/rCJaugWdQ6o8VOlFIcdVTvlTnHF32Sf8t4+iCEyoSQb2DA/0OA1J/J/GfKtM3CtuSmsbKltk5nHAzDMAxzrtNt3U2ofVOlo/p3filAAcCihe72eDn2aifvTHIcJ+q2dlamJ1y8u5tD3OeXRlb+9RiXUV+hpylZjs3hMN+a1TNzvKJvw5QHyTAMwzDnKJYwZxjmnNebGQr9qfNfi/elej41UoxdrNvmi2mF7fHOKTtfdqIgQIAQAHnhyAwOcXB90yWl3+663zldMYUU/8hN7YsxYKN2umJgmBPhEAezA3PHZvo7MpqpfRFhxAXl0N8ApucQ9Tp3/dWz/LMPaJbWFnFUbDpeu4XhJXRbcnP1wdz+B3JGbhECBAEx8O1DyXIAgH3ZvZ8cKg2sPLIvBQKqpcqmOrqqwOcXZY2MCwAgKIcSuqV5ilbxxUSuYRgezdY+YhJjwQzfrN9xgO+pcFaOe8vknOC8JwDgCYw47BE8M3JG9jrN0pbnzGzTqDrSkNUzoRF12F/lrKkPSsFbAODHh/rO9M96GAAeHu9cJ7MwvGRazxMSsHifRcxLMca3WtRKAKUOAiQweTOiLM/xmckbnzlbWLa5CAD+hyJajREnAoK3c4g7m5PlUDTy70cI32ZSswo4kDBBtQbROEJth0Utj0H0M0qWAwAggBBG2DjTd3MKBApmXlI4x8ip9BM58deGrb0dAKYtYW7YZn5d7NmiahVZspxhGIZhzhABAmPq6HKDGF+vdzV+tt7dNMgj/qcO3nF50Sp0wCnVApsaCucgNa76u2qctZ/wSYHjRUgb3E3dDe6m7ikNjmEYhmHOEyxhzjDMOevJ/vVyT3bwKgBo7s0OfbU3N3RenE+OEYJPLnuH9rX1P5frPFFjTniG8VDP067p2iUfdYX7X9Y2302QMYkJIYY5fS3etmSdq2GHE5yenJp7iyRJ3S+c8zwtidVW34yBVnj+fHKP6D1usvyQglH4Xs7ILRKwWGpyN3/uoqrL7jrsMlKt0lUn6m8Sg88axotJqZSWDB+rnW7rgsRJ8/akd145wzsLA8AfxndH/+eFMuidISXceei1eDkmjpSGvjZYHKjDgGME6H+SarztQP7A16JK1ecavI37TnWesx2ldA9FcCMGnCZgRwBg0t4fEeCzOmE6XhYxEY+FaV3scLbjOWELANxs2PqNBMjlAhY2TndMJ1K21JUA8CZAtNq0DSpzCrIAaxghJGIJle2SfyLm4RCfMYgxIWO5BPder+Q/5jEWJ4IRdx+hZCnAZNd6OJphG7lNiXUZ1So2TPXcDMMwDHM24hEPNiWAEbIU3jHs4t0pAuQem9rzy1bpVtVSxTpX4x/SWnJx0SrMPNYYFAiktMQbFE5B9e6mN84JLtgrYPHaYXXwj3kje9kU39Jx+aXgmE/0m27Bc39ADn76BMlyhmEYhmHOEEuYMwxzTnqo5+nbecS/9uWtV97wm533GfvSPcp0xzRRbEqgZJZhWXSeXjLL3IPdT53x7qzTVeeJHry6dU6EgO6ZrhgY5kScvGug2dOyndj23yq8lX+BaUqSn4n5wYXPaHZ5kYilD1xcddl/D7+W1BLukByKK7yjerg0eMalv/dmdkdavG03p4x4VTw+1rQ4svTLZzpm0Sxa80OLPjY/tAh6cgcvSRcz14+R4ZeZ1JQpkKUAcP4lzBF02dTq4RE/x6a2DAAWTPDnagSowCPxPwjB9yZy3OnCkuXjhxGWgKL/nrzl9CI2beM5QTCIrmi26tNsFRAgmwKd0KSyTS3Oybt7VKvYRM/gLb7R1ZIWsdReMgtup+AunFoM5Bcc4t9oU2veaQdwGixiljYl1qfyRq5pKudlGIZhmLOVW/DsavPO/JSAxX0lqzizxTvjYQB4cXfBYLF/ZlKLfdAj+H4fliPq3szOh8p2OXqssTyCt1fAon9vZudjCFD/TP+ctwXl0Ct2prbuypu5qim7qWNQOIdR5az5J4/4/bMCc78wnbEwDMMw0wuxQ8ynDEuYMwxzzhktxlGjt/Yze5MH6z+++utE5uUp3+0zWWROoq9qv654T9fDimqWs3PDM/pubr2yJqFmPABg5vS8tCd58IzO8ByvZl9N1+UtM2ttqp8XO/eZ88ss/+wiAPy/CqXyx7Wu+uJ0x3MmPJL3xwtDS34WUsJH7RbIGbloUA6bw6ltEzZfd+5A4Mqaa2conPyViRjvhV3nz//d2/JMJ9mTVPXCG3WzXCXz8tqJmONsI2LxKZtYFwHAPA5xcQLITahdMXEzII3HwgMI0KcwwjbbnX3BGUQYbgSAJyZrgq3JzWhhaPEZ/ZvieW41oeRWHgtVbsGbL5oFFwXCAQBgwIQAwRhxJQwILGqd9rEyFFFPQAp4QlJ4eKw8gnWiHfOh98lY1M57sPI1p+A6pWQ5AACPeEKBZk9n3tNl2HpmS2JjJm9kWbKcYRiGYeD5Y7hqXPUP1LkbH3rhpd4j29S66jtrXfXvOfR1wSw8vD+39y3HGq/aVZeMyJV3EGpnimbxSgBAYaUi7RV9PyBAri2ZxSvOZLHe6RKwQMJKxQ4K1MGS5QzDMAwzdVjCnGGYc05Xujcq81J1i79e/NDiN5Pu7CDandwPHOJgVc3CPZTSqmeHNk9I6c6p0uCt7vaK7k3XNV2sJtRMsN5T1VG2NFgztGXxkb+gRRzB3CtnXGv+bPtfQoRS4BAGAQtUs/UJW242M9i096KGphaLGufcGfDM+S8gBfMO3vkTmZN/3extPaeT5S+gx0qWAwBKluMf3pXecfGETgYUdFszZSzXZfT0er8UmNDzHmb6O/aOqaO3q1bJF3VWn7fn5yFAd1nEquWxcDNQsClQnQI5ZhUABGgYIywSSkUKxHuicTHihjjgnkOA340RLgGcf7uz2QKAE+OfL8U+qeXYzzRZXjKLHCJwC+ZwS8kqcpqtengsjCFAEgUqOjjXkGaXK2ReSahm8YwXkyCEgAKpdguevbp+egnzWHmkNiCFOgDgqVOfH0qU0imrZlQ0i0PbEpvNopVnyXKGYRiGeYFNbejJH/iwwjmeqnc3jmthoU/0bfKJgflZI73g8NdlTrF8ov+PATmYAAAIKZFHDl1bHFnxTQD45nNjTz8SK49eM6E3MQ6UUipgIRSUw7+a6rkZhmEY5kLGEuYMw5xzYqWk28Er913ZsPKOdcPb6H+6nyTvnPeagTfPubXurf/9TLQr3XvWJ8s5xEGtp3IHh7jNVa7ImmZ/3e7+3PBViypn/2VbbO+iA5m+d/cU4xcfSpZXOkP67TNv3GsRS6JAHXPDM3yvmnF9v2ppyZDir+xK9+ZHirHGvtzwGe8+nxtu3bW0rm6mBSb7GcGcdRROGVwUXvpjm9rfOnxn8/lia2ITWhheQvemd9cOFPu+MFwaesdkzPPs6FOtbsHze5mTv1nhiG7Vbc0VliO9TsH1q5HS8JtWVK56H5xBeftKR3QQAAYnLuKzD8ZcniP0yzaxugHQ6znEmRYl9QiQgQCZFABhhLoQ4BfLVPMIhU1qnChhbnPAAUL4G4eS5ecjliw/91Eg1AJ6CbKtDEbYdPCuEZMYAUppTuJku2BmG9yCb1SzVL99BrvLX5yPot6CkcsWrNzc0x3DIDpn2LoLBPcp9yWUtgJA4HTnHi9KKcTLsa5tyc0zKJx3P+IYhmEY5ox5BO8u1SqtHm/7alfdTzkQnhvThn+TN3LrVat0a9lWKwUs5AHgPyfqK2BB5RCv29Q646OxToXCO4hfCiAEaP1UzsswDMMwFzqWDGEY5pwTVPxy2dSX/vvg6oM85vZf33hJeXnVfN20zdvrPFXQlX6+KpdDUEA1y9Mc7UsJmIeZweZ9Vzes+tz2eCfESsm5PdnB9z43vG0JoQTKlv4/G0Z2KBFHsLC4ck6iNzfkeU37y9ImsbZ6RCfvFBwaj7lnJE6sXxTueMKlOL9RMErC9nhnzZHJ8mpXhTVcjJ3S+/zi6Myd86LROTZY7HAU5qxT7az9e5Wj5iv17oY90x3LZOjNdzudguudvdkeb9bIXOoRvQ0JLWHrtjYpx04UzLxQMPO1CS1eiwCBgIX1CS3+axGL52UZ9cnAYX4EqJUACiEAsHkkrCeU2Bhx1QjAsKhFeIwdANRJKEFAqeuFrgQA8LGGBIR6EKCJq8F/gWG7149tTB1tVa3SO5s8LZ+YiPFcgofky9m/8zz//xAFXrXVSpMYCgUKpmUAAEDOTDdwiLPIC2XazwRCyFuwclU2tc9orKyReTWPhO97JK9+il1fAwBnnPg/EYtY5Z2pbT15I9eGEQabsoQ5wzAMwxypbKuNMievAoA14+1T6YrucEvua5yCK3kgt4/rzu1/c1ip6PeJ/tFjtddszdGTP9Aic/KGGmdde3+xt/0M1hKfMkKJatjGI37J3TNlkzIMwzAMwxLmDMOcvr/uffCGtmADXljR8e+pmO9HW/74HtUqr3x6YNPLlkbnioly2uIQdkucOLhmeEt6b/Ig1m0jAACwomr+oEt0yo/1rQ1PRWwns7hyzmi9J7pmbqT9Nyuq5j/1/c2/W/1E/7rlR7ZbP7JdAQCIqUn3+pHt+GNL35pv8FQ7B/Kj9/skj98tOSXDNu9tDTTEhwqx5rSW+ytQuOy6xotn92QHHQhAW1AxS61xVyp/3/fQKZ09vqJ67s6ZFYG5BNkTddsMMyG8orfokwL/2+xp/fb5uKv8EB4Lpk/y/8QvBfRCKn/dqDry68lKlh+JAoWh4kDVsopVb6l3N7y4Y2NXakd4sDjwzpn+jp83epqS4xkrVojdbCOzucpV893Ji/is8jtAyEIA/+UQnwIAsIm9FIDWcsA1UErfjBF2YoAxQFQBQAOU0gAF4gJAJo/4EZtaQQQIAKFdAPBuhBBL+B5hvIlwlix/qc7Mnnqb2O8AgOudvOv+iRxbFETNtM00xlylk3dpms3Rsl168bMHjwTToqYwMbORQKVS3TmsDsw8k1GyRqqlaOUfqqK1m0tmYVdQijzoEt0ZOMZT8EP/5izb8lhgbONBsDHiRgGAJ9SekM+XGPAYARKhhKYPZPflFN6RbHa12VvSGzps25qS93+GYRiGOZdIWDJ4LAyfaj+n4EoCALR629/NIb4YksP/I/OKdmS7RDnOFc38qqQW/0hKS1w/ETGLWDJlXtkAAAeA0maEMIooFfJQcaC9bKsvKX3DIY76pcDGZm/b+wCAPZxhGIa5wCH0/BFlzNRgCXOGYU6bTclyzTJCe5IH1neEWhMTMeauxH7fjnjnZWOl5LwmTy22wH7o1e3XrwcAcIvOcH9++GYA6t4e76RxNYUAwAcAtYf6L4vOG6pwhrTH+9bWqZY2bedvVzpD9lgpycm8ZM8Jtf3jHfNe/cusXiDPDG5K/GnPv+7Zn+k7Kll+OAHzUOEM2Tzm9biazrT5Gz6yL37gAwYx28qWtmBrbM9XXLxjhAJ9GgCtRggFL6lZPCJgQXm0b03DkwMbXCca/0iX1y3e1RhyzeUQZ1tgcQJIBdUgYyaxrYCi1Gi0dOr1SxlmAghYLLR6Z9wyP7Ro3GX3zlW1rjrj0N8RoDuGioOndU7v6UCAoNXX/jMRC08fem13eqd/X3bv/ZSSSFKLPzKehPlAoW9FTs992yN675nciM8eHOIJAPzhJa9h7sUzqG3bfsgCM0op/SCHOA0AqgDAQIDyFKhiUbMeAU5xWFjHIe6mqb+DsxfbLX7mnJxz1f5S1x31zsa9Xsn7+4kcW+Yd/zKM3PtNMFwEiNciJuURn5c4pUvAQqj8fDl2H52gHVkCFiox4iih9mk/LSjbqgdsuLwrl7tcwGLepvYlZbvsCcrB258fm2CLGF/EiFtKgHRptvowAIQB4A4LzK1AERWxuNKmqAeAmjaQegSAKNCTlWo1MWCdw7xGKd2LAOUIkG6bWs9ixIkGNdJNntbdXsk/OpTv/6tX9PPx8uis071PhmEYhjkfiVjUvZL/w7Wu+t4zGIY2eVo+dryLEifhA7nh76W0RMepDhyQQl317sbfdWZ2f1Kzyz6v6NdCcniTzCk/bvPN/DscsUDPwTury5b68jF15OV5M3cdAIJZ/rl9Tt71FmDJcoZhGIaZcixhzjDMaXt9x01fAAAEp1ib6lc770Vvm/vKF/v8eue9164Z2vJJl+Aw42pqxmBhrAEAoN5TPbKyesEzh9q9ec6t/3tf1yOv3ji6s8PSCy95WNrsqzOua7p4Q0eodcYHHvvfGptO3+8WDkGBmcEW/dbWqx90S84v3Nx6Vdfd2//WsHls91v7c8PvL5rqUWesVzhDuVgp+eK5ttc1XjzwlrmvcI0VUn8sWkW6eXRXKKMXrveQ8j2mbbrrvdUXL6+abxw2xLdaA/XV22N7P3NN4yr0n4NPzTaICRghCMg+3Sd7Clkt70yWM8qhDlfUL09lyjl5W7zTuXWsq7435+kr6CWl2h0e684OtRFKq65tXtxdJrabrWRjpoODd5gzfR3vvRCS5YdLqAmfSczwZJ1fixEGSikcnsTiEEedvDMVdVa/+OaZM7IdFUrld+YE5z3olwLmycbtzXffsi/b+cM6V70kc/IF9YDnRIldjuP2IgqjNpAgAlQFFHgAGOOQgC1qtD/firoRoJEpDPmccPj3lCXOT01foadK4uRU3spHXIIrpQhKPCAHB8903JyRQV7R/+J/C07AGzmQWimQfRToIplzDOaNzFJKaUEnmu9M5zscBVok1D7qM9TpMonhGS0Pvd0puGPxfOzuSm/VO2xihzBwCyjQRRziWwklEQCaBID380j8lEWN2TYhKUBgEEosDNiiACqAHTkqXIASPL9wJs8hvg8BHiaUeDjE/z8AsAXE22Wj7HUJckkUJetQR5fkfn09bqiUsPiqrJFdxCEuBgChvJl9E2Fl2hmGYZgLmMI71AZ3838ncw6P6DVrXfVvS2rx9Sd7riRxsmoSQwZAuMXTNmRR61MN7uYH8kbuyZHS0MMUqOCXgq+oddUfc4NJk6d1GAB+2hGY97ODuX0vH1VHPj9Y7G8PK5HLo87qP07G/TEMwzAMc3wsYc4wzEmt7l+Pr6hfTvpyw3KDt/rIklWn/AD78GQ5AIBTUEqEUro93nmtTQlEHIGsW3SNvGn2LV+7qmHlE4fabRvbM+upgY15izz/S4uIBRpUfDuublh1YKQY31A0VPLeR780bSWARU4An+TJCpjvM4n5kyp3xa9GinHfOx76/Hf7ckPvUi3tqBLpSyvnxpyC0v3y1isTPdkBeiDTr9R5qw4sjsyu3Ti8Qx4qxtoVQd7UHmz6fze2XWEca94XoIyWb54RbH6kwVe7oT8/6mgPNO5vDTQUK53h7jnhtsz2WKfnueGti3cnD1xU76la7hZdVU/2b5gLAJAzCp6cUfB4JXda4mXvRTWLC1vGdpt+RQ4BOmmejGEmnIBFe25wwftnB+aeVw8KkuVkC0a4LiAHjrsIgMdcRUgONwWlkJHSkxNeKQMBphWOihIA6A7eoeu2Xuzwz9kQVEK/PrzdqspLxnsuIEqUEv8dVUeWD5cGfbXO2njJLgYH8v1Snaf+VM8JPifx+PhVp21qYaCoYFMzBohfCwDtCFAzoVYBA7cDIcRziFcA4ANTFvA5gFCbw4i7oBZeTKQGd9MIAEDUUfWDjJ5+I6X0+xMx7uHJcgAAjgq7VKv0dkVUbCfn1jNGosGmtqTa5sl2XB+TgEWDR4JWtkueF1+kWMMI0mk9NSnvJwfznRUCEl7jtwNBiZNfAQAv1+3y1QjQlwHoMgB4GgAet6ixBQAessG8ESisBYDrKdg2AFAeRAAEBgA1LGpSAPgbAlzJIe7lx1vsEVNHOYRwhFC71ycFIKUlFzt456BNbVzjqh9yCZ57dqW3zgZA9kz/nEoEsLozs3thQov5JuP7wDAMwzBnO83WrKKR/5ZX9H1wMucZVYdff6JkOY8EtdpZ+7sKpTJStss/GSr1X1Mw87fLnMIBAMwNLlxv2PrHRtXhu3nMhwDgZBUZaYu3/QGvGPhP1khflijHXn0w17WhxTvjwATeFsMwDMMwJ4EoZZs1GIaZfk/2r5cLpnrljlin6wur3ncPwNFbKzeN7Fr+966HmixicT7Jk1hYOavzppYr+gEAtsX2ct/e+Ksn+3LDF09l3AgQNPpqch7RVe4ItT6zsnrB++ZXzEwCAPxz/+MVf+789xoEyKzzRM2hwljrQH5U6Qi1Fvyyd/i6xouLs8OtBwt66VNN/tqBw8f9895/XzlciImX1S3duSQ696Tnc+1L9dQny5nsRTWLcuOJ+959D1duie15f19uaKVpW57rmy8dbPbW9sXUlHdbbO/1iXJaSKhp77XNiw5KktV+3PunCGTOlR7KZQZTaoHOqqyYZVFj2krhM+ePhaElTy8ML75suuOYCAUjz+WN/LUWsSrKttrc7p/1BTjOYiPVLG2NqTG6O7OjJVYe8xyrzUTjEQ8rKy/+ZZuv/R2n2jeujnX0FXr/rNpqy8HcfgcAgF8MxBeEFu1q8rZcNfHRnrtsYnGUgsBzvKbZ5Zk84t9AAUqU0sdFTtw43fEx5y1kE7uRw1zPZAyeK+VuL0LxL17B+xxGqIGA7SxaeYdJjFM+u1xAouYU3HFCbWfezAYPvc4BP9hbPFh7or5nKixXlMNS1IoXE1uCiv+dASU0QsBWgYJggdkCAHMBoAwATQAwBACXIECNCNA6AOTBiMta1HQD0D/LnGP34WMTSniMsEUokYCCD2Mcs6ktIADbJGYwZ+QgolQkAAA2x9d9KCiHs935/R9UeEc5UY6tOlQNBAMGAhROY60qwzAMw0w7J+/KOQXXfaqlCg7esbhoFtpUq8Sd6jiVStWfZ/rnfMwn+ccmI04AgPWxNT8cVYfef7zrEpa6a10Nt1U6qvcImBd9UqC8Lblxocw57Jn+2TsOtdua2HCdTwpsbvK0nvRoK4ZhGIY5FqXOSxs/ftF0hzEpOj/03y2U0sXTHcfhWMKcYZhz3ur+9XjT6M6P/Ovg6m9P5bwzg00DM4Mtv19SOed+kRdiy6vmv1hOd1eiq7I3O3R1Vi/cvi22p3l34kDrp1e8q9slOArJcubXM3yNj/CYDzb4qzeMZ66+3FCkwVsTn6x72Rbbe/PGkZ3ffXJgQ6Roqjij5RwAALNCTXuX1dcedYamiCWjWEbdDx/cUJfRc84KR8gqGCXttXMuLVhInbJzl5nzU5WzJn5Z1ZWXOXhH53THMhHGiqO3YIqyJVpa3+hpPrJKBwAAmLbJ9eQO3nUg3/XmvJmTVEudsipArd4ZfwpKoS/MDs49pbMAM3oa27b9o62pTW8YKPa7D73u4J1GtbN6b5O75WW17vrRiY+YYZjxKpiFeW7BvePkLU9P2SwrFjWf5DCebRLTNIkOCu+CvJH2WNTCpzIWhzjDJwQPGkSXC1au6dDrWT07mDezk5Iwx4DBKwbSMnJKEpFHy3b5QQ/nvi8SqHj2TMe2iHkTRtw8i5o1AJBEgNopkJmUgglAtyGEkwjQ3znEdwJQjBGX787tf/fO9LafsqQ4wzAMcy7hEa8BIGxR8ziL5xHM9M1ep/DKXfXupr8CAKhmKdKdP3AFofYtBtFn8Vh4AAEKjpVHLi1b6lHPIA63ILjkzx7R19OT359wCM79XtH3RLWzbkJK4/UXet6+J73jCzrR607UrtndttYvB6+vddUXDr2W0dP1finQPxFxMAzDMAwAS5hPNVaSnWGYcxl6vO+5z/x21/1v6s0NzZiKCTnEQZ0nem9HqOUvK6oWGsPFGLqkbsm2Q9f3JA7Ij/c/9+uudO/1hFKx1V+X9IruNZ9a9s5fdQRbcpWu8C/h/3bPHxzvvITSAABMWsJ8QcWsBxRevvjZoc23ZrT/e0jdleqbtaympR84vf7Qa4jKI/fsWo/TWm4mAMBldUtHerND3mualg/YUD7hL7YMczICFsgM78xnzpdkeaw0NgsBEgRBLDXKlUcly1Nq0iUJclnVSvf75cBVY7HRo45umExuwVMSsBBwCs5XAsC3xtsvVhitowT9lvJkUcHI8xIn27qtHdohQoNy2KnZ2vsB4HOTEjjDMEfJ6tlfG5bxb1mQVnpE7ycAACYzWQ4AYJv2DB0ZYSdWDIVzqA7OiS1q+igAOuWxqC1aYLlkTskVrP8rmKNwSmayEuZVjrp0vbspAACwM7YDN7gaHqUcOa3vGaHED0DBJvbbAcEVFjUvAwrycZrPg+fPI/+4RU0CAAQBGgkpYahUorGx8kjF6d0RwzAMw5wZjDB18q5NTt71qGaXvU7B9RQCbHhF3zyb2jwA5XVbX4sRLiu8IxpTR19bMPOtrd72dyW02Eyb2CGDGK0c4hZFlMpNml3+U8HM35gzsnNkXllVNAv/cQnuokNwxucE5/8VAP6qmiXJIThNACCJcpzryR/4aN7MXs8j3l8w87Ofn/d5MqfYuzPbbyeUYh5xql7SHQrv6I6poz+odzU9ElTC+8/k/jW7nLKodcJkOQBAd2H/Kp/uf1rm5PeElYoNAAAvJMtR0SwILsF9oiP1GIZhGIY5C7GEOcMw56zvb/rtbfftf+ROclilDKfgKHtEpzlaShxVyljiRKvSGSr050f8pzNfk6+2cEnNkvucgvKP13Xc9G84xvafrF7wzQ23DyyKzL7dLTvjbtHZ2+SrzZ7OfEfMve9MxziZ9mDTx69ruvibDl65/0db/7hMtw1e4aW8yHMOEQd7Ng11ZTNaUQorwaq0lvMDAMwOte1u9tVpTw1srEqo6ZY3zL18zAS1crJjZc5fs/xz/tvsbXnVdMcxQRCi2BtxRe451sWCkffoRLvGNIwfrok/E8oamSn9XCZzilm2VEelVOWPxRKXlmLF+OzWeb87Wb9kKd6hlsqfqwhVrrq/5++cZpdfLKXIIQ7CcqQwWhp21rsbVwwVB0M1rlpWgpBhTkPeyIke0WuUzKLfKbgyh1/L6GnBLwVe3Em1K73jb17O45M45e2GbX52qmKUZHEnJvATyySXF0g2qAhyXc7MyAIWDJta4zrHHAOmMucoY4SpgESHZVpfDojhb5XMYskgZRcAnNJO9fHgEAdVcn06W06SAheye0q9BwI48DOP0/vfUxmHUuq1qbUcI/wYBbrAItZHCdg3nOIGcQwAmAKt25/t7GfJcoZhGGa6cIg3GtxNt84NLjzWz8P/HKuPV/T9a0wdeY3CO8iKikvuPuwSgv97ZrL6ha9RTB291SW47z/sGjgEp96Z2b1Ms1VHg7u5nwKZxSEuRgFGRE6q5xDvLJp5UcRiYV5w0d8sYj7UW+iexyH8sgZ385/TehorvDKMEY6pVsnr4J3jOqruWFJacs6Jzi8/HEK41qLWy4tmIe0S3Ad0W6vck975upSWeKtP8n9lSWTl3083DoZhGIZhph5LmDMMc076454HQs8MbvokpQARR3Cg1hPdjwDue/u8V5X+sPtfn58bmbFrf7pvbm9uyO3glXx7sHEjAFTuiO+bDQAgYoEGFO/Bek817c0N1cXV1PF2AL2oNzvk7skO3tHsq7u2yVerLa+e/ygAwL5UT5gDuEYWlPWrahZ2A8CnJ/fuJ88bOm6OA8BFD/U+86+9yYM3Nfvrc7tGx8Q5oRmly+pWoUd719Rf33xpeX+mX81oOcfFtYs3/HrnvW8EABA5kQg85zHH97slwxxTk6d5Rk++Gzd5mgm89CHLOSeuxgWe447cqYiyena2bmoawuiBbcmtrtHy8JQvMnHyLuPqmutS/cW+UtpIYcGL9YSZXBxXY10RR8X6Y/UZKQ2v5ADjkqV+sN/uvWTn4Dai2eWXlF0klEBCi3tVqyTM8M3kVat0JQD8bUpuimHOMx7RawAAHJksBwA4PFk+VByscPPueZXO6qqiWfh+QA7unKoYBSwSAYvfUWnJ6wTHexHC4OCdpZJVcI2nv8I5NY/gtwi1fwwU7ZJ5+c/AA42lYm22RT+VE/L7NLscPPlIp6bJ3aYKpuTksVDIlfJrIxD5cTQcPaWH2haxbgagd5jUuAEo9AHAXwGgAQBsADjlM1mHCgM7R9ShOafaj2EYhmEmiojFfIO7+bFT6RNRKtWIUvmbY1w68vc4CgC0whG971jjyJzcJWAB+aVgxsm7fqRapc9ZxKwRsbS9xTvjh4lyDAi15zt453d8kj9f5268HwC+CABQ46o/1pCnxSN6f12yiq8omoW5J2ub0VMhvxj4SNEsfMUluAEAqjJa6h1Fq9COEf7Ggdy+VKu3/YkJC45hGIa5IKFTrt/GnC6WMGcY5pzyaO+aK3N64bK1Q1uvmhVq6V4mOJ8KOQL5hZWzHnfwSjWPuYevb75kA1AY3jS6a6DGXblxZrD5Q05BWbV+ZMdb6zxVv444AusavDXc/kzfyzaP7Xq5TclJ53UKDtMtOuIe0XVPR7j1p8ur5+/fNrz3BkWShtpDzTsA4E+Tf/dTZ1HF7GhfbpjuiO+rBQAQOVG+3nfx2ltbr3728898/4MUKFzXdPFzFrEIBSoCAGT1vPx0776uJXXVU1Ienzk/rRl92q53N+z7Z++9VkAKBnySr+QTAx+qc9cfc0fD2SziiBgAcGQpPlooFxTOxv8WHWJ0tDx8nHP+Jtfc4Lw9B3P7xwZK/ZfkjVwLACwFAPBL/sLhCfOMnhH9kt/Yl9l7U2++564mT7O9K70jlDUy3mONS4GCapUEAIAtyU2eRnfTfGAJc4aZEKPqCAeUzo86q7cCAE1qCV6zNAUjPKdsa0+Oloa76j2N35+O2Cwwd+WMTACAjvtXebfg1RTOtR8jdJHIKYXDr3FO9FmBSq/P5tPtZxobBgxVzrpY2VIlBGA3udtcRa04xoncW2ROTgecwd2nMy6P+Qcs29qOABsUyGYAkADgCQAIA0DkVMdLaUlCKGGPQhiGYZhpoxMtpNt6HQB0T/XcjZ6W7KG/zwku2AIAtx1+vc7VAADwj8mOY3Zg/lBaS3UX4eQJcxFLkNISj1a76nQAAImTt3pl/0dlW/nIguCSmxyCU5/seBmGYRiGmTgsYc4wzDnlmsaLnljdvy75zvmv+ZLEiZ6Noztn3jHntudW96/HC+pnbehK9fCX1y3b//X1P79D4qXsFfXLP/Gu+bevB4D1q/vXf++ZwU3v2Zs8+LaNo7uW03FsXHUJDrqwsuMPM4PN37ikZvHBBl+Ncc++hy7dHuv8pV92N+pgzp/0m54GmqV9sdIZ+lV/bqSyxl1hbBzZ4b2mYVVAtbRb5oZnFHpyg3BV3cr//Gb3fW8xbBMijqCl8JI5nI/VrEKtqkHVKT2HmTl/JLR4e0KLAwBAUktArat+89zgggenOaxTUjJLfs0uZ4Ny6JhvMrW+2o3x0tjnCCXfRICqxvNeNNE2xNYtIHD0YiEBC7eOlUYuty3yY0V0PDasDt4yXBq8sivbuTSjp+t1omU1u6ycaOxKJVr2S4GkU3ANCFhYOFgcCNe66hKTdjMMcx7akti4CCH8soWhxf976DUZy//ekFh3xWBpYAwDLsbKY76SVZSKZjHEY96+JHr5NdMVr0fw3WMTuxIh9D8FMxs6WXsRS0kZKRskTrrxWNdDcoSmi6mtlUp1hWaX7ayRPmkloOMhQCCmDkf8UrCs8I58LBl7ZU1F7YNwnAomRbPgcQnu/AnHpKSWUPvTBNmrKKXtAPBKAFAB4FkA2AunkTBv8jb7RsvDp9qNYRiGYSYEj/h8SKn4ZliJTHmy/GzjFFxVKf3kv74YRIeu3F5Htev/jjwPSuEujNCPWLKcYRiGYc49iNJzttIpwzDMiaAX/hAAgN7skHBP10Pff+DAE+8dT2ev5CbvnPfq/SInfm5msOmffblhUbONO7aO7XmZRawVF9UshqgrrCVK6fddWr/0X5N5I9NlIDdyeVxN/9giVrEvO9zfXxjunBeesXtrfN8bPYIzE3WFecu22taP7fBmtLzzQKYvOjPYuHt5Q93s6Y6dOX+0eNv+dlnVlbdPdxyn4rCS8ic0Why5aaw88uHB4sD8uBYLTEVsJ1Lnqk8ZxODnBOblY6WxoTFtVMoZ2dm6rY97FzyHePBJvnxOz7qDckht981a6xP8bxZ4kfokX2wy42eYc1lWy/p8si+bKMe/olrqqzYnNtSuqFi1qcpZczkAQF+h9yaTGD95ZvTJmiP7OnjnSIVS+YOZ/o7vRB1V03owimaXqzS7/HabWK/gMNdUMHMvKc0uYMkOSRWGaemfVUTn9080VsksXOHgXU9k9FQ8qce5hDZ2RqXZZU6hC4LL0M74zh/Or5j/weO1i5VHl1Qo0U0nGsuwjVkcxg8ZRA9wiB/BgFMYcd/GCN9PqO0nlH6WgD2XQ/xjBtG+BuNYqK5bRvqpkUcD07GIimEYhmHcgufeq2pe9qrpjmO6bYqvu2RUHXrEpva4FuthwLTaVff6xeHlf5ns2BiGYZgLj1LnpU2fuGi6w5gUez/43y2U0sXTHcfh2A5zhmHOV/SFP/DNDb9Y0J0Z+MWBTP/8E3VoDzTvRgjSCys60k2+2oeva7r47q5UD9eZ6rnWJtZn9yQPViu8/NCsUMvaKnfkCdVQ911av7Q0FTczHTaP7p0xWBwZHCsllgYV3yzV0pY9O7RltMZT+YecXrztPz1PLXn3/Nu7Vatc7MuPVB3I9IFHUsyTj8ww44coGp3uGE7VEclyDHD0Vm7VLLmjrqp/R11V/3GLnu8W44UPqJZ6ymfeTqSCWXAYtqGui631Fs1C7emMYVMLPIIHheRwr2Eb4BV9sy1qXR6WIuwBEsOcgE/2ZTNa2pXWU++Il8cC19feCA7BeeULl5GTc37yodHVL0mWc4gnESXyt2pn7ZfnBRd0TUPYR5E5ZUTmlK+UrdKzFrG+XO2oX1Yw8wkMyEEBjcqcYlBKb1BE58jJxnIK7tWjqdFniUUutkQzdaaxcYizMcJ8vaf+iydohpy80w3Hee8+ROTEvTa1rxaQdCei8ANAaDNGWAMAwIjLANjfRJSvAKDLAYDHgGMIUIECFQmQumONKfFiYKZv9u692V1s4SHDMAwz5TS7fPX+7N66Nt+sgemOZTr05A8swIBx3sh+YLzJcgAAAgTF1NHvpLVkVUAOfWcyY2QYhmEuRAgQO8R8yrCEOcMw57VPP/Xt122L7f1R0VT9R16TONFyCoo1I9D4jFdy31PlrvjV2+a+kgIA+twz33tbupz9GQDUj5WSwY5wq392uE1t8NREZkda3zf1dzL1Gn1VX1w9sNa9O3nA+b0rP5v53qbfFm5ovqzUnRmI/Lfn6cvfs+C129YNb9tU7a6YWzRVa254huqTnWxbFDNheMTTek/jOX3+dc7IBb2i96h6fg7Beei8XuoX/R+vUKJX9ha650xxeC+R0dMKAJyw3Pp49BV63RSo28m79O2prWpEqfh4Vsu8LOgI3RlRKvZNQKgMc85LlZMLnIJzr8wrL5brtIgV9oq+TI2zjssa2Q8ZxMCqVarVbP3POT0jNXta8/uyez0AALWuer3Z3dIvcfLdNa7asyJZfjiFdz4JAE8CAHhFP+iW5pV4OTfO7gheWPQYdAevylm5IU3VvGcaU4d/Acob+YJf8WeOvDZQ7GkvWcU7HcjV4JJcqzVbeyokn7SqOqFAP8NzQjehhHv+BXsGRlwXRlwCECRM23gDBlygQCso0AoAAAy4HwCVCNizjhzQLwW9HsE3kjezVWd6vwzDMAxzKkxiejN6+r0A8OnpjmUqdWZ2XUMoKZvEuLS30P2/J+9xNIPo0W3JTf8PIdQelitWY4Q/OqaO7HAIzrU+0f/YTP+coYmOm2EYhmGYiccS5gzDnJcG8qOuP+z+58eeG972JZu+tDqpW3RaEUdwV5Ov9nsLK2bte3nrlZvXDG3xbI913vGx1V+fe0PTpZaIhdfuTu5X+nLDUlrLSf35Yf2O2bc92uCrev003dKUWju4hZtXMTMUV9Pw8aVvW/udjb+eK3JC0Cb2LzrT3d+gQMElOFLYifvyenFxqpw1D2T6PHMqr3IBsE3mzMRwCq58g7tx/XTHcbq6x7rf3lzZ/MtDX4+WhlHUWQ1w5Lm5CETd1kcAYFoT5hPlUDnhklWU9JImeEWf4eY9/QqnnPEOUYaZTqPqCDdRJc+DSmjbob9n9YysmqXPiCC9W82Uf130FH5OTPrKAaPv002+lq54ub9tT2bXS84Fd3COsktwF0fUoZv2Znd/VjVLToRQGgHiEKCCDbYnIAWfviR6+dcnIt4zNZ5k+ZbExkuyemZevbvJ3+Jt/QoAgCiKhpYvPxxVam7qKXaN+3iIYxku9du1zoajFgXFyiOVOSP7o7yZvbLKV/MrrxT4JBznfPNDCCU8ofZMSski3bZuw4j7KUbiTzHiXrJ4ASG0iVLqPvw1CrQegAIGfJAAeDGAAwDFbGpV7svuUfLjOAOeYRiGYSZaUAr9rt0/+yvTHcdUQ4D64+XY+wtm7t1nMk7ezMkA8PackX17laMmnjdzi/Nm7m0FIzfkFjwX17jq+yYmYoZhGIZhJgtLmDMMcz5B/z64+or7ux69SeSE1/TlhuVDyXKv6C7Mdjc/XRep7VpWNfeHAJBYEp2j7ojvq/jZtr98Y/PY7jd2pror39hxc/+vd93nGS7E/BXOEFlVs3DEJ3ke6Ur3JAcLY19dUDnLmN5bnBqrahfZ64a37ZgbnqFsG+uccWn1km0hZ2DtvIr2D1KgNgAcbA82fX3D8I7P/G73PxbOjbQXRSyAW5K9OmUJc2bC5OEkZXHPVgcG93/a5XfFAAAKRkHiMPZwwF+e1bP3+ySfdXjbkqnO5QCf8c7us02Lp3UEITQiY1lEBM/M67moW/QctdueYc4Vk3U+OEYYC0jcWDa1DzbVNn12INe/GklogWmae7N6Zn5YjvAyp1iaXeYBADBgsKhlPTb80Czd1hceb1wX7xIB4KxImJ/MmtGnX3swd+C3FjVFBNzvW7ytKG/kBI/oNTwe91sw5f4VkSuXxLWx8OnOMawOimEpOkJRuULAgiVxcgoAgFCytGyrlwMAGMSAopnnXILHOtFYNrU+YVPrq4d9fRe1yVKMuK/yWDhw6HWM8CNAURqABo4cgwJtQQAmBbABaBMCBB2BudmtiY0jRavAdpgzDMMwU8opuA9QSi6I5x2Ha/fP7mr3z/7Apvhzj46qw/fa1D6jBXoAACPq0ItlakxiuTRb8wNA35mOyzAMwzDM5GIJc4ZhjvLvg08uLhqlhUuic/7V4q8fm+54TuaefQ95nxrY+I64mnpjUs3MNchLE7Y+0aN/bMnb7mryV3+pwVfzkgeg8VLqlsf7nnt3Rss7vZLbipVSvmpXRfyi6oXdK2oW3rM3efC51866cc2U3tBZ4Im+dZ8plksBDjjl8cHnQj+64vPifQcfWzJaSugdwZafeiXXP5/ev/4jIONmp+CwtsX2ukKKLw5geqY7dub8wGOh5BG9nwYAkiwn+P5i78oxdXSFbuuzZU6mITmyaWnF8h/BSXYBTpdgKPjTgBLMAQC4RbeeKic1gxgVYIMTAF6y0xIRtLRoFR3TEugkOpg/UFUhR50Njqadlm3vJZTun+6YGOZs5BG9apfaqbgFTy8AULfsviZn5H7l5j2XC5zoQQgKDt7h0uwyAAAQINCdP3DCXcgewdvX4m175VTEf5rQgWxXkMNcJF6OzRos9n/LoqYIAGBRg89oaVfOyH6XUPJ5n+SPla3yq8JSxe/iWuyVp/u2H5YrEjax3pW3s1/3iYEfHEqYO3hXQkBC2S8HOp286wcOwXXCZDkAAKH2G454iSdA7qCUzsOUW4YRNgEAKFAvAkhQgKMS5i8QXvgDCCFwCs6qVdFL7TWjT6VLVvF4fRiGYRhmQlU5av7oE/2/8kmBk/4MPF91+OetLpqFB7JG5lUTOa5JDF9GT78hUY7vDCuRSVl8yTAMwzDMxGAJc4ZhXqIr1cMvrJg10JXu3drirz/bd3Wijzzx1Q8dyPR9PKPlqw+/4BFd5VZn/dbGYE3/wsqZv7m0YdnjR3YeKcQUCvDWDy+5Y2RmsLn+ueGt64KSr7e/MPzc7PCMJ+aE2/rmRdqn7m7OEv85+OT8vckDVR24qX9HonPVgoqZ3WNa+qFmX11aK+nOX+z4++3N/rqAX/b0NTlqfUHZF84bRf7y+iU5jZQjCKHpvgXmHBeQAjGZU/YWzcLr7u3+66tMYi4rWcXo4W1G1OE3Zo3MTW7O/ftmX1sq4og8DGdJ8jypJq8ROOHFUvJFs+ixwS7VuGt/mNUzRy0qMYnRWLQK86c0yCkS00a96xPFuc3utoGAELzgdqwwzHiFpfDbDWq+cIQDCum2NlDhqHxbwSy806LG5Yd2l497PCXySIO76aizus8GWxKbFsfU0d+FlQo9W04fMMGqb/W0j8W1sZzISeUKpfI7fjlQ8MuBdxzqo/CKigDeUaFEo7HyyKrTm5m6gMKVIpUbXIJ7+6FXvaJvXaOndb+E5TsU3rHnZKPY1PLD89VPjp4B6AKT6P9ACN8LAD5KyQcp0MZTidIidpElyxmGYZipImChEJIjTzV722LTHct0Moiue0SflDUm9uMTBQpDpf6PZo300lpn/W3t/tms4hbDMAxzStiz9qnDEuYMw7zEjGCTBQDxanfFdIdyTJtGdzn+sf+x68OOwDVFvShvGt31pkPn5UaUYN/cyIwnQoK/vKh65l+8sndzR7j1uAkahJDR5KsxHu9b91TBKK1v9tXdOyvUUlwJx61uekGYG5mxs93d+GpJEgOB7Bp6fdMlv1zft+3amc66+o7aDv6e/odrlyq+6oH8yAAx6TqX5FwGAOCWJEoRy4cxZy6tpysA4KRvQgPFvqsB4Oqe4kFod3SMGAUz2VDb+NaoK7pl8qM8tr5U76dlUb41X8h821vhvSejpaMUqBVRKvKjpWEu6qwuHN4+Vhzr6E4frDGJed58JpM4yeYQZ5jEkmd4Zu5xIIdXsuU6wRbf05Pv/mmTp/lsX4zFMFMqo6VnEwo/rXREHwAA8Ev+0ZJZ+FLRLPy/iBJZ8ejQQz634Cn7xAAeUYekk40XksNbKpTKb01+5Kcnb+S+UedqMHVby9Z46pTnxp5dNqIOAQBAUAoNzg3O33t4+2Q5UW0SYyzqrM4GpNDtFjG/m9ITp7z7yy14S3F9tEripUePvMYj/laFd/SPZxyLWP+hQI+7opICvYFS+4ZTje/wERYEl3RvS21uPkvWgTEMwzDnMY/gLVY4ouvgAv+hQyhdWDKLSydr/KJZuGiw1P9nhXe8U8CCv8pZuw0u8O85wzAMw5xtzpuHswzDTIytY3sCPbmh1wVk70+uqF9+ViQ1Hu1ds+DhnmcvHi0lLi0apSvTWs4LAMAhDAsrZ42ElcDfDds0rqxfkffK7tULKmatO95Yj/Q+63DyypsH8qO1QcUf8oquD757we3bpu5uzn51niqyRz+wozc7vGpV9cJ/BBRfPS/zSyS/I/mDbb9zRxyBolt0jjgFZ3BOtG3pI4PPyiIn0JFCWq8JOFWbGuddaWnm7Fa2y7CtsLlKwUpI0aR3OgTlY17JV5yOWBqCjV8fLg6lJFlZOFwYtBTBkQ/IwdV5I9fqEtxDAFA+vD1B9NUFlL9uOmKdLLqtc02eFrVObkjyvMBTaqesgm0QYltNfpYsZ5gj+eXAbgDYDQAwVBxczGP+Zsu2EmktfanMOYR6R+NwhI+gfeW9J11I5OJdsSXh5Z+rclZ3T3rgp+FAtmtGUAoZASmAD+YP1CCExJn+juG9md3V1c4aLSSHvWkt9cFkObFa4ZXORk9zKWfmoNnTYgMABKTQEAL0LplTRofVgQ+eytwilvYkSezSSqn6vUdecwmecSXLAQAQQPVkPt0WOdFb6Yx6W60Z+w7k9l14pY4YhmGYKYURlyiZxS6X4J7uUKYVRmirQfQBAKicrDmKZuGqA7l9naqlilXq8O9qnfXvqnBE2a4DhmEYhjlLsIQ5wzAvsbCyI72wsuNH0x3HptFdjr91PvjakWL8ppiauk6z9Bd3VC2vmp/0y56fVDhCGxu81VKDt3pta6BhPOXDUE4v3qpb5gOLo7OJbhvWnPCM5CTexjnLK3vmd6a6Vzd4ax508Y7vL6uYu3WoFNtz+8wbje50f3QgN+paXjFnX0+mv9otOtXRUsL1cM9zc6Lx8MCKmpk5rxPNme57YC48ZVIWNyc2vnOsNLbouvoblsAUrtgfLA5wlNJXlE11hkyUG7blNlfMDy6sHyh1/ntF5UW0ZKgWR7g7TGLtpEC2BOWQHldjSzLl1MK5roW5p/THzqsnVIgiKoEkiljkKAakC+Xtsij/N6EmxLAjzB4KMcxxGMSorHHVfjFeGruzIzh71u70znytoz7ZW+qekTdyx+1X7axJBKWQ4RY9b6pyVq+ewpBPSViJzHxu7Nl5XblOV8ksiRY1X/x8N1waknN6VipZ6jcoEJjp6/hyo6f5S82eluEjhpmj29rcU5k3IIUGAOCLHOI/5hLcqTO5BwrUBgCgFMoAMGwSvYABU4x4CQFwgJAIQAkAQgDgQwiClNICoWQAI9yIEBrXwsJGT3NzTB2N5c3c2Vn2iWEYhjkv5IxMm0WttwLALyZqzEQ5zp1r53X7pIBV5ax5d0/+wFMmMY86RmuiUKCldl/HV01irNiV3vbYcGngwwvDy9gmDoZhGIY5C7CEOcMwZxv06ae+/Y7OVPcXk+VM1eEXPKLLeuvcV2airvCwW3RmCCUPtwcaRUVQygAAg/nRZbWe6IYTjE1f3X79nyY1+vOEaZvPVbsqv9Lkr338YKb/n4DRzAPZ/js8omskIgeewZhfmjZz6mgpVZgRbCojhMSRYlwcLSbqHuhKwVvm3XiAE7Q6g+gnLR3LMBOtZBXbAUAEAH2q5qSUfmCg2DezztGwrEvtTC4JrXAXrNycOnfDF/NG3iFzogMJ3O98kk8FADRaHGkxTeObdtkeLmnFXplTqjS7fMwzcc9FqlYumrKplAvlvIRFTdXKFq8IIYKM0emOjWHOZk2e5v8AANhAHlJN9fFquSak6/rXh9RBrtpZU9bssj1Q7JeP7JfSUhgj7iFKaf3URz1+uq135oxssGSVxGM2QKh8Q/3L14yqI3pICv3s0MsFoyC5Rbe+J71riV/y3aQRLXK8ORy8MxGSKvIIkI0AeRXeIRfM3BoH71wXlCO/moDb2Eko0bJaqtUCq+VEDTFgU+LkJKEU66Tc4eLdB2XOaSCERATQDAiOexgdhzgSksMDqqWGbGpxlFVtZRiGYSYBh3ji4J1PT+SY51qy/JBZ/rnbVEv96mhp6OsWtSZljpJZDPilwG1DpYGHNVt7W7wc+2dP/sAlTZ7WcVe7YRiGYS4cCLEzzKcSS5gzDDMtVvevx/254QU5vbCizlPV3uyrM6rdFT/6xY6//3zN0JarKFAQOYHyiCN+2TvW5KvZ8rLmy7Ihxb9/VqjlzsOGKgMAdKa6Z0hYeDER81jf2sqrG1aNTfmNnQf+dWA1rvNE7wJKr9od3//dvFG8fEX1/Pm/3/NPo8VXl1sU6SjsSHZR07Z03TYaFEFKLqyYNcwhrn2wMCrblMA9e5+M3jprWQJxUDPd98NceDJG2rl27JkHfLzvPpfofqre03hgMufLadkmDnE3huRwZU+xO7Oy4iJPqVRcF5Ij/y9v5wZkrCOMuU6f5CMAAAdyXZ7u7IEPj5SHLyGUnJefekfNoYbRxBBc7rsaF3FpRJKkBQSRPyTKMbvWVTfd4THMWU/iZFeiHFsJACur/bWVC8XFI0kt4Z7hm1VK6+lg0SyIAAAVSmXGLXjKMic/WzAL8lh57L1PjTzhD0rB/84Jzt83zbdxFJOY5ZWVl9z1xNAjHydw9AkNmlV2IEDfqOSirVF3VSyrZWYY1FiaM7KuWBnduCH23MtqXHXrqp3RIQCYdWT/gBRaE5Qiu5y88wtOwZ0qW6qzVFLfE3XV/EzkJEPhHQ+c6T2ULe2Ropm9iQDhTtaWABHKtho69HXRKrQUrQIAADh5d5+Dd5oIodZjdO3nEP/RgBx6KqJElf5izxssYlKb2h7N1u5QrVI1AAJ29CnDMAxzpioc0d/6pcD+6Y7jbLE4vPyb29Hmm3sLB1dM1hw9+QPfX1Zx0W8VzvED1SrdpNv6wGTNxTAMwzDM+LGEOcMwU+oHm3+3dHu88xU5vXhjrJScBQDQ4K3OLYjMenaoMPb3Fn+9tqxq3nfbAo2Nzb4a8IqeX7kER8GgJsyLtD9zvHFnBpu7Dv39L3v/8yYecxsBgCXMT0NQ9vGarSsGNX5j2sa3A4In8PPtfx3tTHU3ugRHTaUz1LMr0TU0M9iMZgWb1d/svn/mbW3XPEUo4QEAWnx1Oy5vmuWzUPms3uXGnN86M3uuBYBr3ZwnuS/X+dcO/5y7a1y1u2ESsgtZPUddvLPP4q3/ne2Z8waTmA8gHu3M27mhJs//ndldMPIopaU+uS255c15IzdzouM4G60rPBtsV2YZiEOCnjG+Wemr+uNoceQ/UVdVYbpjY5iz1Zg62lC21B8OF4aG5oTmfmuw2P9jmZM3Vjtruc3xDTccSpYDAMTKY/5YecwPAK859FpCiy1OS6n3K5zjthZf2/bpuIfjqXHVDqwbW3P5kclyj+DRFd5hLI2seAQjNJammblYxfNHS8M3pPTU9RGlwlPpiHpdgktXrVJztbP+ZqrScM7ILDg0BgYMUaXmHT4p8OJCAYV3lBSv49sTexd0PQVqAcBJE+YnUrIKDSWrAAEpvIdDXDNGuIgAfwWABgDQPgGL99e6GgAAIOqs/sahfmtGn2xyCe6xCiX6Z93WQwlt7Nacnn07AXLeVClhGIZhpoZH8O6rcdZ9bbrjOMtQl+C+wcW7/1m0CpdM+OBAIWtkPp/Wkn9t93eMAsDdEz0HwzAMwzCnB1HKVqUzDDPp0JfW/PDlXene9w4Xxq5pCzTurnJFOteP7LjJLTpyc8JtKQRod5Ov9vcRZ/DJZl/d258e2PTg2+a9snu6A79QPdG3Loh18lVikkiSK6z8b/dT/mVV81KX1i3V7+t69JG5obba/Zm+OX354YDIiT3Nvjr3431r62xC4q+Zc1HZJcmhlJZ0Tfd9MMwhCu+gDY7GzR2hOa/wSf7BiRw7pSbdmqVVcBw3ZFM7XO2qOWr8uBq/aiDT956Dxf1XF0nhvDqvfDw6fHMylaQqbdrmzx0exxM1vtqt0x0Tw5ytxtRRZ1bPXC1iyclhnNqf6/qKZpXdc4PzP1W2tYvXjj398fGM45cCQ3Wu+vcuDi/792THPF55Iyd25w4+vSu9fb5BjBdLy1c7a0uN7qYnEuVEj0mNpsXhZU7TNt7bX+z9/tbk5ut5xINbdFsilvprXfWP+UX/QY5Dt/UXe1YePn5ACv1qpm/u2yf7PpLl2FOqXbx0osYTsTwakMNzRSwmT6f/jtSWW1Na8lM5I7NsomJiGIZhzm9O3tU/w9fxkXp34z+mO5az0b7Mnmhfofvxsq0eVdFmIkSUyi+vqrzsS5MxNsMwDHP+cNT7aMunJnz91llh1/v+vYVSuni64zgc22HOMMykOZDovSauZ67cleha8NTAhqtFTii2+Ot/cl3jxY+vHd562ZV1y++cE56xWBGk7SKWnDWeyDMc5qwad+VdLX62OXk6VTpDn0hAemmKpNSxUoLWearsiCPolrC4NSB508ly5sobWy53PXjwyf0BxadsHN1ZlSxn0E0tFx9YHl5W11XYCwgQsPM2mbNF2VJRZ37PEpEX/1nvbrgz4qj8BwDgolkMZ/V0hVNwH/RL/hIAQN7ICR7Ra453bIMamiIqgwE5qAPAS5Ll3bmDYrKY+NaoPnxLUk9csLXIXZwHFdWSRzf0l3EcHxrjRrKV7qpeYPWEmQuYapVkB+/UCkY+qNna15Na/NGZ/tn3VDqiJRGLu0xipvqKPe/xib41nBz6nUnMscFi/x3jHT+jp2v8YuBqADhrEuYe0WssCC9aGZLDf9mYWLcio6frAADKlqopvCJ25fZ+WOJkO6Ul1QWhRVfJnLIaAbreohZk9Azv4J1yWk/tbvPN+HPRzFe4BW8PRjglc8pGkxhhmVM2AgAMl4bCGHA26qyyYILfZ1SzNN/BO7dotrqcAJEmZlRqFIzsKxTe+ScH7yyeau95wUX/eHL4kfdPTCzMhUbhlH3Vzrpn4lpMpJQINrVbypa6jAIFDvE2h7i8QXT/dMfJMMzEUniHyZLlx9fu7xgt2+prR0tDD+pEn/Cj5hLl+P+sHXsKGtxNX6l21h19Ts3Joc7Mro9othZv9rT97VR+f2UYhmHOLewI86nDEuYMw0wk1JXq4SjA11f3r6/P6YXmGYHG/u3xfTW3t9/w3OxIa49p2+scvLzjI0vu2Ly6f/1nbWo/EHVFrhQQ34QR/iUC9CkA6JvuG7nQcQj/Jujw38Jj3tERakW/2XU/d9uMa+VnBjZuqvFULkpp2c6udK9Z7625qD8/7BwrJXPvWfjKYb9DmPV0/InAdMfPMMezI71t4f7cvnv9cnDMsHS+ZJeCpm0gr+TL8YjvtKhVbnQ2q2GlIijywk/CSuSPJxsz6qw66uFEV6ZzcW+h5405I3tLwcxfsIlyAIAKpVINckGQfHK4yBXmuGRXXV7PzYmpYxwl9FuKoKz3Sr5TThAxzLksVU5cPaIOv6PSUXWRV/QGnh59wvIIPl+s/MQrC0a+lQBRglLwHxdFL/ssPH9YNTw7+tQHhkuDt5zKPDrRlkxG/GeI8pgv+EV/7FDC3C14BolN/rai4iK0N7Pr4ryRcyfKiVkzfR33XxS97Gccwk07Utsu7vDP2cch7kEH78w4eOcnI0r0mBPsTe/+L4fwlqiz6t0TGbhqliSb2ten9eST3bkDb3SLruGwHAlziKsCACBAEDqNpxkI4X0AEHXwztLpxuaXgt/Km/krCLVPdwjmAsMjwQwrkR+KWHpgTnDBS46+Wh979rWqVbqqxln/A5OYmRF18NdFs3DVdMXKMMzEkjllKCiHv3L4a2PqiBIvjy11Ce7sQLHv9qAU2lHrqr83o2fqGj3NPdMV63RaEFqyEwBuHFNH/q7Z5baJHJsCQfHy2Bc1q7yoaBY+McPXse/kvV46hEf0/i1fyL1pX3b3XU7e9c2OwLzeiYyRYRiGYS40rCQ7wzCn7c7nfnptjbty1trhrS0ZLXdJi6+eX1jZscWwjY27E/tnraheYJbM8kirv+GXXsnlU3i5r8ZT+WJiaePozjlOwXFJUk3vavHXjRUM9UdOQXl5rSeqTed9Xci2ju1BNiVc1BWel1Nzj6YL+d0Xtyy5ZGe8SwvI3u15tfi5hJb+uczJd3dmD76XUlqxI9G599Uzr9Qs0KIH8/ubCD2dxdEMc3YRsAAXVV761mZv629O0hR15w4slrEy0yZ2fn++s6FgFG4oWPnlBjHYsQQAEJLDKgWK01pKrnM2jNq2BZSj7iZPS59fCAwiwO8v2+oNNti7Gz1NT053vAwz2dJaKihz8sF/9d/ns6kNje7mrEms+Ig6VKda6otlyr2iLzbbP/eGdv+sLduTW65MasnfDpb6awJSUE9rKUngRAhJoQG/HFjHIe7qHaltRy1Yw4BhWcXKt8zyz/7tlN7kCZTMop9D3I+fG1tTndQSjWVbrWx0N4/VueppwSj8JyJVmBopLzcsYyRrZZ9xIEd9QAntjWtjbxCw4AUEq52C6//VuxvSx5tjX2ZvQ87IXrSsYuVJFz2Nx+b4us+U7bKrxlk3N6klHnMJLrU7f+DHJjFEAACZU4o2teWgFDxY5ayOIoS84xmXQ1yvgKX7PKLvSzKnnHayHABgR2rLW/sK3XcTSs7obHXm/MchDgQspCVO/o1X9D+8KLzs8ZP16S/0+Hendxw0iM4WxjLMeWB2YP7rWr3tfzn0dckshvoKPe+hQNurHLUf3hh/dggB0kNKxeZaV/0rIkplZjrjnW570jtrR0qDf5yMM80BAHgk6G7B/ccKR9WdM/2zTznpvSe9o7FoFj6EEVdWeOXvswPztwEAZLSUzy8Hc8CqejEMw5yzHPU+2vrp87Mk+873spLsDMOcB36x4+8ta4a2fLkvN/Rai9gIAKDSGe69rH5ZyiUon3IIyliTt0a2Ca2vdUd7wo6AWeOpTBw5ztLo3N1D+bFewzJuq3ZXPgsA1wL7ID+tHLy8WOLFLSIWbI/itYtW+e85rbBoID/y0NzIjFeDB+i+VO/c4cLY8nnh9rxtqfmFVY3ilsSmRQRYopw5fzh51zMKr9x3ojZpLeXIZ/MP69RwbyltLGu2Ps8gumOqYjxXJLWEAwDAJ/rVpJ4IlayiAABQMAr1EaWCM4j+M5/knx+RK5+KqaP7S5Y62uRpZm8ozHmpZBYjg8W+nzoEl0goATfv6S+YhexIaWQegZfuDM4buQqJk34+XBx6c0gOP+sRvU/6RN89BMhHFwQXP1Yw82Klo+r7z4yu/m9aTx0ziUWAwFBx4DWz/LN/D3B2/KDGCAdLZmlHi6+Z8+nuSzBwSRFJskn1PfWext5EOfZLhVMWjWljIb/gv35revPlAT3w1pAcGSkahe+vil7y80Nj5Y2cwyB6Y0iO7Dl8jnb/rD44ScWiUXVopWaXb6KUtBBK5gGAxyN6H/SJwd+KnLQGDvtMKnHyCp3oSw7k9lWWrOKNR46l2WUXAEBCS8yodFQNcuNMmAtY/G1EiX7l5C1PTrO0mEvw7Cqa+dmEEvZ7/gUPAQZEBSwMUqAeAYubBSxuFzlxX52r4SkEOFvjqkuNd7R6d1NmRB16e07Pfr1sqxO6y5JhmKnXX+h5U6qcwBWO6JZGT0uXaqrloBy6R+KkYb8UKLZ4218dL481F8z8uyxiiolyPBJWIvHpjnu6dATmDnpEz/Xduf0/zRjpN030+BY1pYyRfhsFuKLWVd/uEtzGqcU3rxcAPjyqDjdn9NT1fYWe6gZ3039USxVLhdI7EUbUJtbjde7GC7JSAMMwDMOMF9thzjDMuG0Y2VHxk21/vj9VziyodlX8rs5T9c9mf11MNcvSNY0XbevJ9Df7ZC+XLGf3tvnrK0xixRp9tWfFw1lmwqCusc7VGHPPFM38LCrQy/qKve60npqgMzwZZvp5RO++Dv/sKzsCc0dO1G6kNNQ4MDD47G7YXj1VsZ3PAlKwMMs/Oy0ZUqfb5XlPyBnum+6YGGYSoDF15Ea34P1UrDza0lfoSY6WRmZqRMNHNhSwCA1ic84JztWLGhbfltZSoYAc/P/s3XeAHVXZMPDnTJ/b+93eWzabXkkChNCliCgKigU7r9heRcTeBWyIhVdEVJDPjvTeCSG9l+293t6nz/n+gGAIm2TL3b2b5Pz+ys6cOeeZze7ee+c5zzlROCKRuyO89UO7ozv/fLwBWYoFN+85wFLcc0Vi8a8W+5Z2zsB9TUpGTX1KNzRrDuc+MyoN1TCIxX4hKDEUux1j85qAWDwMADCY7bvawOaISFmUhBo3fYK/zSN4U2ktWWdnnUOSlnuZpuiymBr5QZFY+usTjSvrOWZMGv62gY2lmqlegAG/JbFMAaV4BP+FPC3ss7POGABAVst+ZDDbd9Fgpm9ZSkvWHa9/kbbk5rtbRIzwhNZltzDWr/mEoh9PpO1EjOVG7Htju3ZktFR9vvokTj4MYvQKe/XneErYY4IxbGed0XJbZToffe+KbHtfb7rrb/no60gUorCJTbI7I0HMMgQUuHj3o7qpIQSoBACQg3Olm90LrrSytshgpv9iExvduqmrNc76Nyufk2rC5+RckQKGXiho48gLX4sq4e/kY3IaT/FDTt59i25q5aqprrGzjkOrg2d+Mh+BHmko208xiF0nMhaBQcxLFtaq5HsMgiAIYmZYKl244eazCx3GjNhz/cOkwpwgiJPHg+3PBus9lSvn++ofAQCISHFc66q47cLqdfve33zZ22amDiZH3pmUM+5mX90tRVbfyOxHTExXX6qnuNJRfcz/u9HMsJcDYU9WyTTKjHxeWknTJFlOnEpcrGu42lH3riOT5RE5LAIAy1Gc7OCcKgDASHaIxjpOpSFNHu5OA0uxsNC7+DnV0LaqhjLiZN3bDUrr9ln9p20FC3HqyGjpooyWuSGrpWujSmR/qbW8NaHEcbW99pYnBx6pAUCDGLBLNmWKAgrKbGVtWS0nRpVIBQCAZqpggs76HX4EAOARvBHd1Cox4N9SiLqMRowZFIv+VuOou2EwM7BCMzXA4xSRa6YGIWlsPgDMVw31rApb5VqP4M3N7nfjrTCCRxBN3aWqCgcAoGMNjUiDFgA4y8sHdh9M7GnnKeF5kbastLK2H7h57+aAJQgAgLJa5nbd1D80kO1LcYiNG9gwnJzrHaqh3MXR/LgVWSk1QelYb0qp8RtlQ/rIseIyweQTSuyPDMW8EJbGZAxmo27q6ymgkqXWsozfDB7UTU3VTM3UTQ2b2EQIIYwQhSmgEI0opJqaTWBEFbBZaYBhH28cBEhjKe4gS/E2eH2P+rzMYg9aitNlSuTq7lTnK2TFk9MDjRjVyljbMcBBjua6eIrvwgAqhei2Jvf8rfkez846QjwtRBRD9tGIxnbWcUA2ZEY2pKap9Ofmvc8bpn6o1Fo+diixPy+rLRAEMXEYTIgr0besnJLR0yAy4s0tnsVfphB1KKHEvmRnnU8DQA8AQEKJe8Py2MKMlnqx1Fphdic7FklGLjLfs2joeGNF5XADAvT9zlTba9X2+l/5xYBxvPZzFF5XfM4Pt4xtPBSWQ3dqphqYTmc+Mfj7lYE1J5zwN12l1goTAF6e6XEIgiAI4mRHKswJgnibe/f/55s+0XO+i3ccpABlEKISxXbf85Ku7Gr0VEuFjo+YGdtDWz6SUlPXunj3qyzFDAUtxf8cyg6eU+uo2+/gnO0AAIPxwX9ltfRBCujm9kzrCsPEomSmnWkjzRU6foLIhzqxafv6qnNWTKRt32jvR/cl9n9PxTlPDKLiTMd2sqOAAoERol7BH6IQJfoFv+nk3NmR3LCgGgqtmKre4l7wLQfnfNDO2UnVA3FS60v3UHbG8VO34PnC/+v8EwIAqLLXpHvT3XY769DSWooFAOAoLmFl7H0OzmEdyPbVcBQfc/Me08JYk1k1w6wMrllv5+wDAIBNbDImNh7DgJ9iKe7nh8dqSxxaa2Wst0fkSHZHZOsJp55X22uebnQ1X11qLZv1/UhVQynmaH4EAEDSpcCYNPTHmBp5x3htGcSG7azjV9X2+u9ntPTVg9ne83lamB9Xo6uObOfjgzsMrO8JiiWluqlf6eCcOQCgwtLoiqyeOc/ExjITm0t1rFXOwi2+iUJ02kJbIyYY1Uce5yjhMRrR/7BzzvsVQ/qRhbF9g6U4LZ9j74vuWhZVwp/JaJmrNFO15bNvYvZQiNZYih1SDLmKRrROIQphjA2O5jtF2rLbytrud/OeAzWO+r7ZimksN8J1JFu/Z4KZFGhBC4hFr+b0bHFKTd6sGEqnbEjNOT27EACAp4WUYsiOo/tgEKNaWfu/rIz1wUZX839Gc8OrQ9LY/0aV8Ltm6z4Igjg+BjFGqbXiSzwt0Ck1cW2ts/ETATG44/D5raFXv5DR0jfopj6omdo8GtFZgRHvc3OeJxb5lm0+Vr87w1vfE5FD3wKAnEfwfWK5f/W+WbmhGbAnsqNpVBr+U07Prjpx67djEAPLA2dcW2wpvT/fsREEQRCnDlJhPrtIwpwgTj+oJzHIVLvKtLZoN/OHvf/6xGg28q5PLb662MRmp4UR7i+y+R4qtRfpXfF+sdZdIQHZV/yUt3l0003tyUPfsnMOU9IlrsxangvLoRE35/7shrILngMAGMwMbNAk7f4xY3SU1mllT3rnKgAABAgCQjAdFItCPenuirT+ehKAIE5GXtrX8a6Gq467N2dcibncvCfRHe+ujI/F7u6gWs/MGGmy0sIxIEDA04JiY21xN+9+2sE6IaZEy6JKtCmtpkrwES8xi71L7/AzgWeKnCXPRKUIW2IrzRQwdIKYlrHcyA1BS/GvupIdmc2hjRNOWlKIgjXBs+5zcM4b3bxn7IhTh1e0eNv7stbEwTP60r33Dmb7j7tkOACAk3PtPyO4blWptaxgVeaSlvVk9PRaDWsbMlr6KsnIeg1sCEe2oRGT4Ciul6W4lJ11NA/l+n3H67PaVj+U1bPDbs4ta6ZWHpKHKwu9xLODdb3MUGwnBpzEGNtZim1lKW63g3M9Nxvjbxx54fGwPHbxbIxF5BcCBBW26mfdvOda2ZBXUwj5quy1f9sX2/0xL+9/oNpRO1joGI+0afTl97h4l8XJuf7an+l7r521N2W0tG0kN/SFo9sKtHig1Fr+voXepQcOH9s89sp7k2riGzk9u2BWAycI4pjsrGNnjaPhUgpR6zuSh35kZWxbax0N3wxaitu3h167mabo+t5093VHXkMBZfrF4O8q7dU3vFHV/DZD2X62P9P7KRfnucgnBN55klaaAwBAX7rb1pPu+k1ciU5pX3MH53rs3NKLLgPyzI0gCII4BpIwn10kYU4Qp6nn+zZTvcmh91c4in8czsXERk9NG0Lw6JJg8y1A3qyfdg7FD/QMZgcCbs49oJqqHpUj3Y2uee9vcDW9mazqT/Yt6RntvcfmEl0pLRXvSncscbKuUK29fohGNL03tmueilUWkx8f4iSFgIJaS/331ldu+PZE2u/v2PuJmB77djscInuYHwMLfGI+3XJPcWnJHSk1WROTowvGpNHvxpSo68h2CBDYWceehd7FuaSahBpHLaVq2l0cw2z1W4KHAOCkfZBGnLZQVIquGUz3fVIF9eL25CH/ZC4usZTdfU7p+Z+YaPs90V3n7ovtflwxlGOu+GJhLLqH98atjE2hKXrLGcF1V8EMv+eTtNwqBCDEtfi5JjZY1VQ8Ttb9qoWxPtiVbuvWTNVrggkO1jWQ1TN+A+vCiXs9PjfnGVQMuSwf8U8Xg5i+gFjS5OBcciHG3xvdeS4AMIohnz+aG/68jnWyJdtJxM17t9c6Gjbka//x2bQ7sv36nnTnbwEQcBQrqaYqujj3tlJrxU0mNvY3uVvCR18TlkJ0V6rt/Sk1+ZmsnplSxSZBEPllZWx9iqGUGFhnA2JR+xLfigUiY1F3hrfeKBtSVUZLn5HVM0uOvs7OOrfbWNtd5bbKPxwrcd6X7r5XNVWHTwh8zc17Ds783cwYtGn0pW+GpbFvmWDSk724wlZ9T7mt8ssBsWjWV/4hCIIg5j6SMJ9d5AMzQZz60Pde/fU7+5LDVywrmn9wRfHCe0PZ6Dml9uBXJV22J5X0k03e2m8vCc4bPnFXxKloNDvyPwBgH8uNChEpXCMwwmNnFq2/yif69cNtIrnwvLSaelpwsm12zl48kOtP+vnAWJmtopOmaOuYNBoMWotjI7khv2ZqVAFvhzgKS7GgmXld6fWU5RW8WyeSLI8rMZdm6IrT6/rsSGbYCtnZiO7kQyEK5nvmPy8wgmXL2KZvpbXU1Zqpjbunrot3K02u5tD28Jb1siGzbYlDxiLvEr/b8PSHYewnfkvw8dmOnyCmI62mbOHR8D2GaJT253qtk72eoZh3h3PhO/0W/84jj/ekuqiAWOS0sta3PFQ1TP2M4yXLAQByeo7J6Tk/S7FGnaOB6s/0lVbYKvNVpYoMbDQBwCLA0IUQlJsYawihtVElRI3JIzcebkgjuiVrpN/PUAwo5ut55JSWKLcx9pRmarRiytNaqQZjHAGAOZEw17FemVRjH3dwrhnfn3Q8C71LnwMASCix51RD4RNq/FrVVF2FiIWYvJyWaexOdfwjLI0OVdlrb/AIvoJMvJgKDPhZN+f5T4m1/D4TzJ0ZNXU1Bog1uOa9cKxr/GLA8IuB+wDgL9tCmy5NqPEvZLTMBjKXm5jreErImRgNUwhEjLEazeSSLMVxPEubHIMEHZS6k3VSeVbPvLmdiYGN9GtjL//JxKZD0nPnegTfQQAYNxme1pLL01pyeUKNf6Ur2f7UisCajSY2n7OytvBIdtA1nB26qdha2taf6f1IQon9h0L0V5f5V/1n1m4sv/CaorO/99rYy31hKfQbA+uTet/Xn+n5qIWxLGcpdp2b9550E6QIgiCIWYAKunDaaYVUmBPEKWrX2EH+1cGd5/os7sse7XyhdIG/caTI4vMzND1KIervl9Suf83B29RCx0kUXlgKXS/p0s2bQ6/aBFrY0+BsurbJ3Tx0dLuORNu/9sX2LFvgWZQxsYklQ25LqYlAR7LtLBfv1gBjXWBEfSQ3bC/EfRDEdNCIhmJL6a0XVVzyVQCgMmqGtXG2t+yjfSh+4A8+wf9VvxgIx5UYJSnS/seHHp5XoJDnvEp7dVdGTUdSWnLVVCZtIEDwzqp3hyUt11DuqEzkP0KCmFnD8eHrHFb7bQghx/NDTyf9YsDoTXcXGfjECyY0OpsHqxzVZ/mEQM+Rx6Ny5O6Xhp/70Dx3y31xJd4vGxLSTK2pxlG7eiDTx/Wku4snGl+ptez3F5Vf+skp3NpbmNh4t2EaHkAoaWLjPQB4LQDYMWA7AGi6qT/al+k9QzFzRa9fgYACpJpgHjfBP1UibQ1TAD4MeE48VaARPezmfSt9QvBt761mWkQKWX1iIAsAsC+6a/2oNPzbjJYmr1snEYEWOjy87+ul1vJtCFGjpdbykyZpngdoy9irV8SUyA9kQ2oudDAEcRhHCSOqZkRSsqztGe7x7xhuLU8qx95FaH3V0v46X0msyusp17DqncVQ5wyW4nIuzvOaXwx0MsA+3JY6cCeNaFM3Na9qqnYn507Pdy+8g0L0t0/mJdq3hV5bH5JG7ldNtWQy13EUly63Ve8KiMFvFVlKXpqp+AiCIIiTj6XShRu+tr7QYcyIPZ9+iFSYEwSRf7tGD9RZWctIg7c6CwDovv0PXXwg0nGrYqhPL/A3fOcvl/10DF7f95LMkCHeRjPUCxJKHDc65yVlTarwif7YeO0sjPWHNUzd7QJYYEwdhu501/qAEIx6BZ8akcMcALC0lprl6AkiPxZ7l/6/ZCbF/Kvrb7t1rNVYaCsOikW3ripa86PDbWhEb/KLgSgAgKZpV/Tn+ia8J/HpqC/dUwsAtVO5lqd5KLaU5qLZaFujrymZ59AIYlaUuEv+GJUjBzA25/lEf4mH931sINMHE0mYtycPldlYW/HRCXOv4Pt4k7vFtiOy7b2KIb/5N2goOwCTrl7DMO3tJDRTvRAAiQihTQbW/44Bzz+qCctQzLvsrK1XUQ5vmY7BBDwjyXIAAIZicoapzYlkOQCAgY0SxVBuAYAPztaYYSlEd6Za/19CiV1oZey3U4gykmris6qpTGprAKLwZEOuH5NG/hpVIjqFqAPtiYNbahz1X6m01xw7O3fqwKuCa//Tnjj00mC27/+SauKqQgdEEAAAh0ZGUn/Z89SCibZ/sXdnxYu9Oyt8oktr8leNLi1pSO0cbrc3BUpHqr1Bu4al+pO1An2iECCKQqiyJ9W5fIFn8f5ya+V5o9LwnaqpVgEAJNW4fV9s1wcXepZqsi7dJjCiVOCQp2RF4IwXd0W2XTiaG/q3bMgNx2trZx0JSc+JImPZWGIp+zFLcwfHciNXY8AjxZbS9tmKeYZQcIzVBwiCIAhiLiMJc4I4if2z9ckzJU06s9Re1GrjrD2jmcjF/amhJgxYuX7x+8+vdJWMHtH81P4ERkyZZEh9mqmt5WguS9P0vT7BP+6H01Jb2S7GpA9lcCYMCH2pxFqqAoDCGXyWpThWM1VkYAMsjFWWdEnA5PMRcRIxsLFRZ1VAKmoxTVwSksf8BhjnAcCbCfMGV9MfAAAiufBCrMN5ftHvBLLT3IwQaFFf7F2KZV3+IZDXL+Ik5hV8W1NqMpdSUz/vTnV6JnodjWiVpmj+6ONbQ6/92MSmpdpe09OaOPjmw/rJPmj3C4HYPHfLb58eePwxDNCom1rUwOb+SnvVbYu8S9om0dVZGBseA8xfAsC494cxzuT07KxNMGKAthowt7YikY1cy2yO5xcDZmeq7XkDGxdGlfAJtxoh5i6O4jLz3AsuBYBu2ZCqVEMVMZ7ArJtTSINrXqzBNe99G0de2BFVIt8zsTFjE24I4kRE2hp76NDDx02EHktESrAb+3cXbezfXQQAsLF/dzEAwKdXvKu1zONgNaxMaaLpyUA1FWFMGqnz8v5NYTmUXexb3iEmLVd1JFt3yoZUBQCQ1lIV2yObP7fEveIcm2C/0s46xp3IP9ct8a3YvzfKXDSSG/xXTs8uPVY7E5vZBd6lPZqp/rbe2fTcG4d/MUthziT014OP/qQr0b8slItZzq9au7HJW3N7vbuyv9CBEQRBEMSJkIQ5QZxEfr/nH3UUos7+2ML3/OGRzheWu3i73OCpemBRoKktIacqXYLjySKb74mVJYsKHSpxEmEoprXMVm6RFCnGY/H5Y7UbSgwsGhkbdYAT14ucKFGI6qWAEhEgKaHGnJqpIoEWtSJLcaw71TmpJcgIotB60t2fOq/swhVu3nNna/ygvzvV9QELaxHHa0sjKkJzdNWe0V3kfdQMWehdnAUTcmX28icLHQtBTEdHsm0Zi5g/6aYmnl18bqgn3WUbyPRZTpTg9ovBf9Y7m96y129aTdmr7bUPAsCtvenurwm0sEA2prY6c1gOeZ4fevpR87+T22oBYGVWz1xGI3pti2dhx0T6MbFRiwG/71jnMcZhA5uRnJGdtWXAc0bOEGihUzPVutka80RoRLMwu9VW+Izgmb97ZeT5logcumGWxiRmQEAs+lWNo/7w8rwDBQ2msPC64nNu3Rp69WBIGr1HMzVfoQMiTk+SagwDQq55/ursoXBPXiaD/d+2/zRxFAM3rvtQDyPkqvPR51wVVcJr4kp0ZUpLrqh11N8QFItuGMz2P2C8MRFGMWTP5sgrZzc45/15vmfRO+EkrVJe6F3SY2WsG/ozPb9Iqonrxnvfl9Uzpftju4oXeJZcBgAPzH6UMwZf03zpl7YM77HnNPm8Ypt/D4OoQQCAwfTYkpSSYpt99VsLHSRBEMTJAwEie5jPGqrQARDEaQgNpEYm/AF/++h+/5PdL527bWSfu8jqL23x1f8DAOCyunO2n1+9dtuiQFMrAGCX4OgFUoVHTIGDc/6BQlSKpqhBURB2HKsdTTNRt8dlYxCTNTQjbGNsYom1tDSlpTx+IZiosdf2iYyokmQ5cTJKqolFB2L7PgkA0ORuDr+j8rLb15ec++OUmnyziimlppamlGQJoihBkiWDp4WTsuphLuMpHtc5GjKqoSiSnptbJaIEMUlhKWSzMJYbO1PtFo7m5ZdHng/0Z3pPmCynEW1YGdtjRx+3c460Xwxs8YuBBEJU4vXddqbOHOcZdE7P+iVdOnpZ9WOhANBxK6cNbIRHpWH3VOKbKsWUg5KRK6MRrczmuOOhgEo7OfelRWLpYijAQ/9iS+kLaJo/J0RhjeSGbnx19MUvw3R/4U8RKwNrHykSSy7laWFCk3oIIt8QrbR8df170lcvOcN6y0Wf7BAZIS/PYFRTh59svLf6lY7OQRYsrfnoc64ywWRicuR6zdA+2OBq3uTmvXcd3SYqRzYklNgfChFfvtQ6G5LnlF740aBYfB1LsdHx2mimRu2P7bmsNXHgC3CK/Z1fVbIofU7lqv80eWu6q13lJgDAtpG9y1/s31Ze6NgIgiAI4lhIwpwgZlgoFxUO/3t/uH3N1uG9m/+8/z8/OLrdE90v1/x+9z9ufazrxQ1HHl9e1BK+qObs51YUL4hfVnfOS6tKFqVnI27i9OHmPVpEDvfaBcdCC23Rj9WuyF48WOuvf6eVt/Z4eK9umqagmmrGylj221lHp0CLUQtjlShEXlrmEkRe6icso2XeltRxcE4NACCnZ8WsltY0QxcYiu1VaOWxtJok1U15ppgK6ky122RD4W28/XTYn5U4BfWle6gDsb0fk3XpWwklvmJMGq0JSaPuEyXKrYxNcfMeudm9YP+q4Jq/HatdW+LQvIFM38Wykf/tPa2MddgreF+ZSFvNVK/AYB43uc5QTHOJpawQ+5BqCFC4AOO+hchY/u3k3M8KzLHfX82kIkvJo1bW1goAINIWrcHZeLDMUn6g2l67r9ZZ19Xkbm6rddQfdLKugn+viPEZ2GDSavLTHcnWU7rqdDKWB87YUmmrPsfK2F4udCzE6QcDBhUrThNMJJmp+s+sftd+gRFOfOEEqKYOz/dsL/vG0/c0YV04kJdO5ygMGFoT+2/ZFdn2OS/va2MQ+5b3/VElbInI4YWqoZz0WzCcUXTWn8qsFetF2rJ7vPOqqXg7Eod+3pVqv3aWQ5t1FlZ8usVfn4TjTw5A20f2L5mtmAiCIAjiSAhjUpBKENO1a+wgHZdT+GCkc1mZveiMKxrOu6Mz3meVdeV/EEKenCY3uXhH5d5wa5uDs0le0eVHCDlMjJ+xsuLjTd6anYW+B+L0NpIdvknW5YuqnTUb4AQrFQyE+l9WOLle1uSEgmUpq2et7cnWBgfrzABgLaWlZrWSjDg+BBSQ/eQnpsJW+WilvfpXja55Tx95fDQ7yvWkOy/y8F7Tw3iLZCSrm0Zf+WJaSy0uUKinNAYxOGgp6lniXf55juae9wjeXKFjIohJQKHc2A0ZPb3OxEZNT7qrMSSN2Y/V2ME51YBQ9Fs7a484OGeSo/hnFVPmym2Vew/3BwDFfeleXje1sztS7VdH5PBaxZDzuic4jWgIikUaQ7G/Pb/soi+cqL1mqqsNbPwDAB+3Sghj6OvPdFuzRmbWJxi5WPc+1VQWnLjlzOJpoUukrZ8vspS+bdWAmTKY7V2R0VJnGNhYhTHmVVObhzGmMBgNJphvm0kn0OJoV7KzaLbiIyaGp/i0V/DfYGGsTy/wLhktdDxzTVeq3d6X7rkrqcavLnQsJxMX535Gx7op69JaHet5fS05XSWzeN/tr/49r683Dt5qbKhePrC8srJYwyqfz77nGjfv3WhlbPcMZwfuPvI1CgEFy/wrnxBoy2V+MWAUMsZ8aI3v9/Zn+v6R1dMbxjtfai2/a2Vg7admO66T0RNdL3374tqzv/t832sLEKCOcypXK3DEc6zHu16qFBh+YEPlavIghCCIk56l0o0bv76+0GHMiN2fenAHxnh5oeM4Etl7kyCODz3Q9nTDlY0XtG0e2u36e+vjv7h2/uUdxbbAb/eG2tbktFyTiXFNiS2w2sM7tpxVttKGAF7riPUtFxiuq85d+TP475s2XO+pLOS9EMQxaab6CMdwv4ITJMsjUvhiQRTqR3MjB8ak4SLJkJuTaoIHAJANyaqa6im1jNipgCTLJ64/03dpQknUO1jnB4qtJTsAALpTXVROy6zIapmKcltVa1SLlG0Lbb5BMRVvoeM9FXEUl3Xx7j+t8K2+I67FcrqirfII3hdOfCVBzBmYRczDPMX/7+bQqxUBMZjiKR4U87+rgwfEoNHsXqiN5oa3Wlnbb5pczf+E47z+RuXI6v5M7+c6ku1nYzCBQfn9CIcAgU/wq83ulicq7dVfPFF73dQWYYwfAMDF453HGKcw4DEAwJKeU7JGpiBvgOfKijeKIdeKtGU1ADwGAHAosfcW3dTKAJDVwPpyhFAfBZSGAas0orfZWMdOAOivtNVuh9cnTExqhntIGimLKuG/KYZcM9FrZEMqqnc1tI5mx9xpLRmczHjEzEBAgU8M3C3QYneRpZSsADCOWkdDWqCFD/SkugYicujGE63iQbzOxGbu/LJLrtgd2T4vraXWqqa6PKulrzu8hzQxeQLN5f3ZakrJ0g+2vlTltV26t9LjrDPAsOR7jLkiqSbWVdqqb9ex9pWYHPmKaqoBgNc/x+6O7Li42b3gn0k1/ok6Z+O4y5qfLJrcLVGW5q7oSXX+O62lzj/6fFpNXQpTeN0/3ewcPeAptRet74j1brSw4it+0VOzaXDXVdWustuKbX4FAGBvuHWNi3e4NlSuvrPQ8RIEQUwbAiBbmM8eUmFOEMeG9obaansSg753Npy7ecfo/m93xfqtCwKNuZwueYbSY8wCf+P6rSN7DhVZffsrHKV/qnaV9QJ5c0ucwvrSvXWyIv8/TJtFqqnyIWmU6033uAodF0HkU6m17IcXV1z2jcNfdyTafDrWLsQYvDsj238uGxJdyPhORS7O1efhvf8qt1fdY2ftVo7i4xgw7RW8bYWOjSAmK6kkeAMb1yKEvhmSRiVJl9wH4nuDAi3iYktJvNRa3mVlrJ/xiYFtE+kvkotUIQr+o5laTVeq89dl1vLVbYlDy6JKhM3p2TcfoCNAQCPa1LE+qUzxSv/qtJNz3cDS3P3FlpLjVnAZWD9fM7V7AHDZMRthiPVmulDOyBZ0xRkH6+rSTbW2kDEc5mS9N8tmrl03dZzS4n8wsHHc7w0CSmcpNmFlbP+2s87HAPCAgc0UBrzSzXn+ZWXt+lC2329gXaiw1QwceW1Xqu0bUSX0/cnGKNLWvqSSwGE5VDXZa08FPC2MFVtKnonKUWRgvTKnZ9dZGOsrHMX1sRQnh+WxjxciLo7i0hW26vdzND9iY227Sq0VZCbkODaOvPCViBz+MR5nBQXiv5yc68FG1/yPllrL40ce3x/b3SjpUo2BdYtqKDWyIV8sG9I6AxtsoWI9WYiUveMbT/+xXjdnbueNJcUNo1cuWJ3RQa2bsUEKiKf4cJO75fIaR/3mkDT6gUPx/d+KKZGGI9uUWSv2NDkXfN/O2/9dqDjzpSvZ7uxKtT+S1TNnHnncwTrDKwJrSg9vCUYc11smFmwa2llc566Md8cHS0YzY4urXGWPLg42qwWMjyAIIm8sVW7cdIpWmO/65NyrMCcJc4IYx96xVtElOMvTas5iZ8WBCldJFABoAHjzIWJbtJtp9NYUZD9CgiiUA7F9nzdM/Ry/GFi/O7qLGcoOWAsdEzFxCBCQ6psTq7BVffOC8ot/AACwJ7JrXWeq7W6MIdviWfjbnZHtd+b0LHl4OA1u3pOrddQnYkp0R1bLLOFp/qVya+Wtg9n+lUk1+QEH5XBXuWrKXJzrfwLWon8WOl6CmIq0mi5mKDqBgNqTUGKQM7IHWYp7zMrYXvQI3k6Y2gRLGgCMtsSheRSimhVDybQnWu/I6Jn6Gnvt73iaLz0Y3/8OHesTntRzbukFMdVQX3Kwzg/wDK8nlLhR7agdNyFnmEYxBvNxA+vFAECZ2FQBQKIQZTExZhCCwOG2uqHta08fKuhy6AzFyg7G0SkbUksh4wAAcLCu/UO5/hYAmNLrsEhbDxhYK9VMzclSXNzOOp5LaYkNLOJ2Ojn3n7N6ZgkGk6OAzloY674RafD+qcSJTRgYzg0dd5n9U1W5reqbRWLx3WW2ytHdke3XKIbcSCFqx4rAmkeGsv3UUHbgNgool451UzPVUE7PXZnTs/NmM0YP7/u1jbU/YWNtvY2u+Qdnc+yTwabRlz4dlkN3mCTJe0x+IfCPdcUb3jeRtq3x/fUROXyhZqrNOtZrdFNfLBtykNQHvBULlrZvPH1P40yPU+cpT3xk+fkjGkjzTrX/AwtjlRtd899bZa95BAAgJkeEg/F91yfU2Lc1U3MeblfraNgtMpbf1Tub/q9w0ebHofi+iv5M779yenbF4WOVtppfLfWv/Fwh4zoVvDKwvcHE5moDG2BlLaMu3v48eXZLEMTJjCTMZxdJmBPEEfqSQ9xgOnS2wLDMsqKWJwodD0HMNYdiBxY7eOfDHt5TciC2T9sX2yuY2CBJWOKUUmot28Ig5s9ltorWXZEdj+T0rJVBjGFj7WMJNV5S6PhORgvci8aKxVJWR9prWk5/xu3w3BWwBOSoHLENpQdv3BPf9TnFkJ0rrWt2qEh+0efw769y1vyp0HETxFyT1tJ8RkvrCSW+OqHGi0TaolTZq3tHcsMf3zT2yucn2x9P8WBj7RHN1NJW1mpZ4Fm0sNxWGTqyTUwJNxnY+BGN6FqeEoCmGAQYc2F5rFgxJQcAgIN1d1sYa4pGTClC4M9puX292c6C7x/OAGNYWVtcM9VZ30P9SAItZpJqUlZMaUbjQIDAytj/LBu5K3Ws2yd7vY1xtKfUlJ5UEzUWxhqPyKFxl90/lXAUNyQylv/UORp/VGGvHpnodSFptHRPdMcTkp5rMbAxq4sk0ojJVtlrrlroXUo+rx5l0+hLH4jIobsM/Pry1W7Os0PHep9mautlQ/IUOr5CK7aUXrc6eOafpng5vSuy7YN96e4/ks9+/+Vg3cNfeuzOWfl8wFEM/OKSL/aHlIGK2RhvNtU7m37e4ln8pSOP7QxvXRaWx+47cnKSm/eG6hyNd5bZKr4z60HmWXvikG8w2/ezjJZ5j4F1S72z6SstnsU/KXRcp5IH2p5eVuMqTy4OzussdCwEQRBTRRLms4skzAmCIIgJ60y0f6nSUX2bZqhGRs+ocSWmbxnb5Di8d7lP8Icicjhwon4IYq6jEW0wFJNTDGXSCQfiv6rsNekAH0zQafpQQ1XTO1iKfXOllrgScyVy8e9vHdt8bRqnXAgoqLHX5gJM0ffnF7XcUsi4CWKu6k33LKQAnbkntuv2kDTGAAAItKAb2GA0c+oreDo55/aAWPTQWcXn/KAv3UdjwBcPpPubeIar84nuD5jYsE2kHwooXGKpHArJo0xEGSuackDTxNNCt4lNJzZNt1fwhzNaKljoBI9Ai+GEGrOqpjrn96GlEa1jjA2eErv6M/11qimfcnsbWxjrAZGx3GVlbM8u86+aarU26ky21Q1k+m5PqLF3nGC8HpZi0yY2OwHAndZS5zg51zMcxW8VaCGX1JKLUmrivRMd2C8EP7qu+Jw/TjHuU9rmsVfeGZbG7tWx7vALwRvXFZ/z085k27L9sd3bEULYxObbJjgwiJFYiksrphww8am76r2Lc999TumFn5hOHy8NP3NXTIlOq49TCYMY4997tuZ2j7bPymcGt+BQv3jmlV0Gkmd1hYuZxlP8WK2z8dJGV/P2I493JtvcXan2J3J6dtXhYwgo7BcD311btP57cAqU228LbTo/q2d/2eCcd16JtWy40PEQBEEQc4u1yo2bvnFOocOYETs/8Z85lzBnCh0AQRAEMfeEc6GgCaaXRnRkINu3NKWkzgqwwYVaXNvTYbbd7xV8l2iGZvqFAL3Uv2J4R3hriZv3xFmK0wEAfIJ/RNIlW1bPkGQjcVIysEEbhkF+fqfBwljwfGdLu2Hi88pqyhJHngvlRpoT6eSCVungh9M4ZWcpFha6lyQxMn9p5WyjcNS+dARBvK4v3X1VV6rzG0cmf2VDPuZnuqBYbPgEX1xkRL4j2W7TTT3FUuyYZOQqTWyClbFtcnKuJ9285/Fl/hX7nx98/szedM+fRnIjNQAAZdbyjjXFK0QADAiduIjWzjr7MeBSjHEiD7c7JRzF9zlZ9z8QoK0G1j8t0JafAsA1GS39IQzmhJerzzfZkPwuztMekUP1Jrw9YTeXGNhgAICRzVyTV/B2j+SGTrl9cxnEQIml7IE6Z+PgNLrBdc7GDgC4FjLwHc1UL+do/mWMcUVCja0/3MjG2l/yCYHvl1krtvnFYCosheiuVNtNPC1sW+Jb8QwAwGCmz9WaOFCT0dLLj/z9Zik2TCE6qhhy05EDG9gom0bcp7TVwTMf2hHefJVqqN8WGcsrAABOzr270TV/cVpLnjGUHbjTwljGZEP2ASDaztqft7H2X60MrH24LXFw/pg0cn5Wy3xcNqSCJiQdrHNPWkstohBlmBjTGKafyE9rqWtfGXl+8MziDd+dah8BsfhTmqktSWupOfVws1AooJXRTGzWtgGIyynuO8/cO+/K5rNaF5WX+3SsFXQFlXxRTCWYVOMXAMBbEuZ1zsb4mDTy7yMT5hhMFJJGv/PKyPMunxD433nulpPqM0N/prcso6U/2exe8G0AwG+sGnIrSZYTBEEQROGRCnOCIAhiXGO5UUY2pH++OPzcOx20KyNjia/ia54pcZbukDKyZMjGF3OWbLzUUWo7ENvLOTgntCUOeRmKkd28Z2QoO1hb6HsgCGL2sRSrV4t1ozXWuh5e5K7wWwKxo5qg3mTvsy+PPrdKNVUrAICb98TXBNZ9RWDFe5JK4itVjhpSYU4QR2lNHHrPvuiu21NaqvTwMTvrUERG3MIg9kUaURnVVK9TDAW3eBZ6BjL9365x1F0UkyN1dc6G3w/nhg80u+e/CABmf6avLCqHK5f4lr965BiP9D58097o3rf8/pVYS7pyWs53dumZWYFhj7vsLAWUzlFiAgOORpSxxtmq6mYQI4mM9WmO4h6stNXeBwDGkedzeobXTK0kq2Uu07F2uYkNSjakWZ+mb6XtkZAy4jROoj2WLbT1UEey/ZSpZHRyrlYK0fvnuxdd7RcDxomvmLjnBp/Y6+a9n/MKvu196Z4vy4Z0voENj4t3f+2M4Fn/mUAXaPPYK9fm9NxCAxt1iiGt52nhxSKx5HNheezLBja8FFA5kbG8Wm6reqDcVpnOZ/ynmpSatDo4Z/bIY2EpRI9Kw6stjGWvpEuVRWJxLKUl1RpHfeTIdgfj+wLD2cE/prXkcVcOmAkuzvM3hOAQTwk9HsF3KKdnXFkte15YDt3EIMbAYNI0YjQd66yJJ/8jTCMm4xP8X1noXfoHG2tXpxJjX7rbdii+/6Bk5Mqncv2pBAGC17p7h57qfK30xK3zq8ZdlvroyvPCGpZPic/dFsa6u9HVfEmVvfYtieOBTK/lQGzvVsnIzT/6Gp8Q+NWZxRs+DyfpRNvNY6/8ADBaKjDC/sW+5V8pdDwEQRDE3EMqzGcXSZgTBEEQx9QaP/gxRVV+kNOyRspIOQdyfTY77ch4kK/dIdhUq2BnGZqxmWBYFEPNSHqOjSlRgUIUn9Nz1oQan/PLjhIEkR8UUFBmqzhQLla0uS2eXxRZijeO1+7J/se+PZjt/87hr32CP1TjqP30Qu+SiSQTCOK0tC+6+5fd6a7/icoRpspeow9nBxnFVGBt8Kw9Te7mxYfbxZX4Ejfv3p3W0pydtSsAAGEpZPeLgQkl1h7tfeRre6J7fjjeuaAl2F5uK1drnRUtJ+qHQWxc0qWIZObqJ3iLk0YBpXI0f4hG9LCVsf+kzFr5wkSvDUkjv40p4etpRGcoRMc0U53x/WARpnSO5sdiasRrYF2Y6fHyhUFMLK1mkzzFmQhR2nBu8C2Vzn4hEA7LIX+h4jsRO+vYlNUyq00wKQAAG2PfeH75JWfBDCRX9kV3NfO0MNjgmpd64xAayg7YS63lqeNeeAy7Its22Fj7oXpn04T3VifyCr0y8vzPI3LoCzM9kJv3PKCZetbG2NI+MXBLvbNp4MjzQ9l+SjO1RjfvHcYYMy7enQlLY55dke1/yerpDVMZ0846e+a559eVWiumVLp+ML63KipH3pvR0l+QDan4eG15is/xtPCMgQ0BA/Yb2ChXDHnO/t2YrH2DoeEHDj4/K/uYH22+vyZ29dK1uo61U2JbNBfn/luNo/4TlfaazJHHd4S3rBmTRv6iGHL10df4BP8dNY76L071Z7mQDsT2vLMr1f6fpb5VZ5XZKsb97EQQBEGc3kjCfHaRhDlBEARxTEOZwYVtY4eeGdT7/ZqpofEqxay0NVPCVhxwi04fR3NhGRTb9siWFoDX93TTsV6w5U8JggBw854DqqEGeZrfY2VtWdVQ+ilExTmKq5QMSacQ1aubep1fCDgwYFdYDtsttIXxif5+nubFjJqmQnKI8/Ce+rbEoSCFaGh0NeWKxGKzP9MncRSnL/Yt88XlWC/ocFupu+zuY8Xy4vBzF/ekuh4xsEEDANhYe6LFs/ADLZ6Fjw9nh860s46tdu71JB9BEAC96e4Vo7mRd45KI5/38f5Xg2LRJhfvzsiGvCSpJtaKjPirWkf9L/I13p7Invsf7Xvk/cc6z1KsEhADI37RrzW4auqPtUo7g5i0amqxjJ6uzFdsRwoIxfsQQreVWir+MpXrk2q8KqaE79JN7SyfEPyoYshuxZCXY4CVspFrzne8CCNFB6Mzq6ffVh13MqARLZnY5DFgSqSt7YBBN8FEGEy7bmrFLMUf7E51Lih0nEdzsM6dy/yrVrUlDl4elkO/1Uw1CICg1Fr+npWBNf8udHzE3BeTI8Ku6PaHNUOtk4zc2xJ1+eITAv84s3jD+yZ73d7ozsqh7MArsiFNqdK73Fb17uX+1Q9M5drDEkqMOZTYf7VmaEWyIX1MNqQ6GjGyZqo2vxj8hUCLz5ZZK54NWorfrGZvTxxyhKTR9zIUmzCwbs3p2WsyWvrC6cQxGTSiDStj+5uBDR8AWBRDXqFPYyKTSFvG9g0Pxu/f83TTiVvn39qKhT3ra1uSLAMLMCrc1iP54uF9/zi75Lyr4aiJTe2Jg5VdqY7nZEN6W0W9k3P/vdJW/alaZ0Ny1gKdhrHciD2lJs/uz/Tck9Wzvjpn4zXN7gV/L3RcBEEQxNxDEuaziyTMCYIgiGPaEd76UTfl+ZDD4ly0O7qD6033jFsxviqwZoeLc8cw4JqXRp4LKIZid/OelIN1JPoyvTNetUUQxNvZWPuYi3PfP9+9YKeTc73k4B1DcPyKOgrg2BtkjmSH52W09M0AcGuRpThlY+1Dkp6jEKYo2ZQZt+CWjtf/5rFX53cmO56SDakUAMDJuXrmued/diw3uqzO0VDl4Jxfkowcw1Fc3Cf69SneNkGcCkoAYCSpJsraE623ZrSMf6F3sdMr+FbO5KDPDDx92aH4od+ntXTwRG29vDdybvl6Fw2UNiZFB/wWV8PhcxzFP8NQXPeoNPSpmYpVpC27fELgBr9QtGmqfUTksUrVUJpLrBVPAACk1ERxQo3djTFuVgypzATzmHvDTwbCSFNMpVc2pRmrti80BEhnELsvJIVqSyyl4cHMQKUOGqObhf1TztNCfLl/dVlALMptD722fEwafVA1lVKeFjqr7XUXzXO3dBU0QOJkQu0Ib74kpaY+mlBjV+SjQ47iJBoxI07e9Z8KW/Xtpdbywan005vu8nanOm43sMEohnyBZmoeAAALY+3E2LSpphowsUkdPfGZo7h0ma3ynEXeZTvycDtvOhjfV8fTfAow+GqdDYdgYqs5oJdHnvuupOc+JBtSpYnxBC+bPIEWD3h477dWBde9OVFgf2x33Vhu5CcpLXXF4XFF2tJmYD2omqrrhMEDAg7ZWr/21O8LkjA/7AcXXNehwanxWuMTAg/Nc7d82CcE3pIA3xneung4N/iSZqqOo68Racs+n+D/xPLAGVtmL9IpQwAAr46++C0P7436hOCd+d4mhCAIgjg1WKvceN43p7Sg0Jy34+MPkIQ5QRAEcXLpSXYzWT3ziIW1NHUm2239mT7f0W2KLaU/XRtc97u9sd0/6kp1XlXvbOzM6Tl7f6b3hA/dCYLIv2JLya46Z+P7G11Nrcdrtze6e9Fgpv/2jJa28bTwAkdzrQExuHeZf+UOyOOTykPxA8WyJj+3I7p1HgAAAyxeXbTmj0k1EexJd10gawpaHlz5sm7qP13sW/rEEZeinniPr9pdHc5XLAQx14USoV8EXIH/hTd+B0PSmN/ARqzYUpLvB6noyf4nrxzNjazVTH1ZXImt1UxtQpVpNKLBwTlDkp4Tqu1VQwt8zfUIAQMA4OK8H+Yo4ekRafBu2cidZ2CDz3PcAABgoa0Hm1wLFsBxJvpMlqznGACAnJE7QzOUK+Jq9H+n0x/GGACh/WktecJl7E8FLMXFDVO3UYg2GcR2aYYmZLQ0E1Ojsz55kqf4Lifv/vbaovX3Hz62NbRpQ0ZLfZWluGebXC0/I8kJYrL2RHdWhKXR36S11KVHn2MoNocxRgbWxYn0VW6r+s5y/+ofAEDefg4PxfdXKoZcrZmq3S8GX7Iy9uxwbmAhjWhvTs/6c3p2UVpNXe/kXFsq7NWfrLLX9uZr7HwZyg5UZrRUICyF3h2Wx27KZ988LbTXOOovaHLN7xvnNNoR3nJuRksvZSgmW2WvuRMA2UZyQ2dFpcgtOSMz7gohtOHoeODAi0UHQ912tcCThJYVzxu9ctEqUTVlZ0EDyQORtnRX2qsvmede8LbPMptGX7ohJI3dgcF82zo3LMWF/ELwE6uCax+enUinpjvVWV3jqOspdBwEQRDE3EcS5rOLJMwJgiCIE2pPtL5/NDvywzJbub0z1c71Z/rsR55vsDU9UeOu+9Bgpv8vZZZKKqSMNkh6zjuQ6WMtrFUJSWNvmwFOEMTMcLCOgxdVXLrawTkntGfxttDmxWO50fdF5MgXdazxCBC4ePceF+e+p8ZRe1e1o1aebkyP9j748Kg0ctnhrxsc80bGciORpJ5YUGWvSTVzCwyZyl1X46t7CABgNDVyg5SU34N53GUyeoBj+XdV2Ct1AICIFGZIBTpBHJuJzSXtiXajM9nxSdlQdDfv7jm37NxfHtlmKDvkf2HohUf6032rxttuZbI8nGd4SWBxyie6mgRafKTMWn35SG5wflge3aRjfUbeAwi0uC8oFJ/nFQKhmeg/pSaotJb8ZVpL3gAAQCNaNrAxqSV7WYo7EFXCJ+Uy7PlCIzrLUlw6o2SVtJ5y00DTaT1lnelxLYx184Xll50x0+MQp5+hbD/bkWh9IKtn1uumbjHBpGhEqz4hcJOk5z6Y0pJLT9SHlbEdtDDW59cVn/MFyGPCfCK6Ux2lFsYaK7KUSLM57hSgV0ae+2tUjrwvH69TAAAuzvPgOaUXvGuy1737H5+9t9ZbvK6lqDLuEi0WmsY+1VR9Fsrd/q1n/tCgGOqJO5klXtGpf+aMdx4UeapeNmSRQ5yMEVCaqXKFjm2yOIofKbGWXbDEt2L/0edeGn7mzpgS/fR411GIMorE0o+vCq7904wHOUU9qc6makdda1+6p1Iz1Vyds5FMDiYIgiDGRRLmsysvy8wRBEEQp7YGV9NfAeAjETm8TNKlt712iJxopRFdZNGs/aop75T03PtkXcqUWMuiw7mh1eP1yVEcqObcebhAvBXGGNCxNqcl5iwGMXLAUnTzRJPlAAArAqt3A8Dupwce5/szfV/EgCGuxBbFldgvNVM918DmF+qc9VOqgNgV2V7cm+75v1p7/epRaeTN4z3pzqCGtWIAAMCgKkg2laz6vQhEHshB5ilNNlZyTiZFIzrRnxs94KcDywBgCwAASZYTxPhMbFZgbH4UIep+J+fsGcoOvyMih6trHLV/bEu01Te6GjsOt43JsRWGaTTkKwkRU2MlLwy+WFJhr+hUDbWcpzf9nKWY+mpnZZaiYEYS5rIhLYipkVspRH/MzXvzVmV+mINzmQzFfAEA3CY2KZGx/D6jpf4gG1I1AgQsxYUwmGCYhpuluK0YMIMBF2um+mY1tWzIp/3nbQMbVsOQrCxDg4/1KhTQB9Pp1JJZGPqk38eXmJtKrRVaqbXi8tHcsFPSc76oEllJARKW+lfd053qeKYr2f77jJ5+y2QNK2PdxdPCfyhECTbWASY2n1jmX7WxEPHXOOqHCjHuFOAzi8+9el9018/C8tjn0mrqGhMmvj83jWiFo7gcTbGvWRnr301s2N2898GpBEJT9NjTnVurn+7cWg0AYGUEfF7dyu6Xex+vmUvJcgCAqJRkvvf8vQttnAXWVSzsHkyGHeFcwv2hpRfudVgYB4Nov46NtI7VokLHeiKqqRQnlPgPAOCKo89V2WtvzOm584/czxwBApGxRHJ61jcqDf3h1dEXq9cWrf/2bMY8UdWOulYAAAPrTFyJfhsAbihwSARBEARBAKkwJwiCICZI0nOO0dTwRk3VAzsT270ZnGYAAKy0Tc8aGcbFufuqqdqng97gt8ocFWM9sa7fJsz4e2jEWPZGd4mKoaBiS0myzFYBA5k+MSKHWc3USEZ2DkIYwe6hsc4KZ0B22+G0WEb2ZCXQguri3I9xNNfLUGy3QAuta4rOfPbw+UPxAxUhaazFwIZHMeQAg5iMwIhDZdbyF6sdtdkj+xrKDlp6U92fHM4NfSqlpprwG6scsxSnVdgqvnZO6fk/nUxsI9kRYSDRe/OIOvzZsBxyn6i9k3LlFnmWRBBLKV2pDosJpiWUG3XrWAc7aw+t8J/xuRpn7d8nEwNBnI40U30Pxji3O7KncuPIK78ywQSMMbKy1kEEKOXm3fuTanJ+RI4smOlYyqxl/Yv9C+0GGCLGpoBQ/j97CrR4yMrYb6y01TyW986PklITSyJy6G9Wxnpf0FJ6S1pL+iQ9u8HGOv5uYWyGpGdtSTX+obSW/ImBDQuN2H1xdea/zycTkbIc6kx1zJvpcWhE55yc+7Y6Z8OPSq0V2kyPRxCHtcb3+4dzQ99SDPkc2ZDmAyDwCf5X6p1NF54EVd1z1p7IjuUmmE4EyAAAFFeiV6mmugJjXKaaSsDCWDvTWrqBo7ixoKX4MzbGtrfJ3dJxwo4n4Nr/3Hjz/lDHj/LRVyG5eYfmtToVCpB2afOqHpeFW2CAwRY6ruNxcq7Mcv8Zyxycs/3oc5vHXvnIaG7kj4c/s1gYq7kqsPbxjJbZPZwbwBktXRcUi/tdvPtrpdaKvE+sy5dtode+V2It+0OptXy8rQIIgiCI05y1yo2bv3VuocOYEds/9m9SYU4QBEGcnETGksIqejgpJd9PY1pc7F7KjsmjOKWlOACAhBqvHISBKy0ZixUc8AGW4ZfRCjO0J7Kv2CsE0wJtQTE5ou8L7+cAQGNAAAYJAK/v0YpMwEDBuPlzDPDmicNP2tHrX7x11hcGONzH2ztCCGC8SWKHq6gnOIHszThf7+/IixB+4wBCCBA+Ioa3twUTMKIO3wa8cVE+J7G9/X6P/D4erx0kZCW8c+zQvBpP4ED+AiLyiaM4pdxW8YxAizvPKFp3ZOUEem1047khaewKxVBWZfXsMgPr1NHXD2UHurtSnT88r+zCew4fK7WW5UqtZbcDwC93R3YujCuxlVk9sxxe/7mJTzJENJIdvIOiaL+bd9Nh+cQrJjtEh7QntbM4qSbf8uCu2FKaqbRWDTlY+4wnwwjiVEAj5nmMsLAyuPLx9mT7t/vSvUEAAFV5vfI5psRmbSLUYHawIqrEZDtjTyIEMZ/ojbs4J3LyDh9GRiAfY8iGNE8z1fvUlHJbvWPerQB5Kpsfh4Nz7XJwrqaUmkAAYNpZ56iddf6/w+dFxpoRGetveUV4TDJy12qG9mEbY49m9LR3pmI6WSBAYGHsrUOZgfLZGM/AhiWpxr+a0dJ/BYC3JVoIYqYMxFPpv+x9wWlgLbe2asG+7YNtpY2emj+fuXYDSZZPwyLfsu1HHXrh8D9GskNFxdbSsQOxvctERhzJdxW9lbWMnLjV3BdXUmxcSbEAAD/f2O9eXNQYfvfCNVEdpKZCx3YsSTVhS6rxuyQ9d0HQUvyWcv7VwTP//PLIc9dF5fBZAACaqSnDuaHPN7sXdJfZXl/sZX9sdyOF6K+k1MS9Ds41XIBbGFdECll9YiAHAODmPXtg8p+1CIIgCIKYASRhThAEQUxYTVHtN7QhbahILrsqncgGQzDWbOD/brtnIF01TFwzkBj4LU1zF2wcOPib+w8+tqiAIRNT4xMYXvFYhTINT3v7aiKPECAIikW7g5biP6wIrPr1G4epTaOvXDiWG71QNdXzMlp6/omWWWYprgQB+tyh+IEt89zzj54YgRf7lu4BgD0A8PvJxtid6qJ6kl2f6M10f4JClMlR/ITWqhzI9r8locRSrLHcvyrpoJwxKS390ucLZCYbC0Gc4tBgevDetJby21jbrnJ7xc0AABSiYgBwgWqoawxTjwFAsJBBSnpOkPScAAAwJo2VAAAUW4p7l/hbMEY4LyvNGNhwZ7TUD1oT+95rZe2fKrdWbctHv8eAHZzruH9k3byvbyS+x5fRU/UzGMdJBQMGClFCmbUi3JY8aJuNMYssJZ9udM0nyXJiVrkFhybpsqs92rtif6gLAACcvHPdwXDXn5v9tWRbmRlQbC0dBQCY71l4dFI9L4JW7wErKyazmuScif4LZfdom3/vaIf/grqV3fWB4oSVFWmRh0UmzK1i7AOxvWeW2yrPCVqKnzrqFHawjvv+mzBXxaFs/z3N7gXrDzdo8SxuA4BbRrJDK2JK9BIrY7/HLwYMKDAKUUZCiQkZLdPAUIyv1FqeKnRMBEEQBEGQhDlBEAQxSY2lTXfKbG7fgNT/bSNnNB95LmAvSrEUmxxKR+aZCP9+eVFL8sGOZ3BWk8jS6ycZ0zTprQM9fUGr2/RbbBaW1xsYEIczipqycZxbR1JBEzCnIwQImlzN9yz0Lr7ezjnULWObGhNq/L0JJXF1Wks1n7iH/4orMaHEWjZabCnpz1d87YlWm2IoH/ILAW4g238LBgwGNijJeD1RNlkUUGBlbayLc7spBiX2Rnev5Ci+ssk975/5ipkgTiYZNcOltfQ9+2L7MkExuDyhJGJ96d5FA9mBQFAsWrzEv+Rh1VDLy6xll0mGVGpg4/FSW5kynB2GufTw28E6Bhb7F3gwMvP63gADpiUjt4SluKsAYCYT5ic0Jg37DKyfU8gY5iSM5bZk66xUMtKINnxC4PnZGIsgjrS8pMVwC46tAHDZ4WPP92z+yEg6vOZLZ1zXvLykpeDJOmJyzqxYtmPL0N7UqZYwBwAwwYQnOzfXPNn5+nvvH1983VDOyJYWOq4jSUaOSqjx8wHg6IQ5CLTlERtr35jR0usAAFRDWTSQ6bOX2yrTR7YrtpZuG8oO7OMo9hwAePbofmabR/DJAAAu3rO3O5WXnQMIgiAIgsgDkjAnCIIgJk012K3zXcs/Um2Pn9meaL02pSUvpoHBLs7N9aVD99pZ2xd10xAf7nxuIUmWn5xUU2N2j7UvBACws9ak3+ruGEiNVmumXmJlRfUjCy/tzkGoptBxni5oRBtV9uobGp3NT/Wn+hp7091fDyvhy3WsiZPtCwECG2sfpBH9TxfvTp/4iolJq+mrFF2mLbQFNbtaelqTB+tVU6Gn2p/IWHImNhU7b/dtGnv5VyzNSeW2ynflK16COFkohiJklPRVBxMHr+lJ91yQVJPUttDWt7y2jkmjwd2RXf+OytGAYRq0lbUaaS09JxO2Nc6qCCAz78tyU0DhClvNBZqpFnzJVdmQVqumkpfqcp4SwgDAU4jKCLQYzukZp2IqVfnoe7al9WRTpb1yX1+6Z8b3dWcpNiwb0qxUshMEAMD3X/5t81A6tDqj5hYMpkbed/T53sRgzS2v/n6HnbM8cmHtuj9c3XJJbwHCJKbAylmsunnqLw5gggn/99oT1g8sPXcvzWgLp9IHhSgwcf4n6cXkyA2t8f33N7lbdh15vMk9f8zOOc4fyPT+OKZEP6MYsmsg03t1ua3ybatklVrL5aFs//NO3p33+KYB1zjq9xQ6CIIgCGJuQ+TJ+qxBOJ/7pRIEQRCnhV9u//MVO0b3/6bSUXrHlY0X/LTE7lmaVbKr/daiu+ycVXms88VvCAy/9idb7z4vrWbJ5KxTULWztMPCinyzvzLjtFD1BqgsgxgTTGFQR5mKY11HA6fFckrbcDKqNvpLnBSj1s5m3CcjO2sfLraUfpNC1PaYEv1hSk5dKGOJPfGVACJt0SQjxwK8nii3s/bwPHfLjQu8i+4DyH/J6SsjL36gL91zm2zIJdPty8pYNQtjjWMAbYFn0T0G1n/d4GoKwwzuT0wQc9VAst8lY+Xcclv57yNyRPhz258mPVlmLqAQhc8tO2eYoVHeqtcQIJ2nhYd5Sni41tF4L8yRvxGdqdbrM1rqS6qpTOl1jkaM7uG8Az6hiGIouhQAGIQQ6KaWSCqJwZgacUtGbk5VAU6EQFtGx7Kj1oyets/0WBSiTAtj3ermvV9c7l+9eabHI05v7/7HZ+/pig9cN5G2bsGRvqR+/dlfXvPRXSduTRTaQ23P2R5ue/7nO0YOfKLQscwGCij4+oYP7KUmkTTnKUFqHQ0Nb+rfV7ykuL5/YVlZiY5VR75isjDW1kZX87oqe230WG22jG28elQa+bOFsW4+v+wdZ+dr7JmSUGIMQhTn5Fy5QsdCEARBzF3WKjee/+1zCx3GjNj20X/vwBgvL3QcRyJJDIIgCGJStg7vtb8ysP32kWy4pCsxcMvBaNdNHM1kPIKrr8VX//FKZ2nIwgoSTdE8xpi8zpyiepJD9QAAByKdsLK45ZCFY6UDod4ySVe8Dd6K/YZp6A7eCo2+Eq/I8rxiSOjg2MjA/lB3dUJNtwAAbBtphaVFjXsWl5RV66Dk7YHKqcTFubcs9i795kC2/7y+dM8vFPP43ycH58y5Oc9QkaWoI62lH0SAhsJy6JOSLlV7Bd+/VgXW3DaaGw5CnpPlr4y8uCokjX01oSSuwHnqmqU4fZF3adIw9X+E5dAWnuK+OpDpe7LcVvl0XgYgiJOIlbflDNWUdkd3v7QnsnsZAOS9Qns2+ARfD0OjvK5OYmGsjzQ6W96dzz7zoc7RdOdApmerairX6qb+PpbiYiktUWZiU9Cxxh/vWgrRuFgsa/UI3hYAABroTgOMOgAAhmJdXtHvcgnenGaoA7IhZQayvfMAsIkBU7Nxb9PBIFrN6Omi2RjLxCaV0dKrWYq9LSSNXhQQi0hSgpgxLM2GJ9o2Lqfs/z709JZX+rc/W++t+pGTtzFZVeJvOe9Lb1tymii8wdSYZSwbvfBE7XwWd5+FFYZVQytPyOmgrCsTmuA615hgwqGxQWZhaalkgH7MCXo0MGpWMQ9lFMnYOrC3fNvQwVoAgM7YQFNT8Nq9FANTqlIfj0ALzx4vWQ4AsCq47m+vjr5YFpMjt+2N7jxzoXfpK/kafya4eI8+kOndABh2OHnXce+NIAiCIIjZQSrMCYIgiEl5tnfTmbds/t0Lkv72pZabvDW5cyvPGDExfvRfbU++J5yLnXSVT8TMYCkGtGMsZeji7dHza5aOWkU8H5F1ht4k0EL/Cv+aHx1K7PtERA4vm8y1PM1rVsa2qchS/L01RWe+sDuy81yv4HUquryYZwSl3Fb5g4n2FZNixR7RM3Ks8x3JtnNa4wcfHJNGHQCvV6Ucb7/kN5aE1wRa0KsdNXhraLMFAIBGNBj49W0965yNgxibjoAYfDmlJh/oz/Td0uJZ+D4X595baiuLTTR2gjjVdCQ71nUmO//OU1xbSAqd0Z/pFzRTK3RYE1YkBtuXBBc0HP6aRoxuYoPGgKfxxx9hF+f+ZI294e58xJhPhqkXG1i/Tsf6dylEMRhjbIIpGaaekPRc3MrYi4ak/khSjTf6+OA+J+cSWMTZWJoNIoTekvxGQHViMOvGH8dIjkkjQxFlrHl27mziGMSkAVAnAoQQQgyDWNSRbJs/mzFwFDfS4Go+S6BFpdxWOTCbYxOnj5ue/elFz/Vsflw39Un9PXPwtrhmaDwGoJp8Nb+scBRHLm/c8KvlJS3KTMVKTN4tG+9avXVo3zd7k0PvKHcUPUUhSrJy4i5JU+pC2ehlaTXruqjuzMtvOfdLjwAA/OiV/1uwc/TgNweSo+9WDHXOT2YaT52nPHHt0vVDmNLG/ZsdT+G2Ozb/vXG8c43eyugHlp4zZiB52q9LCBA0uxee1eCaN6EE+NMDj3YhQMMNrubzKu3Vc/33CA1m+pxltspEoQMhCIIg5iZSYT67SMKcIAiCmJSX+reW3rL5rq6UmnlLdVS9uyr+sYXvSTAUnb5jx72e/tRIWaFiJE5OLf66g6vKa/wmUvyFjqXQvILviVJL+d97091fSmnJKe/1utS3/OmuVCenGPLZF5VfmtVM7bZia8n3J3p9SkmuzRk5pchSvP1YbfrSPZcfiO17gEJUrkgsjlpY62BOy0Zoii4yMS6VdckQWYu/K9nBVztq4gzFyi7WJZtgWnZFdvib3S29GT3jogChfbG9noAYHKxma3cwFrrazjoeem1s46cXehc/3JfuHRQYQVsZOOOWqX4/COIUgOJynFE0uYyh2URYCn2/yTPvM88OPqNqpqbsiuya8WWup6PcWn5wUaC50cAmzVJstNRSsREAOkPSiMsE068aygUYgMNgvpFcQHD0CussYlWEqH4ba98mGzKLAJwMYo1aR+PFs35Dx6Gayq0mNq4HgOP+n2CMQTakHoEWq483aQwBGsGAXQAwbrVfWArtHpEGFk8j5LzjKWEQA0r0pDpbCh2LQIttFKJ4DNgEDKKFtd59VvG53yp0XMSp5X3/+uIf26I9H5luP6X24NZ6T+VPbr/oa//KQ1hE/qD/feqW99Z7K1+9fvk1g4cP3r75zxUDqZEbrmm59OblJS3GkRfcvfOfDVuG9l61e/TQ9zRTP+kS517RqVy14OwDQ6mYrcodlABMwzSBHkxG7cPpiLBt6OAxt2FiKAa+e/4HO1Qs1U83jkbX/A3N7gUvTKTt80NP/jWpJq52sM5/Vzlqr6t1NKSnO/4MQj3JzndUO+seK3QgBEEQxNxkrfbgllM0Yb71un+RhDlBEARxcrvxhVtv3jS060dHHjuzbHlE1hW22ObPsRS759/tT11UqPiIk5uNFVPnVi/v9drohRidfu9RLIx10MN7Hucpoac/23eTZqouU+d6BIZ1qpD1TLXfWke9tti39Gdu3nPzRNofiO11FotlXxZormtUHru3xlF7vHXWqbSaPpuhmI0iI76l1HUsO8rRFN1MIWrQwMZ7RUa8L62mclk9+z/FlpLPxpW4mlQS9/ZnexsDYvByF+dmDNXYLjLW0W6pY01Oz7oyWsa+yLtk47bQloXLA6uub3Q1/XOq3weCOBVF5ehFPMVfklAT5T2p7rKXR16e1IoUs6HEUvIIANBBS9HWFcFlz5nYVETacsAEw+riPG8uY9yf6VlJIcpvYnN9VAl92ScE/oAxPKqY8o2GqXsFRvxniVj+Q47m5cPXjOQGi1VT+VClrfbWgtzcOHRTO1/H2lPwesY/bxBQfRjMAIyTNE8qibbBXF+pgXVbPsecDkXXQhE5FCh0HONBgMAr+L/r5j1/bfEsbit0PMSp4Tsv/qrlhd4tTyeVTPF0+xIYXl5ZsuCTd1z8jfvyERtRWN964Y4Ld48d+lF/cmRpoWOZLWeUL+i7pHkZrWF52hPpg2LxF9cUnX37RNruimxbOJwdeFY1Vb9IW/b4xeB3l/lXPQhHz8CbG6i0mqy2c86uQgdCEARBzE0kYT67SMKcIAiCmJSPPn7zg22xnnce/tonus3rl7x/pM5dgdpiPdovt//ZkdUkdyFjJE5+DZ7K1jOrGj0mUubkg/aZINBi/0Lv4g/0pXuujsjhTxrYYBMZc9/jnVuaPrn08pFwLpbtT4bVWC5jXVtV6zOR5ppIvx7em14ZOOO1Mlv5CfdePKwv3ftDF+/+u5Nz7j36XEyO+j2Cd8L7dAIAJJQE4+Jdb67JP5odWSYy4mBUifp2R3b80Sf4pCZ7y26KQf9Mq6n9FEX/evPYxmtkQwbN1CgAgGZXy6/WFJ/5ucmMSxCng/ZE2xfcnOdZxVQOYsD/2hXeVdqZ6lgs6RJX6NgOWxlY+ZPzyy/4ykTb5/QMk1QTn+Uo7n6vEAjNZGwzQTHkBzCY75qJvimgB0wwggDwtv9f1VCGh3IDmbSWbBjn0lmFAAFgang4N1gi0GLWwljvy2jp62RDOu7+7bNNpC37l/hWLAtaitVCx0LMbb/Y/Kd1X1z9kdcAwDheu88+8YObX+nf/qPjtZkoJ28bubDuzPO/tu5TB/LRH1FYz3Zvsj7X89p5OU2+aPPgno8qhjpnXqdnws3rP7CH44xF+eir2l736cW+5b+baPvXxl6+PCKF/6RjzQ0AYGcdz5dayz88z71g8ETXzqaOZOsVfiHwqIv3jL93GUEQBHHaIwnz2cUUOgCCIAji5PHywLYqGlFveQi7tmypxlIM842XfyENpEerChQacYppj/U1DabGMufXrNh7qlebU4gy3ZxnS7Or5cWDiX23RpXoGoQRDMRyu5/v277YxBh+u/2BCgP/t8jbJdr2zCvyuE7Ud42jNl1tr90flkObymzlAABwML6/3s15+outJcfc06/SXvX1o49tC21eaWcdSY7mOzyCd1L3eDhZbmD9CxjDPw8l9tdk9exXs1r2zDOCa7GNta/xCN4eAICOZNv6zlTHFQs9i7eP5IYaB7MDziZXc2eLd+GXJzUoQZwmGlyNtx/x5ZVxJf4/Y9KYQ9KlpkLFdBgCBFX2qj80uBontLrFYRbGplsY2y+OPJbWUmxGS5Xqpk5H5NAinhb4ZvfCv+Y34unTTPUCDOaEJyhNlglGOQVUlwnYB4CdR57jaL7EwlgPprXkTA1/Qm7O+7iO9T0WxupTdHV3kaWUoRH9aFpL+WysfV1vuqvgy7MfSTJyLW2Jg98LWoq/WuhYiLnthZ4tdzzZudHvs7j+Wu0qe+GcqlXbkkrGyzOcnlVz8ffOvzj2lWd+8uG+5NAl+RozqWSKn+7a+HRWlT71rqbznjh6uW/i5HJezZrseTVrHvrngSe36qZR9erAzlN6Vbb7djzbfP2aC2UVq8J0+mEpLufk3A9M5pozgmc9vD28+YsDmd4/AQCktdSGwWz/nzmav2IuLdFuZx0Xu3jPg4WOgyAIgiCI15GEOUEQBDFhHM1+2cZZFIHmQTZez7U91PEc/1DHc8ECh0acgnK6bHuo/ZWFa0oX7mssck95H++5zME6BwNisC+pJvRNoY1fMbBO08Dou4aHD+0YPbT4cLsjk+UAACxFTeiBaXeqy66bxtKgWPRTAIDnBp+63MV7vtbsLlk9mTifG3z6qrAcurPJ1fy9JnfzNJauRUUYTIanhUsoRI8GxeKHEUK3Hk6WAwBopnZTiaXk607OddH++F4nAIDAiH92cE5S/UcQE8BTHE6pyYpCxwEAUO2o+fk19dd8Gaa4DOqB+J4zdFOfV2wp/Utr4sCerJ5pAIwpE0xwce5n01rqX3bWoZ24p7dSDcVnYP1jFKIe4Wnx4FRiOxaMzU8AgCWffR7NBLOWAqrHPCphDgDg4XwB0zT2xdRIg4GNcau5KaB0J+dOxtXo5GY/HYeddT7o5rzbbaz9ZzbW8eaS+TvDW6+XjNzX4krsWs1U51R1+WExJXLTKyPPyWcWn/udQsdCzF0GNvFYNlI2lo3ceCDceeMLvVsUWVd4hCio81Rsea5n85Ztw/s+Z+Lj7WIzeQk5XfJk58uPdMcHHvnSGde9iyTNTy7/t/1vaFnJfHdWleiYlPRcOe/8zqvmXzSye+zQTR7R2RSTklWFjnGmDKbHWAx0LwBMaw9z3dQtOtbKAGBSK1xV2mr+EpXD38/p2XIAgIyW3hCVI4/YGPudqqm0l9uqdk0nrunqSrafpZpqqshyzG3gCYIgCIKYZSRhThAEQUzIC32bWd00Sjri/Q2Hk+UEMRtSatYEODVW+aeAAifn2kghSqUpmstq2ebOVPvaw+cxxvBaf2/ngUjXMScIIEDQ6C8JGpCb0Jj1zkaKQujcneFtIRtr/22to47LaOk6G2vvnMj120Nbftyb7vmqjbXJAHjPhAY9Fox/RiOKXlN05keO1eSsknPeAQD4haFn181zzf9rRA6HSi2lP57WuARxmuhN9dbYOcdjTe6myt2R3TcVMhY3737Zxbvuhikmy4ezA+dktPS7InLos2F57BeKITuOPJ9Q4+ftjGx9QKCFJ9ycZ7eTc3UELSWR8cZTDWWxgfVVAKAAwGIMuMbExkUATBUAXD+V+MajmeqFJpjn56u/4zHBrEZADWAwy488ztKsr9ha5svp2faskXlzVSALY8tgbMYoREkAKMvRfAwBdR6GySf3GMTmOIp7ysG5iwDw7R7eX8tQzM8EWlQBAIazg8uHsgP1JjYuszBWejAbebeBdXraNz0DaMTotY6Gr8eUyCm9NDIxfQjgLZNzstob2wtgE1oj3asAYNVMjW1gEw5Fui779da//ORPV9zyvzM1DpFXHACo7dHe6/9x8IlfaoauK4Yq/GHXP1tdguORsytX/CSaS9y7eWjPtwod6Eza3tcFiyqmlxDGYEJMji4DJ0wqwe0XAwZHcS/lIHstgxi1xlH/3ZHc0AeGc4M3ZrS0LaZE37vIu+xt20/NlJgcEQxscH4xmAIA8Aq+TWktXdCkPUEQBDH3IQBACBU6jNMGSZgTBEEQE8LT3Df+0fpQQ1xOzmjVFEEcrT85VlUc8+yysVbeZcfNhY5nKihEYSfn2k4B7UqosTUGNqjx2qkqd+hApGve8foqswf7DZSbUPWolbHBSG4IFVtKvEv9Kzbuje76fVJN3CAb8uMOzpnjKf4fMSU6rBhKY1eqI+PkXLZ6Z8NvSqxlgwAAuyI7rtof2/t5DCZYWeudi33LXpr83f8XTTETqQzBAADnlJ531XTGIojTUZWjqhsAIKkmvibp8sK+dO8G2ZBnvaqXRjQs96+4eSQ3UvvPzn+safG2/HGeu/ktmdm0lmIHMr3nN7sXPg4A0JvurpeN3PubXC3fzWhpW0+6617FkE0AgKOT5YdltNSlGS11aUQOAYMYmUvw8SZnS6uTc4QRorYhQL0IIZduat/BgEvfejXKaYZ6rmzIv7Czjq8yFDvt2YAYm58BgLdVfc8UBEg+PDsgocQPYMBWFrEaR/M2rxDg5JwsG1gXXJznZb9Q9B437w0rhjwvo6X/h6O4oJN19/dlu4oUQ55wspinhE437/1Sha3mYd3U3sNQ7L+ObsNR3D7JyP0mqcSX6lif088cDKwznam27ztY5337oruaFniXtBY6JmJuoil6qNAxjGQinwCALwNMYaYLMVsQAOCPP/yNP8WkhGskE7lA0mUa3nj+OpQONQ2lQ008zZWOZMJ5W75/rhpMR2zLUEVcx/q0Zj8rhrQcAO6e7HUu3vPzrJ49Vze1YgMbz59X9o4fAQAKS2Pva08e+vVQtv9/S60V26cT20R5BJ8MAHJECl3sEwNPuHiP7uI9c2Z5eIIgCIIgSMKcIAiCmIC0mi2VdOWCJm8N7koM6FktR14/iFmTUjPOZ3q2LTm7cslOl33cnMmcJdBCWGQsm1mKExJK7AzVVG3HahtLG3ue7Hpt/on6rHYXRQBgQgnzrJ6BQ/EDTJm1YllHou39VfbaH2W1dP+h+IGfGNisWuBZ9I2D8f2ci3PLTa7mh9Ja+odvJMvRK8MvXtOd7vq1jnVxvnPBsFtwLz4UP/B5vxi4yyf4pYl/FwiCmG3z3M3mPHfzO9ribbcn1eSi54aeXZ/vZYKPh6XYmGRIH94f2/dJgRZyNc6aFwGg68g2bYkDP1EMpWkkN/hksaXM1EzFOZDp/XJEDi3CGLcwFNspGbn1Ex1Tx7pQJdbKNtZ6hgmmANh8LwC8rd4cY5ABcHtaTZbroNUDwBdkI3eGhbG938m5u6dwu5RqKh8GDOXmDO5dPu7ACNnMN+7PxIY5mOurAgCgEZMFwJyBDRYAwME6d7p5bxgAwMAGZaWsYwYy1/ZmumxHJsspRIOJx1/tmaeE9mJL2V/trLNDZCwPAwCMlywHAPCJAWUhteTy4dxQeVyJPhCSRsvHazdXmNjgEmrsY2kt+RHFVD643L/6r4WOiZh7DNMoLnQMki4zd27/a9n1y6/pL3QsxNt9+Znbzu+M9t2mGCqrmbovkosfc9uynaMH3z+bsRXK9qGDxRfWrWpj+OklzHWsByZ7TUQKNy3xrdhlYOPK0dzQE3EldikAbAYA7BeDf+vL9HSHpdAnZythDgCoO9F5lkNwTm/FLoIgCIIgZgxJeBAEQRAn9EDb02Vdif7F20b2AUmWE4Uylonbcqq8q8YTFCwCPm4V9lxQYat6MatlqJSW3KCZmvV4bTkkpDf2bylRDPW4v18IENR7i4PmBJdjBwDAgOHpwcfrBFq8f0Vg1ZcA0DeW+leUpdTkB52c8yKM8Tub3M1DLMV+pMHVpAEA2hvZ/evOVPv/BMRgrsE5ryOjpXP92b4Vki4tc7KuRgD4nwkHQBBEwZjY/H8u3pWxMJYVGS1z3L9D+cRSrLkjtP2dAACaqYlDmeGrlvnhFnhjRbnh7GBVUo1fKBtyU1eq/QnN1L4znB38jWqqNlVV3/VGN5Pe87Qz3VYdtBS3M4huOFYbBGggpkYWHnlMM9VVaS25lwLqw3bO+e+JjqeZ6g0mNj6PARcDwKx9fw8zsPlmdpunRet/j+tv/tvCWPfwtPidI74+AAAHDGz8tdE5f31nqrVJpC3lNEXzdtbRn1KTVQghz6g0tO7IsUTGcr+FsYHIWO6fSGwu3jOW1tLXSHquJyAWhULS6LLp3OtMszK2mGoqDitjPVToWIi5iaGY0ULHkFIywvM9W+69fvk16wsdC/F2vYmha3qTQ4sLHcdck9WyipMfd3GtyZj0th4+0d8KALDcv3rz1tCmj2e09K0pNfldB+fU3ji+tT/dE5T0nCAyFnm6AZ7I/ujua+Jq7GsecfGKmR6LIAiCIIipIUkPgiAI4rhe6NssPNXzyt19qWGh0LEQp7fWaG+DW3BG5gfLJAC10OEcEwIEATH41FBm4FwDjBO+18IYQ1qGwaicOOEkgGpn6ZBJ5UpP1O5IVsYWDVqC0J3q8rbGD5Yv9S//KMZ4cUAM3heT4/fXORuuiCuxTQgQ35XsOL/UWvZUd7rzjKBYJJ9bdqHelji0L6qEz8xomUyJpfQ/Oui/mcz4BEEUjmqqYzSmahCgWf3cl9bSvsP/NrCBWJr+8JbQRr9iKC0mNup1rHOKIZcCACTVxAUROWzoWKua7rgIEKS0JPbwnmO3QYijgALzqBWNTWxYk1r8dxk99VGBFr9jZewHOJpXUmqiUTGka/xi8TeP7otGzP9hwDTGxg+nG/sUpQEATGwq/dnut1S/irQl4+I8gzSiP+7mvcmjL6QR3UXTdFeze9GbxxRD5mjEFGX1zI9oRK828H9fwyQ9937VVFYC2CcUWFyJlnQm225JqLFZ3xJgsihEgU/w73by7ldqHQ27Cx0PMTexNDNc6BgAAExshAodAzE+keEjhY5hLrKwFgFgevloCtE907l+ZWDNv9sTh0Y5imMAQDt8vMJe/ci0ApugjJbmokrkw1bW1uriPWSlLoIgCGJSyB7ms4ckzAmCIIjjGs1GvjeYHm0pdBwEAQCQUbOevnhsb43fUWpic9qlCvlmY+25Ykvp8z2pzvMmkixngFUGEtnWZ3o2LjpRWwCAEkcgbaFsWs7MsCdqi4ACN+/uaHa3vNCd6rwSACCmRP1PDzzxnjJr+Xk6Nj7j5JzsYu/SXGeq/enWxKGL1pdsyEXlyHoH6xADYlE8raYgocTXBcXiroXeJX8NiME7JhInQRBzwyLfor6Xhl7sxoB1AChY4tLKCmZEDv3vsc6P5AYvnk7/NKL1Zvei3TTQcYZitqiG9i6OZl/f4gKjCCDsAwCggOqOKKGaY/VjYsNrYuMdmqldlNXSCkJUAoPJm9j0JJTY4y7e89qR7SlE6Rzif6mZqmJg/c7p3MMU0QAAg5m+Ac1U6448UetoGhRo4b0UovdNpKOoHPLH1eiPMlr6UtVUio4+r5hyY0ga+bmH930C3rbQ/dugtsTBO+dystzK2LYa2HBRiMrZWcdzQUvJt2EKFYzE6UMzdVehYwAAEFmRrIIwBz3T/SrrFOwn+tt4WupPjFkbijxgHGPLjxOhgDKtjG3jdONocM17dbp9TJVmqmUmNpdU2KpPuP0WQRAEQRCFQxLmBEEQxDE927tp4b5w+/uMWdz3lCCORzN16oW+HYt7E6Ud59Q0OzClHnNvwNkkMpZ0pa0qrpqq1JfqPlvH+glXZGARl2sdi/a8PLBzQslyAICNAzubnNzafQEXs+BYbTiKSzs457+CYtGOnJ49b2votY+b2KSYNwpMMWAYyPa7AMA1mhuBjmQbGNj4JADAo30PQYm1rDogBJ8XNWtQ07XPz3PPP+gXA7GJxkgQxNyiY+PpM4JrFmwee21ZWktPaoWKfNkfbS1rcNX0KaZUmc9+V/rWpRycQxnM9V9bYat6GgBA0rN/NrFJm1jfbWJs5rRMlZWz78cAOgY44WSj12HKBCwCNsXDR3Ss3QQAV4zXmgLqOQPQEACe5e8vdoWlsT05I/NmdblAiQMiY2FNbD400WR5X6brIs3UfhZTIs08JRwzo5HSEh/rSB7M1TubP59SE0WaqfniavQiBjExC2PbHZZC/HzPwk0AgLNaZk4vwU4juq7J3XJuha1qN7y+VQBJdBHHVeks+QvG2DWSCV+oGlrBnqVFcvELfrH5z7//4uoPDxYqhtPdM12vUhsHdl64uKjp4Luazu//f/seLX5tcNf/bOzf8ZVCxzYXlTsCkoGnvjqYwIihFYEzJrxdylGo7UP71y0vbXl569BeR1e8/4oDoc7hH2z4wrNTDugEulMdlTWO+r7+dE9Ld7rj9+W2qs+6OE9rk3v+GQExGJ6pcQmCIAiCmD6SMCcIgiCOBW0d2fuTlwa2VhQ6EII4Wk9yqN7oMsfOrT/mNrWzAgECF+few9Fceiw3ak9pqQUG1o9Z+c4AZ2RlaBtOR1UAStg2cqBpsmOWOF1OhjZM2ZDeHCcgBgdVQwWWYp8qt1Xc6uI9XWk1td7K2nCVvWaYpbh/h6Wx96S1dKWO9cWDmf4SHeuAwQTjjRQBBRRYWCsWaSFWYaucp2jKjmJ7ybSrOQiCKKyIHK7cGtpyeZOraevB+MGCJMzTWtrGIKZfyWOfAaFIZgxmN88IZ9c6/vtaoJtaJq5GmwAAeEp4RGRtUkKNrT3yWgRIR4jKmNhwIaAyCIBlKDalmor/WONJem5tVA7dTCH6QTfvfUuFJ00xHaZpXoSx+SUT8CUA+Jj95BMGHLAy9mxGS4ecrDvu4Fy0hbHWmdjMqKZaDQCQ1dKMlbXrx+uHQnSORuYt812LL+pIHbocAGzHahtXo589EN9dCQBu1VQWaabqcHO+bQIltjIUs/jZwcezAi0waS1VkJ+1iTKwEXojWQ5AkuXEOO7a8ff5+0Lt549mIpefU7XqC02+moN1nsrrn+3e9Ou+5PDlhYprNBNe/Uz3qw/4Le73NflqhpeXtOTzTysxAQY2Kx7veOnxp7s2andu/1smo+ZsOU2a4ISsU9tnVl3Vvn+sk3upd1fV4WM9iSGtUfQd56rjs7OOP8LU/06bI5mQeN/ehxeYphl+vPOlT/QkBs9oi/b8a13Fsps+v+pDfVMO7BgkPXfVa2MvO52cu1KkrR1ZLWOrdTRkACCT77EIgiAIgsgvkjAnCIIgxvWtV375mZ1jB88vdBwEcSwczcQAoCAV5jwl6nbGGnUJntbh7OCinJZ1IYrGIm1RASgNAGMAoDAYPMaYohClI0QbHeFQ+xNdr024onw8L/ccYP5n6dU7S52B8oF033MszY2ItPiroKVo2M17NABALww9e1lUDn8mp+fO8ovBIQpR7xjI9FUdq08rY9OX+pYPcjS31cTmg27O/U/Wwh03wUIQxMlBMdQSE5tgYlxBI3rKS6JO1ULPgi4Ly9NZI53X7V1C8qhQZq2s0ExtAUuxb1ZS04h9mUb0BzDGThvjkDDCsov1PJzU4pdgwDQAAE+LB6ysrTylJHpsrMNgKKYGAPwGNgcMU0vpWFcooFhACGNsIAMbDsnIVdKIHmEo9m37gQMAsBS3HwCu003tCh1rD8DrVcszzsJaqqvZt6zGDjSibQ7G+QwAwImS5QAA5daql9/4531FYslSA5slY9LwH3SsBcZrj7FZT1PM3xnE1NA0PUBT9MHOVNs/MlpqFADODcuhpdO8rRnnFfythY6BmFv+uPuBlr7E8MJDka7LZF0pj+QSC7Nazg4AMJwOvUYhSgUAk6aogieoh9OhFXft/HsrT/MDbtGx1S04XjBMk3IItqjI8LkzK5Z3iQyvK4ZmWFlxeG3F0qmX955G7thyX/HW4X0fFhguFrT62n644Qsvjdfu4fbnL9dMHTRTZyVdcc92nHNZidNu+p3zykocvv1/3ftMCwBAe2SoeGlZ1XDWyJRMtj8GMWZQLHpoOjFd1rjhqXt2/buyPzlydo277MZwLvbXjljf+0LZ6LmHIt23fnzJe36xvKQlL2+OkmrCIhvymrHc6LsEWvj+quDab+WjX4IgCOL0RvYwnz0kYU4QBEG8zZ/3PbBhx+j+HyWUNHlFJuYsv8UpzfaYpsH37BruSfckhhsQgI+juZUAAJIuY8M0kWZqvIHNN/ds5SgWEEJgYIMzTBMw4GklywEAvrTqYz4na8MM0AtXBs8IHXEKvTj03Dsjcuh/E2rirMMHR3PDtRR6e9E7S3GwKrgmrOnqHjfn6bKwlhs9ojc93fgIgphbNFMtAQBoTRx6277Us6E10Va7PLj4EGVS2AQzr+8rOlOtAStj+z+Wd75ZQW5hrX83TeM9FE21AKAHNE29hKVZO0OxnZqpNgIAADYZGtEet+D1HNkfg+hyhqLfttk7xlgFgP0sLbyTo5gRABg+TlgWABSZrSrz8SBAWYwhPZWUfZGlbCcA7Exq8VczmvauI88JtJhgEDNcZCm7ycP7Hs1q6R++mZC3AwDA4wCAtoxtvHM4N/ip6d7HTOAoTmYpPsbT/NcKHQsxd+wYPmB9pW/7baPZyLJQNurXTeMtvz1ZTbIAgKVA4Y0rpWQ5gGxtOBerBYBrjjz3WMdLgAABTVHg5O0ZCyvsLbEH/nlV80W/P69mTbZAIc95HbHeDftD7T8GAGApxmiP9vw/v8Xz/NLi5k0fX3pVOwDA15+//do9o63fKWigc9CHFl/S2RQswgYodRibTGORv2lFdN7otqFDRQ3+koGskTnmdlLHY2GssVpn47bpxvfRJe/uA4A+AIDbXr37/Od6XntwLBudv3lw908SUmr92VUrPn398mumvc1BUok3x5XoikbXvM+4OM/fptsfQRAEQRCziyTMCYIgiLfoTw17nuzZeEdCSdsLHQtBHE+xw8PN1lg08Kndw4O9u0ZbFxrYPOJMVjzmRQCgmlpexhcZHqqcZfKHW67I/bv1qScvbVjTX0QHrgKA3wAA7AhvvdDG2r/Ul+k9TzPVo1IkCJday+OyIfNBMShX2KpyGPCwoZm9PMve7HMFevISJEEQc9IZwTX2jSOvJMNy2FmI8VVThQORtsp53rqEbEh5rcTzCoG/a1i9/ujjNt7xXkVXlmATN1g562ITm7spoN6cEKSYaklGTe21svaFE5mtjxDi7JyzBQBaAOCXx2uLAT9LAfopBngPBtwCgDoQQBoDXnu86/IBAeqmEfMxGjE9GPDxkvon7EqgxJIMpAAAgEFM1icUfcbG2u4TaasoMpYswDGr13GlvebrqqmwVsZWOyqNtCiG7J1GLHnl4FwPNrnmf8ovBlOFjoWYO5aVzM9+/azr31nrLje++tzPfvBk5ys3Fzqm6cKAQTcNiEoJW1SCNQOp0TUdsb6v/nnPg3dvqF59+3WLr4wUOsa5RjMN/r//1umOWN8HO2J9H9w+sh//4+CTSZZiRmJSolLSlTk1eWIueLzt1dJK76UdFK0zAAAYTOaSectjNKLN9vBwRWPR1OaQuXnvtoQSo1y8xzxx64n5ytqPd2LA736846UXk0qmqDXafclYNrL5ULjr1g8tuuK306k2R4haJNBif7Gl9C4X7yGrdREEQRDESYYkzAmCIIi3+PnWP97UnxqeX+g4COJ4KIQgaLWXyHjmt4IzdLb3obYtlpicXDjjgwFAjbM8ssDfgGJykv7U4qth2+g++oKqteaBUPt2G2P74rfW3bBvJDVSVWwr7hvKDloxxrcMZYfeGVdi5Zr51hU3G53zenxCYIeTc9bElChbai27zC14+oHs10oQp43Xxjb5CpUsP6zaWdUvG1LTsc7bWYea1lKTngQVlUPeZveC8ZZHxjzD71R1JYUA7TB083t22vmsCUabZmqNGEy3ZOQsPC22szTbMM7140KAnmcpftwleg9jKS4EALcBwG2qIX8MIbQPYzgXg1kGgCsneYuTQiHq5wzFvvhGrFPuR9JzSzCYAxSiV9CIUj28//sVtuo/v3H6hNWpRZaSaJGl5GMAAP2Z3vM6Eod+ltJm5zX0RAxs1A9lB+r9YnBHoWMh5pZad7kGAEAh6rVCxzJTYlIyGJOSXx/NRK7a2L/jzkvq199z5bzzyeSRNxRZvePuZ60aGgploy4AcM1qQCeRiJQQf/ryv1u+uv6qgyZSmwEAMKU1X9S8AHhaHJON3BTehyBQTDmW78Tz9uH99IW166SOWN8vtg/vvxUAIC6nSl/u335Hb2LoAw3e6jsurF37t/Nr104oSb87sv06G2tvd3HuSEKJlfrF4O9JspwgCIIgTk4IY/K8lCAIgnjd91799fkv9m99RDHUo1cjJYg5pcjqC1/cNH9Gl7ulQYjtGurrPxjpbZB0eVYqSTiKNX+w5ovP2kXrYlVXB4cToe5yb/GTdZ7Ke+yc9S1v2sJSqELSpWs2jr745Zye8x3dl1fwyReWXSIZ2AjaOXt+St0Jgjjp/Hb/b3bHlfi0t4OYjiIxOFbpKBEVU3EceZxGtFltr7u50lbzt/5s7xmSnrt4TBp5j2aq1on0y9NCbIF7SX3QUhw7Vhvd0BhZU+6kKWoLotCXZSNnSWvJcgwYOErocPHu+onfCdpFIepGjuKfm/g1AKohX2mCeScAjLsneD7QiHmNpbg1+ewzocQaEUKSk3P3T6efjJbmetPdFyaV2KqklvyoYsjF+YpxKnha6J/najm32lHXWcg4iLnpma5XqTu23vfqQGp0daFjmWl+i7s9YPX+22/x7OZo1nrb+Tf+sdAxFdJdO/4RfLDt2YeG06FVhY7lZBWwuKXPrrtsWAe1drp9WRhr/MyiDcUW1jrexLjpQAAA9+19eOVvt93/iqQr7NENKp0lu9eUL/lTk6/mr+9sPDd09Plfb73/IhObbZ9b9cGeF4efuRsAL25ytfygyFLyYJ5jJQiCIE5zthoPXvS9CwodxozY9MG/78AYLy90HEciFeYEQRAEAAA827vJtSfUdjtJlhMnA49oHwWAGUmYY4whnNb3vNi7bV5Wyy2eiTGOxFIM1LkrTQ9j15b4528psnqCiUxyN2KZbc0l9T+oc1fI413nFwP9j/U91DJesrzSVjVWZa+5SzGUX7gF97ST5ZIuWU1sGFbWNm4sBEHMTYOZQZtiKHWFjmNUGgtmtZxa46zaJ9ACr2Gp3gQTVdiqv9/omn8bAECDc14/APy9M9n2f4ohfS+qRBemtWTweP0qhuzpTrf/VTXVD5bbKt/2QBsAgKFZ3Uazn1R19UXVkOM5PRtgKFbSTFVUTble1qV9PC0smMjS7AB4iYmNf6mm8k2O4n890funEL0ZY5wDgH0Y8BT2cUVxBBAFgBQAUADgxIBLAP673ToCqtrEBk0hespLyR7NxXva8tGPjbWrLZ5FjwDAI22JA/eGpdDtYXns4nz0PRWKIVccjO/dFldi5yz1r9xdqDiIuen82rXmMz2bfjiSiTysm/rUl2o4CYRz8YZwLn4zAIBHdEYe63jpoUvqzz7mBKRT3SeXvXeMpZmLnux85c7B1OiVWU2ate2fThWhXFy8d8cL7g8vXx/RsPa2zyiTgQApiilzFsh7whwDAHxw4eVbnut57Re7Rw995egGfcnhxX3J4dtbAvU3qrq2uTPeP1TpLH7k/QsuexYAYF+o7VoLKz4HAD0WxuqpsFVdW2Qpac1znARBEARBzDKSMCcIgiAAAOCfrU/+aDQbbi50HAQxEUHb9JPAxzKUkPc80711xqsxrawI31zyacmORBFjSMkZqY/zCffoCD9WV1KTdfJ2adfYQfo4XSAX514elkKg49dX/WMQA8v9K3tMwFfVuxqnvdxsVssIBjZXU4iSbaxt83T7Iwhidh2I7T8rp+cmVK0909J6mtsT3bdgdXDFHgaxik8IPF5urfre0e3qnI2bAeDCsdyIoy154PG0ljpu1bSJcXNH8tCWsDz2p1pH/Q+dnHvcfbU5hltvgvmSgK1hDStuABABAFJaYgFviPscnHM+Qog60X1QQG1BgLZM8LYBAMDA+gMYcBUCqg8A5wBQCgAXTeDSHALUiwE3Y4Cj9383EaAeDCAA4GIDaymGEvOWLJ8pja757UGx+PK2xMGbx6SRbxrYeFtl32xQTdU1kht6YFdk61dZitvX4ll8qBBxEHPTbefd+Oi1D9x49/5wxycKHctsiUlJ322v/n7oiY6Xvvzrd3zrN4WOp1CuW3xl4rrFV15zz65/lz3a/uLvuhMD7yh0TCebjuiAJ55Vdtos1LQS5hbGSmOM6wFgZ55Ce5ur57/j793xgS+llMy4n7n2hzpK94c63k0jCmyc9br9oc6XepNDPf3J4Xc2++sO9KQ6KzDGbhtr7z58TUpNsik1+Sk7a7/bybvJZGOCIAiCOImQhDlBEAQB33v11x87FO36dKHjIIiJKrI5rQAT2lbuLSy0LTdO9d2b1UNtodHOZ3q2Lp5meCcUtHjNzy398N4SaxEXlmP/qnAV/8DAJi3rilbvqTLhjcqHJcHmYyY/hjODzGLvsoCds4e2hjYHzi7e0GZj7SkAeF+xtaQnH3G+UVH+Yj76IggCYDg7zPSn++/wCt71ETnShjH+1priNfuObtef7m+psFfsn+54ISm0crp95AtH8XKLp+XFoFh8X7G1+BWv4B84TnMctBQn+zM9D54oYZ5QY2UAAFIu9x1Zz62usFV/M2fkdjQ45x299xhmKfYcCug77bSznEVcZUZPzgMAUExpQVqFA3bO2YQQOt5EJTDBvJDC8AIAbJvAbb8BjQFgwGCWAoD+erIcxRHA0OtfgwmvvxZhAKAxQAkCyACAhAEfazIjhQFXA4CMAB2iED1uhf1c5OI9+qrguu/vCG/uHc2N/FI1laMnA8wK1VSqNVP/apFYek4hxifmtssbN3wxpWQa+lMjZxc6ltmSVDLC9pEDP//6879o/+GGLz5T6HgK6aNL3j24P9TxUn9q5B26SbajnqyHD26u/tCKs+I61qf8952jOVnH+oxuK/V4x0sXHCtZfiQDm5BU0vbHO1+69PCxzljfx55s37b9gvplz6mGQgFrBwAAxZAX0ohex1Dc72YwdIIgCIIgZgBJmBMEQZzmHut68cqNgzt+amDjlF5ykDh1FNv8fTaertInmDCngdHH0tL+g6F+sTc50mjg4xbgLc5HjMfDUDRcVHPWIxZO+HitvyJSCxWHT03qgVCJrUwfTY/OZ4F78NzSCzqdnOsDHsHbm/eACYLIGwpRrU8NPHV4X895ATGwLKkmhxJKAulYlzFggad4Pqtnq+2sfStP81GWYh8tsZb0LfItehUAcH+6v9LE5sfjStxebit/1Cf6nu1P99crhpKsd9W/mTRtT7R7cnru6hm4B6i0Vf4VIcTH5NjirJ4tFRmRTampY1Znu3mPtDq4+ral/qXfmeg4STUhltkqI1ElrE20Cjmuxi7KJNIX+IXg9wDgu0efpynacAmuT5rYQMhA6xiKvodCzHBOT4uKIS83FKPdxjo4lmarx+vfxGYHAvQkoqhXJ3ofAAAUom4zsHkhvL6E+hufwbF7nKrxN+GJbzsiYMDzTGy4AIAGgDlfZX7YMv/q+3ZFtnWEpbHfNblaeNmQZM3UzFFp2JVSE+P+H+QbjahYsbU0ORtjESeX986/ODuUDl37SPvzL8ak5LT3Yz5ZyLrCvdy3/a83PfvT99x63pdfLHQ8BYK++cIvN+wcPXgjSZZPTUes390Vjh2o9rl4E0zLVPpgKW5vQCx626TCfGr2190al1OL94Xa3zfZa2NSsvbvB554mKWYX3x86VUyAKBQbvRdBtajxdayvL//IgiCIAhi5iGMj554TxAEQZwufr/7Hx+gKfr2P+z957SWSyOI2WJjxdRVLeuyQKnFE72Gp0Tlz7teYCRdOWH1wEzjada8rO7c2y+v2/DNWndFbjp9xZUYq5kazQDr9oiekXzFSBBEfu2P7r+uK9U1j6O4hR7Bs/jJ/iePuy/3eChEgYf3jNGIVjJaxsdQjJhUk2iee17OyTnb2xJt9SIjyiIt/sfBOQZzem6hT/TWtifaXXElXpmP+6AQBeXW8p1Vjqpfrys+84+Hjz/a++h1KwMrVm4JbTF0U193MH7wLVtalNvKwxtKz313ma3slcmMl1TjjJNz69tCm+4IyaOfncy1Im0ZbHDOW1Jmq4wcr52iSVZEUTcqhnwmIJBzWobHAEVOzjXv6OXZTdPoNME0FVOuYinumw7W/RN4YzWQidBMdaGBjfsA8MLJ3MuJIEBhBrHvxgCYoZiN+ex7tgxm+usDYvBSE4zvAIADYwxZPTsYk6OxnnSnXzWUoI4NikG0bgLGZh6XcRdpy2C1o+4dja7mGU3KECevTz367du3DO35fKHjmG1e0TV47cLLl1y3+Mrj/h091TzT9Sr1h13/eq4j1rfewJNfzYp4q5vOvmaXwOMl1fa6YQpRfTElUpvVMn7VVI87Wb/cWtle42hY7RG88XzHtG1oX9Ufdv/ru/P99b9bU77kQExK5H7+2p/aRzLhqqn0V2zzJz+/6kN/s3GW0mpX8XfdFlenhbEk8hs1QRAEcbqy1Xjw4u9fWOgwZsSr1/5tB8Z4eaHjOBKpMCcIgjhN3bH93oYne165JamkSbKcOCkwFI0vbThjGCi1aTLXcUjIqcbUlwPMl5+ec5OqGOpWE+Mba90V034C5+Y9GrxelU6S5QQxRx2KH3ropeGXNkTkiG06/ZjYhIgceVui/VD8kAXeWBkjrsStAPDxw+faEgAtnpZ2wJCIq3HXdMZfGViVdPPufywPLP/k0ecurbr0jwDwx8uqLoeB9MDZFfbKhbqpf2okOyxTiOoothbvK7OVTSaRi0LSaJHIWCIAADbW/tBkE+aSkSsbyQ19osxW+eNjtdFMldVAr6c0SqIQnaQoatTBugazRiaY07O8wIgeGtEeAACMMWhY03SszXvj2luTanQ5jdj/s7GO5ycSE0txe5GpfVrH2kYAOOFe6RNFIfoBmmImNRlhrimzVXQAwC80Ux0xsXkhQrjZxtpW2lhbWbmtAkxs5AyMNZqiLJKWG5MMKTuQ6dPHpJH50x3bwEag1FrelofbIE5BP3vtj0WqoRkiI2iSLudtosbJIColyu7f98jW1kj3R0+nSvOX+rZd2hrtWV/oOE4VQ8koUxvwgJWxRu2cM+bkXP/WsX7x3ujOc491Tam1YkuJtezamUiWAwCsKF3Q9//2P/rqw23PP/h8z2YWIbRV0pXSqfTFUDTUuiuUpJIOGqbxh1LHsu35jpcgCIIgiNmTtw/qBEEQxMnj3v0P1r7Qv+VvSSVdVuhYCGKi1pYt2isKxqSS5QAA6v9n766j47iuBoDf4WVerZgZjLIdU+IwOMxN0yZpm7QpJGmbQsrMkDaltA22DTTckMN27NiO2ZYsZmmZcXjm+yOxP8eWLclaaWX7/c7xOdqZB3dkSQt33n0Kr9IENaP7303GW8NbXjdTxovPKjsNLVdBkFNESkyZppssn46OSEctK3H6Am1hR5G+qAMAgDhsi24tqWMnGicuxKHaXH3fRO1KjCUbFjsX37fMtax5Vf7qq1e4VvyjxFD6J5jkSuyR5EjT68Ov3UdipJASEzIAYEbKVOLSFkx5H1BWZi8/1nlVVbUURhEkRT5JkfSNOIaXyiBXa3CtllBJnyRLMUVVEgAAiqp0HUiWHyCp0jW8wr4WE8IPpcTEhOXDJUVcKqvS9yDL78HVD2M8GVA4/QRDaG5hCO1pBEZ+HgAAwzAgcFJHE5SZwAjKQBuLndq8uoWO1sYGS8seG+3oJDDiuCu2CApPb/VvfGFfeFdWKjEgJxerxsRgGCw71ZLlB4Qy0YpNIzuf/+xL37sr17HMEmwwNnZtroM4UZ1XvSJ8x6rLe86qWtwDAFBqKhAdWocJB0LO0+YrFNCcnXH2Exjx03n2xX2VphoPQ2g4w4d7f5soM1turOzM1xbcVKgv6ZvBUNXfn3/PP4qNrtcGY2OWgejoeTEuMenfcRIn1Utqz/zRjS2XfnpZ0fwfXlF/zj319sovra1d8/wMxowgCIIgyCxAK8wRBEFOQV3hgesCmfDCXMeBIJNlog2xWqejQgJ+0n1IjIn1h8L9+wPthazE2WYwvAnhGAZfWvzJ+WbGcNIkNhAEmZiW0H7vioorHn/H/U5+TIjN+rYQCiiQklJUSko1kjgJFYYKP6fwiqxKERIjVUmVcD2hdwiK6FdBiaekdGlCiB9RkSPMhSgLYxmYytwOnWMIAIYm234gMXDaUGLw4zExprFpHGEAAF/G8wcNqYsX6Ut/qaqqEOT8X1InWQU9LSaXdkbbLmywtrw63nmaYBIAsBMAQFLEPFFQ/ipKspah6bdwVb2DJugGUREqAIN8DMPsGGBpFVT9gf6qqkoAGBA4ESVxMnysWBRVIWVVekYFNas3KmKAZQDDktkcc45QKZz+KygwrKjKTSooRySwMAzDyk0VC8pNFZAR075tgS0pVs7k5Wnz2y20VUiKCa2qKmKAC9Qpqswca7KkmLiAxunrAOBXM3ZFyAlph6f95r2+rpW5jiOX0iJr3unt+N3NL9yTz4ocTeIEmxIyzRRBeTUEPaKntd5Ka2nvdU0XdpRbihIAcPim39h2d1v+Xn+XeSzhK3HorLFFBU1dK0oWzqm/XeFMTPen7f9eORTzXJrrWE5Ubw9ss9fkny8V2/XaazRn9y0vq6MLDUWkn/VyKTH1npmy/MNAG/cYaCPE+dhnC3XFW0oN5feEuVApK7FQbCh5RFblfQ5N3jGfU7OA+OnGv/7CkwqMW9/WSOshKaSP2rklr/btH5955/dnLDoEQRAEQXIGJcwRBEFOMW8Pb8V96eCc2h8EQY6l1FTQd0ZFIyEBP+EKPkzFQJSo3r3ewUxPdLSBk/jFsxHjMWMCDG5qvrJ9b6DzkdNLluQ6HARBZlGeNq+bIRiJIqgMABhzGYukSNCb6DtQ1r1gvDZLnEv+SOC4fTAxeFmYDx9cGa+qKrsruPOTi5yL/zoTsb3v3/rEFt+WK9NSmsrT5rUDAKTFFG2gjH8wUMYPE/XqXRROUe7M6OcmM6YCCvhYz+8YQjNQaao5ZsltEqcCpIZ6WQu6Dw7Q8EMAAA1osbSYukWWxS/ROFPBK9zBPkkx2WmizRpv2qOrtTQeM/GDY7gEAN0AkM2EuULi1EMERv4ki2POKRROvyIp0nZJFc4HAPPR2ukoff48+8JeCqdYA2VsxjAMVFVVMQzDwmyoJ8QFUn7WZ09LqaOuIo8Jse+979/Uv8y16pkZuRjkhGTRGNcZaf3XY3xSl+tYcklSJGyPr/MbRzv/vnsfPNf1BugpLUviRALD8BiB4WECw9O8LDZEuXgxgeEqK/EYAICpYx1rpPXtWpLZY9Ga9lRbS9/45qrbemci9kf3Pl/U6Kz2tRY2Ky/3bqi0MEZBBTXDSny63l5B9UdH8Sf3v/LF/YHeH2QkjpQUeSbCOCUYaZ2aZpWggPPNtF7Sh9nESJmpglnoWPKwoiq7DIxx34G2ZsbyNgCAltR+z8rYZzXOjmA/ttfX3epPh53llqLNlZaSh8aSvk/3hIdOW5Tf+OinF179x40jO+dv9+y72ZMMLGUl/iM3Xc1z1e6c1YARBEGQUxoGGGAYluswThkoYY4gCHKK2ezedX13ZPCKXMeBIBNxaC1ji/JrQ2U2U6MEIj1eGx1hSkQyKW8glUgFM3E8mI7nedPBmtmO9Vheu+5BOcYlHioyun6X61gQBJldebq8gD/j/9t5Jed95T89/8lpwnwy9ob3flFQBNyldQ0X6opSGIZFGJymBpKDNYFM8EshNrTVoXXszuacUT661JfxnZ6W0hQAACdxJUE2SDm1TgEAhmJ8pNTC2EY0hG6xU5u/F8fw6+NC7PaEGD9jorEzUrp+MNn7tqgIn66zNK0br40gC/k0QfuOMoSqpwwPcjL7Ag7Er2RVukhSpXxVhf6eWGezAgoGADUpKRmwM85flxkrx02cK6qsAcC0k6xMP1m4pIi3Agb7CZyckRsZ5gISJ4OKLP1TAeWrx2pn09g/8tyPffipkl3rqLVrHcAQmrbOWPtR+8uqpPezvoc3+zYwK/LPeCwrwSMnvJ+d/ZX3P/7s3c/EgslP5DqWuY6TeOAkXgsAWgBwjdPk4Ce9CT6lTfCpJQCwBKIA3aHBiD8d/tzvz7/nqWzE8t7ILvqVvg3nDMc9rZ5k4IsERpAEjnOhTLQAAAOaoEQDrQtkRLYQA0xMCulx32cgk0fjJNy5+spIkA0UcDyArMpEkPeXx/nkDkWVt9dY6h/JdYwHNDqr5MWFTQ/0RobX8JJguKHl4n9F2fiDwUz078uK599eZS0RV5Yu2gkAD/7k3b/O2+vvutuXCl2ZFNJ6AIDOYD+6qwJBEARBTlIoYY4gCHKKCaQj5+Q6BgSZCIHhcEndEhEIYYEEH91+nFDpyH6/b2gw5i0LZiJ2WVVMOQpzUi7476eIVcWtV/78jK/+7r2xXQsdWktbnb3y8HKVCIKcpCJ8RF7vXq+vMlV6zLSJ2xXaU5nrmI5GUAQcAMDP+g+sxM0/cE5Spc0OrWNPtufEAYeUmIrBh6veJVXS4hhuBIAIACgWxjYCAGBlbNtJnNxTpC8RPemxN/sS3buSYrx0ovE5mSscTg08JSjCz1tsC38GAJAWkiUSSF4zbZWOkSw/SENowwDwaRm0lSBz/83IGfLDZDkAAPhZ73c5mbWVGSu/OO41YgSHgfikCrAAAKa9UjUlpIOSKgkWxlwkqdJXVUXdQ+LUlumOOxVd0c7l9daGrZDluwDGg2PkwwDyjYoqj5eEmxQDZaSMlKk/KSaqjtZGViVDmAv9+X3/Jv8y16q3jncu5OSxw9NOnF7W+lR3eOgTkoJeus2UpJC2bRrZ+fjFj3/uTh2p2UXgRLraVrrhx2fe+RpM7W8M9uXXfn5dZ6j/O75UqOlojSRFojIiW/ThQ5Qsz4IyS2HCn/GLUSFy8HXDGUVn9BbrSy43M2ZPLmM73GNtL51fYHDKVzace8N2d9sd33r7933FRtcDDp31nRtaLv7IG8/vnH77PgD45BPtL9/9ztC2G8KZ6FljSf8tD+5+5v5PLbxqOEeXgCAIgiDIDEEJcwRBkFOMidHjuY4BQSbi1NmiQAgfKcFOqBrvHu+wb39wqIGVuEW5im2ycAwDRVVBUVUoNuRbAACrsBTn7Q103VVnr/xNruNDEGR2uFNj+ny93Z0SkzU4jnXUW+riqqokvBl/YZmxZBDHsRQOOBYXEo6BxFDRxCPmRlyIt8AMJEfNjHlbk61pbCg51AAAUGIoecKusUfGa2ukTCIAQKG+OEzgxJqR1ODXA6zvcxhgcKy9zUVFNIymhn6aEGJX0ATzJIlREUkVTaqq2o2UeWeDtfn5ycSqJXQDGMCXVVW9l8EZmVf4g/vSi4p4EXywgnLcQGhC80dJEf8nq9JrKqi1k5nvcEE2NLg3vCcxlhqrkFTRvtC+eL+kiLiBNn53sbP1ouMZczxjqdGqzljHxyNc5HJJlXgSIwOKKgNNMGMAQGOAKZzMXmdhLBfm6wpmPFFP4mS7IEt/BYAfHO8YDq2zfoXmdDkjZtx+1hseTPYVSYpsV0H5SDtJFS1hPvSX3aHtH1/oWLJjmqEjJy4MALA/vP/o/4Zj7vNQsnzmiYpEjCV8KwFgJQBAV2jgm7u8HbvsOsvzdfaKTRdUrd62uLApDQD4v/f9r8FlcPSfW7ni4D4ZX3/z12d3hQZ/MBr3rjrW8wGSPbcsXttB0nwegZO8rEraQ5PlAABaUrduriXLAQBuaLl4HXz4fP3eyK5n/r7rv0/s8nV8n8BwuPbpu649rWj+H76y/Ja3D+1zffPawPXNa+8FgHt/vun++XpaWwIAKGGOIAiCICcZlDBHEAQ5hbQFuivbgj3X5DoOBJmIPx22tnmC+1qLKl0ZgU/u9PSzPZGRZlGRxt13d67RUzrxcwuv9z3dtc5VbS1L5+ntmn/sefIPBlpfvbRgHtr3DkFOISZaz3rZkRoAgJSYKFQxRSuDYiwzFbKslKxW5A8Sdvm64n5vxi+xEjvn3qOVGkrXN1gb7pqp8c20ZYuZNi+KC3E7jhHRyfRxaQsGXdqCz28Pbi4OsL6LJ2qvggoxIdoKAK0HjuEYrmpJ7a8B4PnJxqohdBtlVVlea278cVt099cPHMcAG4AJbiggcWpIVZSfy6r80GTnAwAQZTEQZkPBd30bXTEhevBmsp2h7U0AADbGzts1dku5sSI2lXEPt9W/5UsjqeFPR7hwy4FqA8fyrmfDT0oMpV+vNFX2dMW6rteT+hdb85ZMuGL/eGAYFptuDgzHcMJAG4qMdO1GAOzqjJRa6md9vxMVIe/QdrzM1Ya50O0A8OnpzYiciH635eGm9917fy2rstWd8LewEj/n/iafClRQwZ30L3In/Yv2+bvh9f5NaR2l7ZNVOT+UibnOqjjt8+dWrvgbAKife/n7393t7fwOLwtotfgMuWv5x72sEg89svPNFk764D6FF/ZvrLx64YqBuBBrPPwmBQIjAAC2z36kk6YCAKwsXSSsH9724l5/1xUlpoLRJYUtuwZjY59fP7RtcE350sHxOt6z6rN7ZzdUBEEQ5FSH9jCfPeiFP4IgyCmkI9xXHOFi0y4FiiAzTQUVdng75u3wdgCMvw/inJOvd4IvHQQAgCpLSWeST0fWVq3pXuxq7jhfiRIAAQAASURBVEqK6fl6R3W7lTE/VmB0vp/jUBEEmUUWxrbxwNeCwlsOfJ2WUvpD2/nYsapGa23bzuDellkM76hwDIcCXcH6EkPJX84vPf9pmMHS22ba/GCNueaq7li3bblreWwKXdUlzhWXbg9s/luA89021XkLtEXPt9gWfWOq/fSkQfArXsuhx0iMnOwS1I+Ue1VVFXiZG+ZkPsUQlEZL6o8oGU7ghCklJ7B5jmZ8s3eLLKkScej5CB9e0Bbe9zde5r9UZ6kPTvV62iP7moeTw18fTY3cICgCMXGPD/hY71lhPrS1M9bBpsSksVBX+LfWvCW3T3X+iYykhnUEELfRBO1PS6mkhTY7OqNdw06t01BsKD5qifWjUQEW1VkaeBKn/rMr+H4gxAV/kJZSKw6c15OGNgNlfDy7V4HMdW/0v4ev69/4+W3utp8mhfSc3u7nVBTnU/o4n5p/4PH6oW1/Oe9fn/qNntb1jya8LZKCtpWeSTwWi8eVUMsXVl7S1+4e0/eERhyDMbfm71vWNd667KJ9SSU879D2siqDN+1NVprm7C40sMvb4VpU0OgvMDhfc+isfWaNIfS1FZ/+0UBkVLd+eNtZoiwOn1u1Upl4JARBEARBThYoYY4gCHLqwF4b3PQFRUUl6hAkGwiMgAKDQ+YkQa6xlicvrl7DDcRGI5vGdm5anN/84oqihW8KkrimK9J/3XxXwxtJLi2EuEhhgdGJfgkR5BRiYawDGkKT4WTumDesWWjb6EjSXTJbcR0LhVNqa17rY+eVnHfjbMxn09iGm2zN86rNNb/VE7pXpthdrbU03mVlbc95Mu6vS4rYLCi8VVblCd/reln3ZRlf+kWH1vVwrbnhWZjCTQGsnGk49LGkShVHa/uROdOeZg2p2Z8Q4piiKqqgCHZRFYoUVSYJjMgYKXMniVG8XeOoVFXgBIWLy6oiqqC4JFlkNYRGSkmpvMPHHUwOXBdg/Wd1RPc/WW6seH6hY9Hbk7meDZ53fjeQ6L8xKSadk732Q4mKSIqKaAQACHPhj7/r2bBfQzCh0fTIvCJ9yaOnuZZ3Hc+4B+wN7SkfSPT/aTQ90kjhlCQqoovACBkAa5ZViai3NO5bkb+8nsTJ8VaWSgCYn8DwzwJgkqIqX1NBORtArZVUcbeiKPctci77QWe0bXQkNfRGRkoX0zgTqDTVnFltrgtPJ27kxPNy34bvrR/a9v1cx4FMjqRIEMhEdJCJzImbzE52JEYrAADuzEi11QpwuqOKvZha7CVwnBQkwQLCkX12BLc/QBO0eUnekkdnO97JWFTQ6AcAWFO2NE4T1FmsxNkBACptJZmvvfnrP1g0xq9vde9t/+7pn8/6jWAIgiAIgsxNmIoSJwiCIKeEe9b/5jsbx3b+GO3phiDTU2urSOXr7O+VmAqePL9idQ8vCaJZY7wqLWRei/DxTfl651nl5qJ1AADdkUFtna2CBQB4Z3hrVZCNRK6tv2hS5YYRBDl5vDb68vsB1rf0aOdttKOtM9rbmJbSk17dm00YYFBqLB3DAHvNqXXurDRVvllvre+d6XljfNTGK5zZpS0YHEsNF8SF2CNaQldlpE3fcGpdT091vMFEX5lN4wikxORKWZXonnjnP3iZK5yoHwYYmGnrTgttfd1EWx4uMZT1TNRne3Dzb0Jc4KsHHhMYwZboy89tsLa8d2i7kdRAGSezH1dVEHEMw9JS+uuyKtknGp/EyLSkyvoDOW9MxaA90pWOCVH9UdqrKqiYrMqAAQbz7Qt2uNNjJE0wHQzBjDA4k1ZAaU2JyfcLdIU7ivTFw+60u6Uz2vFAWkqZJ4pnsnAMVymMEnmFpy20ZV+e1vV4ga7gaQCsab5jwQuHtw+wAZMv463K1+W35WldB1fp+zM+487Qjp8GMv5LE2Ki7KjzAQ4F+oLuJmvzcIWpQgTA9uEY3qmqigbD8ASBEe/gGBEAAJAUyaSo0tUqQB6A+jEACDOE9qwPhyL2hHacI6mSptV52hFxIicdDD785eqPjlJJPq3/wYb71g/F3PMn6Icgpxyb1ixdvXCpPyEmiqbat8XW8uza8ouvmom4ZsLj7S/f9b/uty9ucFTuwDAskOBTDofO9tY3Vn7mrVzHhiAIgpyajJV2deFPL8h1GDNi4w2P7VRVtXXilrMHrTBHEAQ5BTzZ+Upxd3ToVpQsR5Dj59BauVvnX7unwlgU97Khsed732xRQD1/beWapf50yI9j+D5W5NQDyXIAgAPJcgCAM8tO689N5AiC5JqoCO6jnTPTFm9HtKc+I2VykixnCIZrdbZ+fr5j/n+dWmd6NufGAbuLwTW/7k/0tAZZ/2/DfPB0AIA1+ef/NiHEXzXR5qnEg+dp8iv0tGHYTFveBABICPGfDKcG/jJRxw/2N48sjgmRxRRO3RXk/H+rMtV83Uxbj1pmHQfcduhjWZW1PtbzF0mVvlVhrH47LkQrVVALk2Liq5zMnj9h8IDLBsq0PiUlzzKQxnU4hnGczM3nZLYSAADHcZ7EySQAHEyYExipVhgrfqKAItea69apoKbGUqPXcTJnp3E6PyEkLuEVfsFhU13mTrthZ3AHzMTrQkVVMF7laQCAmBCbFxNi80ZTI18DAG1PvPtVDaFpM9PmoYyUqUqIibUpMVXBy5zRRJn2aUjtTgNlaBcV8bQIFz47JsQmXPWugALutLsuzIV13fHuuy8rv+K/R2tL4mQCgHwQAEBWpN+roB665Yu8wNH62nSvH5n77lz308/1hIe+S2C4n8CJAC8LtazIF8X5JNr/GjkprCxZFIpxiXR/dKSsyloa3x/sO+6bonSkRr2+5YJwRByacrIcAKA71n2J3m24fE3RmuePN4bZFOeSfygwOq/b6d2/5JLaMx820PpwT3jwJ8F0ZINTb5vs1isIgiAIklVoC/PZgxLmCIIgJ7meyFCLpMiP+tOh0lzHgiAnIoag4bMLrg8m2VTkkfbnFlEYmbFoTc4FeQ1svb1yn4akb12U34RWHSAIMi5/xsvMty86e73nzXHPZ6SMiyEYJSNlZjmyD9RZ6oYWOxdvs2qss5osBwAYTQ9bk2JiV0KMO0RFsBw43pPYb6wxN5gBYCoxKXrasAEAICUmrQbKGC3QFAo2xv7LAOsrc2dGr8cAmzBJLCqi1psZ+3JaTK60MLbHSvRlj1oY2xGVQVg5U3v4MU5m50X5yNMAvRlREawqqBN+tKEldO9iGJbWk8YhHan7tYky/8alK7waANSkmGBERWiSFKm+Ldz2rRAXbDq0b5G+8OWLyi7+PhxSer3OUv89AIBQJlSaryt4ayw9eiMnc3pP2l0aE2KWA+1m8yZKVmZtAABshr0SAK4cr02YDy8EHhYe7xyczJWE2OAvA6z/xTyti52oPYGTPACMHO98yInLnw6v8aaChQAwYfUJBDnRWDUm9Rsrb32p1Fxwy05P++WDsbGMjtJ+Yn+w79qMyE75ppDbl1/e4+WH644nFoZguMXO1hdLDMUnzN9aXzq0ZDA6mh6Oe85+Yv8rzVE2nierCvxgw30//fNF3/9GruNDEARBEGRmoYQ5giDISey+nf8qe3t4y5OBTKRh4tYIgozn4sozd9hoy0AVXljQUlPhzi8qeN+hsz2gp3VoxTiCIBMKsIHzeuId45bRBgDAARNVVc3J6vJSQ2nbIueil60aa0cu5rcy9oEQF6AOTZYDAHgyY1aaYK5uss7/4xSHVAEADJQxCgBg1+U9EOej5S5t4eVG2vRKQog3ejJj3zzWABpCE9CSel2UDy9NiPGlkiLe7hDz1pQYyn0H2qSEhI4htGJSTBzRn5XSGrvG5lVBtR1xEgCK9eVtMT6Cp6TEgeR3YbGu7ONG2rzNz3pLVVB7D1wHBhgmKaKUpy14TFJ3a8qNFY58bb5RVMTTE2JiQ42p9ncjseHHeeD3EDjxbKWpqifKR6tGUyOG/njfP5NiovrQJPnJjiGYFACIuY4DyTns8faXqhxa68BTHev+ZNWa9/3ynLv/duAkK/KOXAaHIDNpWdG8vbwk/BYAYHFh8/OLC5vh6sYLXr/nrd+96kkGfrXX3zWpleJNeVWRNTUN0ZDgqVJU5bhiKTGUxk4vPP36keTICbMuzkBpK/3p8HIAgFAmmnfg+DZ3290/3fg3TbWt9MfXNV0Uyl2ECIIgCILMJJQwRxAEOYntDXR9EyXLEWR6aJIqbMyrerTI6Lov17EgCHLiGU0NnXascusETqSFwxLGs4HCKbnaXP2DMmPZs7M99wGF+uLfhzi/IyUlv3VYbCyJkUPZmMPMWIfMjPVeAIAIF3JF+NAXOJkzjtdWS+jGqky1qwic/LSsSNcroOZ5M+66KB95PyNlPl5nadwEAGCgTWypvnw4xPmPGKPMWNmdlpLjrsYjMYrXk4YvpMTEVzDAGlRQcQUURgX1bm9mbGuBrvj3AHAwoS8popGTuTMAYN/5JRc+uN799q9DXOgCRZV7RVU6rSfe/WKRvvhhWZUvigvxtdsCW4c0hFYGgLhdY98TE6Kn2GtALJGndcm5jgLJrb/teKJyf7D3qYHoqNmdDFS49HbP/7rf7n5y/yvX0wTlCmbCy3IdI4LMFCNj2IFj+NDhx39+9lceu+et331hMglzC2NQzq1vSftYb9XxxuHSuobqLfW/AgCl1HjiFLq7e8WnnxiJe81b3Xv/LMjiwdduoiLhT3WsuyNPb1/bFxm+5durb9+YyzgRBEEQBJkZKGGOIAhyEiNxMicr1hDkZDKW9I0UGV1/ynUcCIKcsE4/1kkjactkpJ5xVyPPpCZb009XF64+7mT5UGKIKjeVT3s1r41xvDqaHv5IwpzBNSMW2vb2dMc+nKDwhImyPCkpoRslVdIcft6lLXigzFg5DADfK9aXfg8A8P2RvfcPpfo/E+YCfwZoXAAfrP5WY0LkVxba5kiIsYsUVcE+jFvlZfaomQECI9IGyrjZQNVt9GXcKyicvlZWZU1ciA0QONEWZP1fcmpdB1fVWxhbMCWm/7PZ994LRfqiP+pI/UJfxk8FON8VB9r0JXpXHTLFwa9HUsPT+VadkCJ8eMVm36aPrchf9ViuY0Fm35P7XykJZ2Jlr/Vv+stw3NNy4Lg/HS78wYY/vX28q2QR5ETR5Kzus2nNW6psJanDzw1ER/WBdHhS2xBctWBlm4/1zj/eOAiMgCZbc3uzvfmvxztGLv3xwu/cf/Pz93xsj7/zjMPPBdLhqm3utqf+tO3fF3xx6Y17chAegiAIgiAzCCXMEQRBTmJnl512b09k8DO8LJwwZdAQZC5ZUbQwdduC694EmMXNXhEEOWkMJwdNmXH2uj4UJ6cjAFA8SyEBAEC1ufr5FfkrfjLZ9p3RzkILbbmmQF/wBwCA7YHtfxElcW1GzPy50d74q+nEQuLUlRbaxsWEyMEEdkpK1mEYtgIAXp/O2IfL1xV58nVFt/bEOjZSBM2Ppoa/lhTjiwE+WHGfryt68LAuikOT9293ZuTjAOCGj+wV3tTBSpkrfKznKz2xjl/kafOHSZywCIpgPtr8gsJbB5O9t1UYa/6aryva4smMXkXjjF9H6s8wUKaHGYJ540Bbb2bs23rSsNKpdV5fbCi5IsbFtPu5dibA+Y5rL9lTRVt439/74r03qwB6hmD21Jhr71nsbD2ydj5y0nm2841XeiPDzeMlxlGyHDmZLXDVJxbkNzxzVcN5d5aYC5LjtQlmIne1BXrKJxoLx3CospQ79kX2TDkODDA4u/icl62MpavKXH33lAeYIzYMb198RtkSUlblsbZAzxGvz4bjHtfLvRueVAFu+tLSG7fmIkYEQRDkFIIBYBj6WH+2oIQ5giDISeya+gu7/tv1asiTCjhzHQuCnIjOKl2+t9JS8r1cx4Eg2dAX7zFoSZ1QpC8Wch3LqaI/0XMTK2XyjtWGk4Wj7m8+E8y0eajZ1nynU+uczOpw7PWR17/RFeu6u9xYPmymzUSLveVPS/KWfP59//vVMsjnTDceLan9j4k2XRQTIgcTwThGAENoBqc79tHUWhofBQBICLGCAwlzHalfb9c4Rg5v69IVbCgTKs+RVaX80OMZKV0pK3I9Dlhtka50rwqqRVC4oybLAQBUULG4EP31ULJ/tNxY9VKhruSrR2troEwZHHA/Q2gSAABJKbkqykeqj+NyTym8wut5gT/3w4crHBpHXXuk/dZmW/NUf55wAEBZ1hMHzssCgRLjyKloZenin9266JpfHu381rE9K777zh+/KcjjP+3f2HLp9npHZSjCxt8HUE215hopJSVbKJxcMZQc0vAyz0wmjovLL95UrC+5x8yY247zUuaEM8qW7NQQ9DdUUK/pDg/eOd73zZsK1r47vP2h86tWnVZrL4/nIEwEQRAEQWYASpgjCIKcxP6597+twUzEkes4EGQu0pIa6byKlcG3hrYUpMTMR84RGA43Nl22t9xc9FNAq8uRk4SVtjoInDwiIYjMDF/GSwiyeO145xic4QykZTTIhpjueO9x7xF6PKrN1f+c75g/qZ+DXYFd/w5xoWVRPmqP8lF7naUuc0bRGb8HAFjmWtYHAH3TjYeTONKdHv3IqmkGZ1gzbZnxn1Ub43w2xAW+y8mcLSNllm3yvf1Enrbg97XmhvcPbVdnadoMAJsPPaYj9QNJMT6sJXU3Whj740kx/hU/65lwTlmV9Rkp/bUg62tzavMP1k2P8mEcAMDK2BUAAEVVthpp0+8PnNeTuk2CImJ6Uh/Vkrp9qqpYw3x43vS+Ayc3DDAYS7oXhdnI4xhgFzXZmiKT6fbswDM3Bdngty2M5c/XVV9/70zHiWSFUmzM/9VQzP1QrgNBkNlWbHKNHuu8LxVacGXDucn7dz5pOPT4pbVnDZ1e1rrBobX+c0FBw6ZDz5kYk1lV1YdW5q3KH4wOJMNixNmV6FwoKEe/57I72q1vsjW3T+ti5ohlxfPfW1Y8f/OLPe/UDcbGLhivTW9kuH790LYnau3lFwF6v4ggCIIgJwU81wEgCIIgMwbb6tlzn6hIqG4LghyCwHD47oovJB5e+4v4J5sut2YkFpYWzOvRU1oAANBRWvjhqjsCK4sW/rLBUfVqjsNFkKzxc/6bLIwVLb+bBWE2ZA+wvmeCnH/VeOd5hdeomIwNpYZLlVlcxEpgBFSYKt6fuOUHTIzpa6sLV19aYazY5NQ4E1Xmqp9Alj8UjgnRxbIqf+SYnjJEAWDGKyGUGMpG7IzzHgAAUREMcSF23WCid2NbZPfNk+lvpMwyANylqLKBwIjXJjuvpApLY0L02QDrKzlwjME0n9AS2oM3DpCH3dySEtNwWt6yxy4ovuiLZ+St6SJwwj7Z+U5FVtrqtmscu1mFpYdSQ8t2BXf+eSAxQB+rT3esS/9w10PP9sX7HooJserR1Ojv3hh9/fOzFTNy/J7vequ+LzL8/VzHgSC5MBh1X3Ss87X2iq0tjrrgr865u+1bqz4bBgC4pvGCF69sOO/a+a76zxko3RF7nufp8uJaQvNtWZU/V2wtvrzJ1nRljbmm81jz2DX2hrSYfmR6VzOnqPNcdU8fq0F3eGBpe6DnzNkKCEEQBEGQmYVWmCMIgpyk9gW664fjnqW5jgNB5pp3P/4Y+NKhjnu3P7xg49gODQDAQlfjY0sL5jl3+NrXXt9wUbTeVrnSyBjYXMeKINnUaG3+Ya5jOFWkpGS6P9F7zOfguBCtqrfWebui3QWzFZesytAebl/VZGt6c7zzQTaod2qd6QOPq83VHgDwXFJxyT3+jN9fb63vzXJImI7QVWKAgQoq1JkbO2NCdCtDaGphllZrlRjKn/ex3r/KqoQDAEiqRGWk9KT3Cc/TFgQA4LsZMX2NqlVH/KznHgWUY96Ybmfytlpo2/qUlPhdnIvtAwxSOOBmHWk6mGjQkwb3IV0wBie3iCRFJYTo6TSlfTYlpqipXuuphJVZM6UwWEJI6AEAPBnP9Rs972IjyeEfryk6c//h7d8ee6t+MDn4pxAXOvvAMZpgYhiGTfoGEyR33Em/oICK9qpHTmpaklEXFTT9czjuWTaW8M2b76rbb9Na+DJLwa+O1a/RWbULnLBwMDr2zR+/+5cvVVpLxLU1Z2zWEZrPZgS2X1HVB8brZ9KYO+NigikxlPAAMDScGVoPAA1Hm2dveC9los2SiTZdWWWueg5O8FXXo3Gv0aGzBo/V5r3RXbbrm9eeAwBvz1JYCIIgyKkI7WE+a1DCHEEQ5CT1Yv87Z2QkLtdhIMicYqB0AAAgyVJxb3T4YLIhzie9jfbq5y6tPmsJgRFnomQ5gnxgMNF/WYWp6oVcx3GiCXKB81NisoDESJBUadw2sipjJC7Z8jR5iQAXMM1WbDEhtnYgPvCrSnPlR/aiGI4Pf2lneOdX59nnfa7aXL3u0HNWxrrJylhnIhxVAcVbYax+cSw9spaTuX+3Opf/jJVYy0xMNh67xhkwUeY3o0L4PAAAGmfSNM60TnUcHaV/Skfpn9KQWiuN06eH+ZAY4vwLx2sb5Hyna0k9kRKSfTqt/p+CIjh1hF4DAHiUD19kZewvw0cTDaqRMa9WBPVOgNRpTo2TbLK1tHdE2k9PS2n0nn4cnMwZHHrnYIALFB445mN913EyV84rwg+rTFXrq83VLABgG70bCzqinf9LS6maQ8fgJc7iSXt+1xfvu+DDtsgc9YUlNwyEMpFPbXPve9qdDJTnOh4EmQkYhiufXXzdO3t8Xd8PpMM3fGrBlU/bdJbhifp5kgGmJzx0Rkewb+nH510q6intejNjvL/CWhwNZaJ2ihAXeJIBPMYl32l0Vn3kRUuJsYQ/8HWUjx2xEv1QGSlDvDa67hYSI2+pNFU+tcS19CslhpKx47/i3CoxFySXFy94eePwDndPZKhovDbz8urjRlqvm+3YEARBEASZGejNNYIgyEmKwSljrmNAkLlinrMu0xbs0c3Lq0sm+NRgsSl/XpOjWk7wSchIHOwLdF91dd0F/y0wOJflOlYEmSvGUiNlhyTLsS2+jfdoSd1bCxyL0YrLCWTE9CoAgHn2BXt2hXYsGK8NjuGqljD0BLj+ltmMzZfxtb459ub7i/hF32/Na332wHGKoDKLHIseKTeVrztW/2yjCfr3Fsa6Lk+b/2u7xrkJAEBLamPHO543M4YDABToio9a6z7Ch8psjGMYACDKRzRmxvJsVAif59S4/l1iKP+ymbYc9y38JEZWjKVHzACqebzzdsY5qiG0nZIiDImqUB7k/L81UqbfayndtqQYJ3Agzo/y4TIrY//zof10pD6uI/U/OvC4zFD+fW/aU5eW0uN+iI8ABFh/qY2xhSN85GD5+pgQW7YntPuV3lhP0ESbOziZzRcV0ZiWUoWH99dT+lGnNu97KFl+Ymhy1vRvGN4uT9wSQU5MZsYABQbna/Pm10UA4LcAMKnnqkJjHt8XGWlNi2zRYHT0sVUlix+psBZHAQAcOmsYAN76sN0xxynQ5Y/KqpTqifUYjtVOUiXoifdcE+CCCxusDY81WhsfdGqdEyb256LWwmYZw7AOABj3uVaQBYzGqUlvyYIgCIIgyNyGEuYIgiAnqUuqz/z9/nDfnT2RQfRBKnJKu23+df5AJswMJzxMkcE1QGD4KADMy9c7lDy9nfCmgvCT07+8yqW3x3MdK4Lkmjs9ag+w/rs0hOYtHCNsndH9N1I49Uy1ubYLx4gwiZPaXMd4IigxlD9UqC+uSoup0y20VY4JUeLwNgbSOLQruHdWk+UAABROKfm6/H1m2rzp0OOFhsIHu6PdH+uN9dprLDXh2Yrnw8T2ESWyj5eG0OoUVVUB4GBp+Sgf0WCA5cuKmFJUcJE4OXDg3FCy/wE/67kBAIDAiLcLdEWhaUyPqQCmQm3x28PpgavGaxDmgyUAUELhtMdGO3bzCh/2sZ43wnxwyERb/lKoK/nS4WMmhcTNESE0qiW0dcPJUU1GymgMlH7tWHoUvcY7BkERzE6Ndf+hCfMD0lLamZbSZxyrf1JMlnZGO9YlheRP6iy1v5vvWIAS53PY1Y3nxzaP7f7hSNz7y2KT6weBdKQinIld7U+HqnMdG4JkgzcVJO7b9u+bfnTmHb//8NCkS56fXtb6s9PLWn8FAOOXvZlAhIvklxnLq5NiigWAYybMD4jx0eqtvi3f86a9F1WZqq9a4modOZ65c00F9ajbtAzG3LpAJrKy0lby6mzGhCAIgiDIzDjm3moIgiDIiavOXim1OGp+m+s4ECSXaq3lUo2tPF1gcKZLTQXC1fUXlGzz7jPftu67aRVAjXIJEGQReFkIwAm+zx6CZEORviRcY6q7z5vxXKOqyhl2jePP1ebabgCAZa4V9zfb5q/PcYgnhApTZYeoiP8BDH56VtF56fHa0Dgz6yshSwwlPWcVn3VGlbnqEzWWmsBhp9U6a91js5ksnwlWxp6yaxzpjx6z8RbGOmzX5oUwDFZZNbaDiU8VFF5WZcAAAwIjmOnMnZHSRQRGqDTB/LJQW9JTaqgc0RDapIE0DhpI0zYzbY1ZaXs7jTNpUREKg5zvIkkRr7DQtk4cw8OCzF8+zrAqQ9D/ojAqxcrs56pN1Y0WxvJJB+P0rMxf1a0hNEddSY8AqKqimGlT9Hj7i4qoGUwO/GRHcMcTT/U/9d1sxoZk3+/O++a/nr7mD8X3nv+tfzx25W/u+cva7zcuyG94KddxIUi2vDe668f3bn3kZpjk6vID/MlQbXdo8LgXTTEEk0gKSfeOwHbnZNp/+JwKOIZDjI+VbPZufWx3YM+xl7DPEYPRMfrDL7Ge8FCppMhH3cf8hpa1ow6d5bq3Bra4Zik8BEEQ5BSEYdhJ+W8uQivMEQRBTmLnV67mXh14V2ElHifxDxa3iYoERlqvJoX03HxmQpAs6okOkU93rXPduuDagdMKFwhxPqmps1Wuu/fsb81/tP15Js4n4bzylXsHY6M3lpoKch0ugswJBtoYOKvovC/kOo4TXYO16RkAgBeHnj0DAC47/HyID1Svyl/R3RntrgzzYWqm42EIJl1lqvr+aa7TNk3c+sQUZP2NaSmFiYpwUY254bcAcCCZrAIAjKWGC3iFG5VU8ZNDyYFVZtpChrjgFSRGCmXGypvrLc2PT2d+URF+FWaDRUbarKdx5laKIFcU6Uq1Ac53o6xKRgNh/JqZtnYmxXiDrMi3JcV4aUpKFKWlZJGW0O22aOx4kPNfpiG0242UyXNgXJrQSHrKqE2KcXdEiPrd6TEmQkQq2iJ7j7rqDflAiA+2ODR57riQsE5rHC50aUpMrdkd3PXnhc5FkWzFNxXPDjy7NibEriMwImyiTN2SKuLXVF37l1zEMscdvImkyloichLvzWUwCJJNYTamf7z95X/6UqGr5+fX/+KcyuU7RVlSImzc1ZxXMwpHuQFYUERXnaOi53jn1VP6DEVQ0XJjuTiYHDzqaxYMMMjTFgyH2YhdkkWaxCkxkI4Yo0J0JeNnntVRuvPqrLWZ441jpqWEjObJjlf/+M2Vt94GAGqtvXzEqbO+NBAdXXx4WwLDobWg+UlFVf9q1ZoWAsCsbmmDIAiCIEj2oYQ5giDISYyV+CUaklEurz33rSgXtzMEbXVorbZH9z8/7r6aCHIyGkv6qKe6Xi3/2rJb9bIib/YnA9GUkO7siQ7VnVm6zPeplqtfLzEXtOc6TgRBTj4pMVkiKuKy8c7ROJPEMMCifHTGk+UAAC6ta9MZRWc8MRtzzaaEEK/DMVwOsv5veTJjS1VQfEkhcXaYC15r0zj/nhTipQoorKzIdlbOXJyR0rUERio6UrdfVMRnREWwmCjzm9NNlgMA4Bj+CQNtukxQOL2G1GzyZtyfiAmRuw6cz0jpf4T5YEJH6B4y0db9pEwRNswZ5mUuX1D5GhzDPsaL7PdEmX+TlTKv5GnzD97cYKYt7yiqvKFYb1eMlOFBRVUSiirfFWADlwS5QPN0Yz9ZmSiz25/xZ6V0PSdzpr5E/yULnYseycZ4x7I3tNfeEd1/W0JIXKOCSuMY7lZV1R4TYosBAHzgBRIjhZ3BnZsXOxfvmel4TmQLXPW/DqTDZ0fYeGWuY0GQbOBlgVjXv3HtW4Nb1r7U8w5voHXh/cG+wtbC5keuabjgtpWli4TD+2REAesK9C2pz6vefrzzpoRUus5Sf2drXuun33GvX2ikDHELY2F3h3YXHmhjY+zejlBXmfT/ld8PrNaG7ljPSgWUV1iJu2mBc96c3NO8JzyoD2WiC7755m9v+cU5X31o69geq1Vjbhivrawq8O+2FzO/P/+eEQA4IcvNIwiCIAjyUShhjiAIchJrzW/+9I1Nl/ErixddeN0Ld5XlOh4EyQV3yk8vKWgZ+/Qr91A/Of3LZTSp2YhhsKTI4MpbXbLkpRJzwddzHSOCnMDw3aEdT6bFVC8v80Xz7Au+4NS6UrkOaq7gZd5LE3QkLUH+4ee0pH5wo3fzvNmIg8AIdU3Rms2zMddsM9HmnoQQWxDgfGfGhEg5ADQBAIT5UGuYD7UepZtcqCu5x6UreN2ucb6igpqVFahGyiwLsqBmFOkzrMSqnMyefXgbURFMcUW4k1eEmINy/p0mNEEA1R/gfd9JC+lFxYbypayYKYqL0UeSYuKvRsr0zIG+VsauAADkaV0DI6nBTyxyLnK7U56fvO1586S7ESJbBIWnSvTFbV7WV5WRMrrpjhfjY58AgBlNmG/1b83bG9rzv5gQO/Rmm6bD20mqRG/0vLt5m/99H0Nq3snXul64qGzti4C2mPmIb666rdeTCty3cXjn71X0rUFOIqIiwf5gHwMAhQAA64e23RRl406r1vSHRmf164e2VVQptGl09ye3evY13rzgyuP6G6YhNa8V0AWr/Kzv0QtLL8RdOteCCBd5w8bYtAkxWcyKbCQjZVwSSEct29Ub6zsjzsdfHU4Of/qyyku2HE8c2TIS99Kl5gIRDvmbuaigKfzu8I7743xyGADg3vcffbQrNHDx0cbY6Wm/86We9b0X165Bz8MIgiAIchJACXMEQZCT1FjSRxcb84W9gS663Fz0JACgpCByytrubav8/dnfihIY/kBcSM0PZiJXznfWf3NpQcvfch0bgpzglDpzw+d8rLeVxMgelCz/KLvGIeGAH5Gks9A2955g+4wny2mcVqyMNebUOtMaQsPP9HzTFRdihJm2THVvd9VEW3YbKOPfWSlzu6AIVlERDMfqoCf1vdXmupcBAIyU6bhX243HrnE+p4JarCN0QdC4vhLk/D/nZPYjiXsCI9KCzJmSRKLVSWm7MIx4wqlxjWIYtiwhxP6qJfVfNYDp+7Iq3+bNjMkFuuLnAQDc6ZFWEqc+aSLNDIVRA3Euliep0hXZjP9kw8lcnod15+VpXHuGUyMLpjtelI+c/XjvYz9e5jrtx5WmyiNWcWbDaGr0hsOS5UfFK7yWV/gKEBMVQTbwqTAf/qeqqhiBkRKB4fubbM1/b7G3zPnf/ZlWaircReC7QVKm+ucFQU4sOIZr2wK9NYcmzMcSvroHdj/9zJuDW+q1JCP3hIeuvrbpwg0UkE825deMRti4VVZlzqmzsccau8pcFQaAF2xaG3jSng1BNliPqdBbYawcFiShxJ8KfKNH7NXhgIPy/zsjHCHABhsSvsTrOIZ/6ZKKtQ8fY0oCAGbsl7bUXCDscLdpW4taPnLdd5120wMHvuYlQXusMRJC2v6XHY/9lJP4dVc3nh+boVARBEGQUxgGADjaVHXWoIQ5giDISarYmC8AAPjTodbuyKDdpjFDhIvnOiwEmXVmxigWG/NjRUaXszcy/I4gi//M09q21hZX3J/r2BDkZKCj9OFKqvq1XMcxF0W4MK2Aojn8uKLK4rE+TM4Gh8bhbrA2fHOefd6rDq0jAnN/1SmGAVYKAIMHHgOAGuOjuIWxTvjNarLO/zlY4ed98e6lUT58e5Dz33y01aQaQjuj+4w6NHn3AQDoKEMnhdPb3JmRjbzMHbxBgsSoTImh/PsRIfRpVs44dYRho54yvs0QzIYEH78qLSZXaUldSpLE3QbCdFVaTLn0lOF+mmA4DaH9mqIqNSbKWo1RsIshtQmnJq81yAVO6e12cAwHDDCZxCmJlznm8POiKuo0uIbnlCPPTYUKKoykRr4T4SM3MATzHomRXhNtCukpw3Pnl5zfN52xAQCeHXjm+hgfveB4+3vSns8c+jjCR+4aSQ3fsbbs4penG9uJ7O4Vn9rIkPSFj7e//L+MyM7KNhgIkgu8LJqva7rwrwcev9D9lrUzNPDFTaO76gEAWIknXul79+LXB967eEXxonNaC5t4RVXLQplo1KY1v7aksIVpcdX+cKJ5CvWFewFg7yGHwgRBfN2sM/+70daw/9mBF5pifOyo/TmZN+wJ7v0jBhhzccVFR7wn82cCrtHE2Nmt+Ysem8r1T9W+QE/po/teuM2sMZb++Mw7rznsNK6q6oRV+jzJQOUbA+99++rG8782Q2EiCIIgCDJLUMIcQRDkJPZsz+tVwwlP9f17nph2CUoEOdEUGVzpy2rOkb2pQHC+q96Q4FPbwlzUJQiiWOsovwXmfvIIQZAT3HBq8GNRPnJEOXYMw82N1sbBSysuLXm893FlODlMj9f/eJkok3+efd75qwtX78/muDNMNdHmoT2hHTeG+NBZBEacXWuu3xPhwjsonPqtnjJkJjNItbluGwBs7413rfdl3HclxPiCIxphcDUrZV7Qkrp3s3wNB/Eya2AIbcrK2FN+1hvmgfv/cwrnjArhqjxNwVOqqiQBw3YyBBMAAMBxbD+mkosZQvMGQ2g2CzKPp6VUA0hAaghNp5EyyQDQzUqZS2VZCptp879WF5zRp6jyr58fevaoZXBPRiRGCk225p6eWHehljCMupP+kggXtJSbS/s1JBEHDMM5UTQyFK4khHhluam8uyvWdURp8+ORElOVKTFVCQDgZ/1gY2wXAsDZcJyvLf7b9+QzET6yICkkK7N5M01STFa60+57dgS2b27NWxLN2sAnkJ9u/Nvq/ujohYoiFyqqgtbnICe1gejIop+8+9cnl5csuOfsiuV9jY5q+E/bi5dy0kcLTUiKDO+ObD//3ZGPFFlZc+eyT+5qcdX+GOB4/hBh15BA/q/CVHHTxeUXBf7d/VjesVpH+Khxo+e9P2akDHVtzdV/OvScS5fnd+nyjkiWd4UGmHpHZdaqZrQHei8LZqKfbMqr/sehxzcMbze82rvha8NxT/VkxhlL+D+519f1w/n59ajSEoIgCIKcwFDCHEEQ5CRWay33u3T2EW86WMfLAvqACDmluFN+/V92/wcKDHl8vsExkBYzvJk27me09NX5BmdW9qtFEOT/dcc61+RrC7abGUs617HMFRRONbfYFvwoI2X8vMzZGYK5gcLpUKGu+O4iQ/E2AIB6S/0nWIn9YoANLMnWvHaN/dW5kCyP8VFqZ2jbn4r0JW/XWxqfSgoJ40hq+C+czL5UZ2l8xUAZDpa+SYlJ067Q9r+606M3HFgZHuZCeXlaV4GeMvwYAGA4OXh1VIiYFtgXPzjB1GqNuf4RE2V+JiHGr0uJCVNciN2RllLlAAAB1lca0YWvKZrBhDlDaFMAALzM6VVVKSQxMopjREBQ+DoAgKSYuM5C29ZaGNvWQ/sZKFNnRkrPS4qJSxVZEQgc/1VUiPB2Ou9PNEFtB4D9vMRfrIDyKxXgLykhHjZSht92x7q4Qn3RfhzwEE3QxQOJ/qqZurbZ5tK6uqrMlTKNMUxciKcUUBUzbTKYaEMhhmHNsqy2vzr8dnNGyhAAAO3hzo9c+3mlp3eP8O7eXf79BqfeHEpLKUe2Y4zwkTMf6nrwyQpT5dfWFK4Znmp/Han7z2By8MpsxwUAEOWjK7cFtu3eF9633a6xP3pZxeUvzsQ8cxVNUa5Ci+PckYg3rzm/xtPh6yvNSNzEHRHkBMRJAjzd+drVY0n/GS/3btgpylJhT3iodKJ+JsYAhYY8WUdq6N7wUEWNvbx/KvN2RboJDaaJYTj2sjfjPc3KWIJOrWNJkA0Zj9VPUAR6X7j9p1bG2nVu6dlvTjRPNpPlAAAX1Zzxjy1juy/lJOHA94i4d+sj520Y3v6doZh7xdEq1RzOnfTnPdf1xnXz8+sfmLg1giAIgiBzFaaqaHEVgiDIyWynb3/Bv9qf/+p2X9tXcx0LguSCmTGqX1/2GS+BEfqB2Oh9N7Vc8d1cx4QgJ6OBRF+jhtCEC/XF/lzHMlcJMs+MpobFKnPtR1ZudUY6re943tkVZIPlxzu2jbENMQQTEhSheJlr2XlL8pa0TTvgD/Un+kqMlPFSTuZ2p8UUPpwavEtRFZMKqqyqKodjeMbK2N6rNtU+6NTmcb3x7osyUqbKkx5bHuZD15M4JedpXKOczI5G+PAqRVXwMmPFRlbK7JNV+SwDaUiroOR7Mu7iw+c2UebEcteqv/cleoLejOdOM23ZcmbhuVcfOD+aGrqkxFA+YQKwK9Z+4Vhq+Fle4TUmytw2z754mZm2HHO/1mzxpsd+zMqZ5VpSd2+ICzygqAqugkJbaNvD5cbqOwWZN8mqzAIAyKpslxSxEceIAgqj3pdVOaCAcocqgUIQeDOGYz/VU4YOAFATQryUk9gfqyrspUnmPyPJ4UVlxvJf9MV7C1RQUjuDOwoFRThqCXKHxrmLwIj9iqrQsio1RPjIvKO1PRo9aUhgGJZOicmDq9t1pJ6dZ59/b2d0/8fjQrzUStvGWDlj52Tu4F6wDMEkqk1VfXpSTw4kBzUhLlR7ZHyO/gZLvWjRmOuPNj8r8W1/3ftIy2RXZS91LejxcZ4j5soWhmDiDo3jD8225t8vcCyMHa3dvvA+a3es65K0mG5qtDaWmhnL/nc9Gz4X4SNFMxUbAACJkXyFqeKGKyuvenYm55lNz/S+VrXRvf0yWVUYXhYKMMBkFdQqSZE5I60PDiXc17IS52AImmcljsnT2pNskpfcCb9VUKRch48gOWXTmNWPtVwcNtL6b1VZS1p2ePdXX1i96sflluItUx2rK9JF2bWOzwCov/nZjl/p6iy1nu5YT+Fk+pYby9avrbjwgmpzVVYT4pPx041/XbthePs/v3zazde9M7Rt9Rv97/1ksonyAywao/qbc79xcWth8yszFCaCIAhyijJV2dUlv1yb6zBmxNvX/GunqqqtuY7jUGiFOYIgyEluT6CzcSA+elmu40CQXInzSeyXW/9RWGR0KV9cdOOMfUiOIKe6SlN1R65jmOtoguGrzEf+GTLQhni+Lt9/rIR5raX2cRIjX3XpXAENoaEDbKDQwliGKZzKuNPupXpS/1aLvaXNm/a2Ls5bPK1keVpMa7wZd1NCTCwkMCIynBr8DidxdYLCa1UATFHlI/oEucANvMzNw6JYwst67+Rl7mCZeVmWydH0cAUAVBw4NpQcWA0Aq3HAQavXdvlYzxHJcgCAhBg3bfZvvEJSpCIAyJQayr9x6Hkcwyf1c1dvaX5VRxrq02LyfBKnKmcrWQ4AYGXsj+oV47sm2vyGoAiPawldTFJEkFWpDgAgLaVSVsauAACkxZSWxKivqJj6GUmRVqiYaldUOaXXGP8uKaKoJXUiJ3HfAky9H8OwuIbU7hJlYYsn7b7PQluSWlLrMtHGdbWW+ptJnPp2oa7w6k2+d0vcabf18Li0hGbbFZVX3w4AEGD9ZGe044oA678zwAZWyKo8YWUiG2PvrLfUf8JAGcd64z23lhnLP+VOjzmX5i37qV3j+EWUj1TEhXjpfPs8zkDp8N54fzsrsWKJsYSx0uYqDMcWAQA4dXlyiA22SYokszKrGCgjaWOsThInqjDsGGGo2MhjXc9VT6WE+d5QR3mDrWosIoTH/XmbLl7mze60+3sRLvKFbYFt2xhCs7vCWPG/emt9//v+95eFuOC5giws5GRuISdzRoAPSrrPFkmVmKHk0KNP9f/XqaqQEhXBRhO0cE3VtUfsIXwCwH6w5b4/7vS3fZaV+Qn3JWelD/avD7Bho8vkiFYZSvykRMbafL11Mx8qgswty4rmpW1ai/vsitOeq7NXbi8x5z8DAFBpLdHZdZZJbYFyKF/Kb9ASOo2sSPsyUqatSFdYOdlkOQDAUHJ4zWB86Npqc9W/pjr3dOXpHUIgHcn/2cb739FSjDzVZDkAQIxLYnv9XYnWwuYZiBBBEAQ5tWFwzPdESFahhDmCIMhJbptn371hNjapvbcQ5GSVEFJwa+W1vmJj/jH30kMQBMmFEkOJYmWsr8X5+KKR1MjBxI9dY++yMtZndKQueEXlFffB0fcUPVhavFBfuPUobY5qk2/DLQkhfikANAiKoFNU2ZmW0hpFndoWpsOpoc9Ode4qc02/Oz1yzA/Vk2KiSkvoYi5dwX1VppqPlIkt0pdOumxsqaF8GAD+PtUYp0tDans1oO0FANAQmncpnDLnafMfCrL+fyeFeIOVsXceaKuAPGKkzRd/+PBZAICEEP+ipIiirMpmQREUWZUSmIIZjbRpiJXYx3EMX11uLP8HjuFdaTH1uJWxmgFAWehY9OMYH/tlsb7kdXfafcbhcZlpy8GVfHlal5SndT0FAE+1R9rW7Aru+GNMiLUc7ZpsjN09377gyhb7vC4AgHprw088afe/nBpn2q5xhN4Ye+17/fG+awAACBzDMRxjaq3V42YScAyIPJ3zqHMdTpSljrdGNtm7on2lkjq1FcK8LNAYEDEtrjOwSsYypc5TwMqsnZXZCwHgQl/G+63tgW0w1VhniqiI+oHEwN8OPNaROj4uxB820+ZZX9l5vO7d9fA5STF923uendccT3LLnwlZAQD0lI4ptRQERmJe9PoQOaXEuKT/msYL9p5TueKbhx4/nmQ5AEC+wZUCgBQAhNxJ95pLytc+2ZfoX/3m2NtH3Kx1NH3x/uvOhbNnPWG+dWxPKwBAUkjjSSGNH+84vlSoEQA2ZS0wBEEQBEFmHUqYIwiCnMQGY2MUK3GGXMeBILlSbSmN+zNh8/KihUkdpWVUVYnlOiYEQZDxhNjQDyicmodj+OWKqoCVsYaW5i29cKlr6dBMzOfLeJnBZP9NYS50a1SILlYmsaJ4JgzG+6v0tCEmKuIx21Waqj81377ouVkKa8a4tIXPAgCWFOOECkoeiVM9h543UuaPLN8XZN6ogroNw3BMUYRWGqfX0Tj9JwDAWIldoCW1ewDgmbSQXCjKwlofO/ZFmmD2OrWuZwAALIxFMFDGr9RbGn4R46OL01La4NQ4d6gA61y6/HE/D2i2taxPCslbOmMdr6TE5EcSiQRGQJGuaFOxofSNA8nyAwr1RcMAAN60x+JNez4rqRKhITSZCBeXdJRuut+6g9wpP9ce6XIdb//dwfbmemvNXgCwZC2oCcyVZPl4MlKGecf99uWXV1zxZK5jmYyt3j3azkj/D/rjIyunO1ZazFia7LVtKGGOnCocOitfbMoXqq2lUr294isAgPVHR8kqa8mxn4SnQoFmhVcetjG2AQC4a7Ld0mJ63ljKbSo2FCWOd+on973y8sryRVcXm/InVUXm2c435g/F3JOO8Vi6QgNnQg5uykMQBEEQJHtQwhxBEOQkVmEpFhvsVb/oj438beLWCHLyabBXDZ9XscpvYgzbTIzhZV86/Amn3p7rsBAEQY5QbipXtaT247uCuz7pzXg/s6ZwzSuV5sqhCbphAFAAAJ6pzBXmQtq94d3P+ljPBccbb7YYKVMsI6UsE7XDAT/u1a+KKmsURbmRJKh/Hu8YWaYaKbMsK/K9WlJ3ZH37Q9AEk6QJZhsAgIbQrPvwMCbIgunDZDkAAOhp425fxr1EViWTjSl6+tAxmmzNu5pszed5U56rVVALCw1F9wGAGubCRy1jvTx/xU6aoC4cTg5/GUAtNlKmrXrKMOTQOGJm2rLLpXP1Hq1vgb4wVmYs/14svOefLm3+QLGxIKs1ajUEPXGjCXjT/vJyS4EQ5aPTH+wkEOGjKwHghEiYP9v3+m+ykSw/gCRwMNA6KSVk0OdjyEnPojF6fnXO3cJznW/ujvEpbdjXRczPr89eshwATFrTUJG5aGcgE+xbVbCyaG9o7+VJMTXhtgnutKdkKDH0wGhy9O/LC057Y6rzdoUGvjK/sL6rM9jPF5vyJ9Vnj79zSZiNZeWGmZ7w0FV3v/7La35z3jeeysZ4CIIgCILMPvSGAEEQ5CR3YeXpr74z8j6fFjNMrmNBkNlE4SR0RQYkTypQ3eKsqxFk8ari/JbuXMeFIAhyNC6dK9Oa1/pCT6yL92bciyvNlVkdf7N/4x1FuuKhsfTo0rmQLAcAYEgmmpITlona+VjPV/LY/Nd0hI4w0ibhaO0SQtxhos2hQ4/hGMGpuGqXVflJAiOuy0LYWWFhbK+kxVQzjuFjWlIXm2w/URE0sioLvMwbANS0pEhX6CnDsziG77YyjjtsjOP58foVGAo/kki3a+zHTJIsdi7Ztdi55BOTjetQVabKSlVVuksMxWXH0/9YCgx55Q6NLRXiIsddRSkhJM09EVGstlTsY3DCDhjgSTFpZOXMKVmZSVHk04cSQ7pyU/lxlWOeTWeXLP9GRmSNXdGB4/rZPNzeSFdLS3F1myypuCiJ1G5PV202xkWQuWgs4auIccmnWgubPtGcVyN5kgEGALJaAsNIG0N9sX5CR2gDqwtWWnSUdv/rI28umEzfZ/tfuPqs4jUeAJhywrzeUfk7AMDqHZWT3qehyOja4NLbe/zp8LR/73lZoDpC/Q//ZvMDhrtXfPqh6Y6HIAiCIAAAgAHgaA/zWYMS5giCICe5Ba6GkVpb+Zbd/o41uY4FQWaTqEjQGx1eBACwtHDe6Gb3bmaBo/aEL+eLIMjJqyvaWfJ+YGtXmAvpCnQFO1fC6om6qDDB6vLeeHfNWHr0x5Ii5oW44PKBRB+jqMqcecedFtMGCqcToiKYjtUuyAXO7ol17nPSzh/U25uPunrr8GT5IX5NYMTUNzueYXrK0A4AEOMiF1ME9R5gWFJPGsZLXmDwwf83UDjNUofsssrJ0aUA8GyetmA7AGyf+agnRuJERZmppG4mxlZBtTXbGzrXu99rmMYYwEos1RbqmAcAMM/R1E4AQQDAKZkwD/Ph+X7Wv6jcVD7n9989v3x1KiVmvhzlE6v9mVB5NsbsTQy3AADoSG1iaXnLbm8kWDua8OmzMTaCzBU0QcEPz/jSGCvyDy4ubJYAAAqNecddveVYqi1Vsi/lEzAMez4jZr5B4RRMtPUKwAd/m30Z/3TuFlTdST9RZHR9pHpLe6C3cLun7bokn1J7I8Or8vT2PacVzf/ZFfXnhGpsZf1fef0Xx50wP614fqbWVu59quO1Ck8yoOsIDVzU5u/Z2+Kq3TWN60AQBEEQJAdQwhxBEOQUUG4u+u5AbOS5OJ9y5DoWBJlpTp1NvaTqTF+VtVRTYy03XPvCndRY0t/5mXnXfNOssxz3nqcIgiAzLcgFrg9zIR0AgJ/1L35t5NWfnF964Xfhw0TpeDxpd3GhvmjsaOcHEn3/9rHepTMQblYkpYTTzthHJkqYAwCMpocbWZm9tR6OTJiHuSClIbSr9ZTh7fH6EhipZCPemZCWUqSgCl8OpH1fNFHmQlZKX8MQ2jEc8AYCI/wYhpkzUrrDytiP+DlIcLHlGI4tyEHYx8QQ2iQrs3CMH91pwGA46S7I3mgY6Cja5skET+l9rMdSoyuWuZbN+YQ5AMBVNeeHR5PeL78yuP45JYs/YxmJNQ2kRhZqtIy80FrfTgEpUUBilELTnlTQ3BMdLMzaZAgyyxbkNwQbnTXzSsz50dmYL9+QHwtkgjuqzFXp97xbJt2vyd54Ghxyk9hkbRrZWbmub+MdpeaCC0vNhf94ov3lOhzD05Ii5yWF9PLB2Fj5gbatBc3zWwuaP7llbI/3gd1Pt05lnsMtKWyRlxa03K4hmUee7XrD9p3Vn7u50lqSns6YCIIgCILkBkqYIwiCnAKuqj1/52BsLLwn0IkS5shJL5iJYO+ObndeWnN2hiHoF7/cevPu1SWtv00I6eYEl+QdWmuuQ0QQBBnXUGLwYJl0RVWgM9bxbV7m8xY5W+8pNhSHw1yICnPhVQHWbysxlL7Ny7wtLsTvtzK2j2tJrf/QsfaFd7eG+dBdAS6wZPavZGoonJr0inde5oriQrzKTJv7Dz1u1zhFABg3WT7X6UmDFOYCTkkVnV52zMkQmucUVTEJilDEEMwwjhF7SYz0cCJLGBjT1wiVuAPH8X9oSK1PxdQ8DaG7LNfXcDgrY/9sWkqeLipCfbbHxgATvWmfJVvjqaCCOxkQaZJSRVWcM9UXZhOJkWqRoagz13FMhZ7SeRmSTrMSn/WV4JzME6NpbzOFk4oTHPvf3P9Ow+qaRWhbH+SElqez9SWFdHK25otmostTbCruTrs16iRy3yRGgqRKMJQYci/PXzblO2G6w4P6re69n3mpd72ewslfi8rRK83v8LZX7/C2AwDUTHWeQzU5q58OpMMKKwsf/2/HOnOMSzCPt798/bdXf+6B6YyLIAiCIEhuoIQ5giDIKaDCUsyVm4ue2xPo/GauY0GQmYQBBjc1Xx7bH+ozOrRWY1JIf2l54YJ5iqqu0RHMniJTvjfXMSIIgoxnq3/z0igfXXPoMUVVoC/Re6s34/2YjtTul1S5KikkbAAA7ZE2TlZlXFEVmsCIB0ZSw1tVVS0uNBT2cxLrCnL+W9JS2paTi5kiSZVjAFAymbY0zrAYwOjMRjT7Sg2V8wAAiwuxeYLMFceF2AoVlMs4mW0CgDIAAEkVu1gls0tSRVupoeohAAAzY31hpmLiZHaJrEhrJVU6DwPYoqjKuThGjFE4/UMFFB0O+ICW1A0frT8G2MyssFNVjMYphZM5fOLGk0PhNGZh9MEgFzglV5lLqoQpqsrlOo6pqDAXDelJXWImEuYAAGbamNIImuE3O7e2AAD0+8fsJqNeSQjprP3cIchs0tPankZnldQR7CcbnVUyzEwJkINSYjok8eI/zis5p2hHYBcf42PM4W2abI1SV7SbvKzykkSdpVbaHdwbq7FURqY6V390lNrp2f+XUCaqB/hga67p+Naqz7E/2/Q37Xjn8g2OVImp4E9xPnnDGWVLX7xt8bWPbnPvW1tpKS5TQCXz9DbftCZHEARBkENgAIChPcxnDUqYIwiCnBrUzvBAY66DQJCZpoIKm9y7pI83XjK607/fYqIN9+sp7R0FBudgrmNDEAQ5Fk7ibpZUadxETFpKGdJSatmhxyRJ0h34er3n7bUAsPaDtukehqDyM3J6whLnc4GJMifTYmrSe4e6tK6HcMBJABBhhj/szwEVA0zv1Oa/bGUcG4Ocry8jpesonHbTONOlJw0YgRO7QIUWDaE5ahn+bMEBj3OK8GUFFBMALAcAUFSlBRTQUTj1XRzDSwHgqAlzHMNnJLGoYipZaS4b2xNqL87GeBbaHNbTpDXIBYzZGO9EFeZC4yaH5qp3x7Z/Psonslaa/1Dl+uI2rz9s2TK6venAMU8i4DjNNm93QkgvnIk5EWSm6SntIABARmTVHZ52vLWwWZ6oz3SUmIt7BqWh/t6RvoJmXaNhE7/54O+rlbGI15ZdlUgnM5kVlcs4o2qsEXgxVGEs+zdDMD+ayjwdwX7y9f73frbL17EqG3GTOAF5etsvPrPwmi8/sPtpy+Gr4xscVbtuXXTtd3+z+YHzN4/tvu22xdc+urRo3st7fF1WTuJHb1107YZsxIEgCIIgyOxDCXMEQZBTwPO9b1pifOL0XMeBIDNpbdWaRL7eKQ3GxvY6tbZSmqD26CjNVUVGl5Dr2BAEQY6lK9pp6Yv3Xp6NsQKsv7ZIX9wHACdEwpzESFLCBHoyqe8KY9UGM23dJ6vysykxdZWBMpx0e4QSGNEFAEDiZKJAV/zQUZq9Mxux0ATTIyjCt2RV/CIAxuGAxQHDdtA48xeG0AxM1J/EqBcITGjBAGclVcxaMlpVQeFlnsjWePl652hcjC/I1ngnKg2hzeQ6hsn63c4Hz9sZ2P9tWZ1cvs9I6/1WwuyNRzNOg0ETUClZI4NiS4hpEytxWgAAC22MmmljkEtJcu/wiL03OHLEfuWd3oHKBWV1w53RgbIsXxKCzLj/9bxzR4JPn7GiZOGNZ1Wc5pmpeXzJQL0kCR/jMP5HuICV4wTGL3ctK0jgyZH2yP5Sh8buv7h4LadRNRSn5f2Ujh4FFV5WMWW1ntK7igyFMgDAXm/n1/KNeU+5DPahw+foDg3m1zkqAgCg7PS0fWLD8LabOIk/ZlwGWgdfXnzLPjtj6GyL9PveHN586ariRYqGZHQP7H3mYDJfUmSIcomOEnP+Pfee9/3GkfjQuZXmEuLX2x4kKJzEJEXe0eisklpctf8di/svBgB4uuO1T922+NoHs/qNRBAEQRBk1qGEOYIgyCkgnIk2mmlDFAcskBBS5WmRpXMdE4JkU6mxMHhh5eldWoL53KfmXdUR5eImCiclA61HyXIEQea87ljXnQkxeyslk0JCb2KMHCtnNNkacyboSH1SR2ndSTY+4T7XxfrSdVWmmus1hFY20eYLJmp/otJThimXop1JBsr4ZwD4s6gIBIXTCkxhVT9DaIKclCF1lD6VFOOMCmpWXn+qAAOd0d7qbIzl1DpCBlqvy3CJbAx3wqowVj5ZYig5YVZFjqV8N/OyMOmbJpy0LfzS9o0LPnxYdOB4XX65u8Du8DEkhbUN9dd44m3HrHYR51Pm9/r2mIvN+Z4ie16iNz404d8uBJkrQpmo7enO1858d3j7ltf6N/3jjLKl/72o5vSebM+Tb8zr8qZ8f6w2FCtewvcrNal+b1RyjxbqCzQ6SuuvNlf1R4SIudRZUiEnlfeNlOF+hmS6eYn/uY7Sxfti/US1pUruj42eDhgWdhnsRySiZVUJAQBsGt5x40N7n7s/wsap8WIhcRJWlS5K1Zkq3KvLFlm9mdAmnCK3fmn5jf8iKSJ1Zf15Pwqlwy8dmjAHAHhk73N/PbN82boGu7YbJ4jzV1YsHllZsRgAANvuaasBAPjyaTf/co+v8wkAgAWuhmez/X1EEARBEGT2Yap6slWxQxAEQY4CAwD1pb53qpJCunCnb//nt3h2X5/roBBkui6uWtN+Q8MlPyuzFD2e61gQBEGmqjvateQdz1uvZaSMNVtjMgSTztM6ICNnZmRv32xxMI6xuBg7ZllthtBEm63z/uPUuL5s09intykpMmuSQvy8uBh9SlFlEwAAhTNtnJxpme64kqx0rht6x9QV6y2auPXEDJQhWGrKT6ekRHk2xjtRlRpKn5tnn//FJlvTjK06zaY/7n60apNnx3sRLu6aTPtSfUFn/7Db3hscydoe9SROqItLmtoHM6PT/rlGkFzQkhqlwlr04uKC5h9/dfktO7M5dpgNF9u19jEAgIHRwQdZLVvBEMympJA610pYZQLDgpIq/YdkqG0GSs9bNdYj9v3OiJxHR2kK4IPPMSCYjpBOvU0CANjuab/usbYXf54SMtR2T9vB1xEuvT12e+vH3H/Z/ljjGWVL9i0taGFkBf5ZZsk3Dye8Z3WFB3AKJ/99TtWKRx7Y9fT61sLmP2we2333+qFt8w+dW09p4RfnfDW8ML8BN9B620TXu8/Xdfa8/Pq3pvltQxAEQZAjmKsd6opfX5LrMGbEuisf3qmqamuu4zgUWmGOIAhyCtgf7CtuclaPvTu6vbTImM/qKM0OM2P8SYSLLeqODNbiGAYKuoEKOQHd2Hhp39rqNVeWmgp7cx0LgiDI8dgX2XtHNpPlAAC8zOtJjO4GyNRlc9xsoXFadGqcPUEu0DRRWxNlfr3O0vil2YgLyR5e4aoPJMsBAHAMn9ZnDxhgvt2Bjsiboxsapx/d/0uJKSdDMJHUKXwrhoW2bPlYzQ1XwRSqB+TafGf94O5gR3iyCfORtLch3+ro8MZDeSkhO5XncQwHkiSUrAyGIDnAShzeEey/TJClojcHNq85p3JF1rY5YUXOGMViZqvGEtdatb9hFA2npRi/FtOcpuDqs7zEbyAJMp8AkicwIjbeGI+3v/SpJmf1wtOKFwAAQG9kSHV+mLsuNDhfjXPJu9uDva15OhvwsqhqKUaxasxYkcH53D8v/Sk3FvW9FeMTDbX2sudCXMz2993/vXMgOmoCgOVvDG7+8SdaLn2iJa/2BQInblo/tO0jc//krLu21drK1xpofXgy1yuq8hgAwH/3v3rWtU0Xvn283zcEQRAEQXILJcwRBEFOAQkh6fj7nifvNtHGTSG2u7w1v/k9Dcm8/41ltzZ1hvsXBNno4ofbnv1bruNEkMmotpQG8nT2oTJzoWll0aJfomQ5giAnIExSpLJ3veu/6st4b5yhOebsez0jZWIDnH/CZDkAgKSIC3wZrylfV5DoT/Q0YYAVVJpq3pzpGJHpITFy1YGvGVwzykqZ4ytdrYIYYqNtz/W92hQXE/lZC/BDDMFIGMC4pXxPFYIiVHXHunR1lvqsJcuy7ZubfvNaMBPGdJS2g5V4naiIi9wp/5RunpB1YtnqBQuj7+zabuWk6e/YI8gipqVp08QtEWRu64sMtz7W9tLfVVX9xLlVK7NyE0ixqagHAGQAgAJDfgcAQISNNgiqcKOsKCGjxmDCABsGFcsDgOh4Y3x64dXrAGAdAEB/eMS5omRRqD86SomSaN/l27/2+uaLSEEW/66ndVabxvxyJBNfsn542/xgOlnPCcobHeEex3/2v7jqY81rf73Lu9/mSQYO/r4Oxdy29z37zm90VP/HROvfMdL61UkhzRw4Lyty3GVwhCZzrds9bfiSwpZuAIDmvNp3X+7dULa25ozh4/zWIQiCIAiSQ3P2QxQEQRAke5YXLdyzvGjhXeOcUurslTv+tvvx6vvO/V7/d979fUWcT+KzHR+CTIaJNvianTXfu7Hpsqfn59VHB2NjVIWlWMx1XAiCIFPVFt53c0e0/evutHtG9r/FAQeaoLUwR1fNpsSUjiE0AV7mJiyPHBUidfsiu55RYeHdgixcx0ncBQkhfqGJNvtnI1Zk6gSZJzNS6kwAABrXtPMKX6bC1HMwiqJ0rxvaoO+Idi/KepAf4mWe7Iz026osJaGEGHfM1DxzWUbK5HnT3oV1lvpNuY7laIyU/mdeNfDzzkj/ncc7RkrI6HWsIcxJQtYqekSTyVi2xkKQXNrl67jBpDF4z61aeXeWhpQPP2DTWjtHUiP4Aud8Bf4/ST44mcE86cDNvkxodGXJoieGYu68t4fe/+4OT3vZ5XVney+uPfMSmqT1Wprx3jjv0vszfGaRntE/t8WbuDrBpz5z/84nrxxvzOGYRxtiY85zq1b+bOvY3p2eVOC3W8b2NAEAuJP++yZ7oUsKWw4+wTU6q6SMyI5Nti+CIAiCIHMLSoogCIKconypoBkAYIev3fm5hR97YpGrsfqzC667l8DQUwMy9xhpfXhp4bwbfn3mN/4xP68+CgCAkuUIgpxIemLd+EbPhhtfGHzu3fWet++fqWQ5AIACCmTETGCmxp8uXuFILaFzT7Z9iAuesy+8a2eYDy0lccI3kOi7aCbjQ6aHk9lzJFXKBwDAAMNlVTLCh3vQTgamYrHe2PC+P+55sK4j2n3MPe6zgZU4y2gigFUYqvtmeq65qife84MXBl/4Yl+815DrWMbz7WW3b/jKoluu01Pa414FL6kyUAY8YdOZ2WzF5YkH7DaNJZmt8RAkl94f23vXX7Y//pWZnCNfl09s8W697bGuJ/+0zbfjtkn30ztfc2lsnTvdXX9+c2Dzo3EuZQUAeL77rQt/u+Whjgd3P/Pi3W/86qmXet/Rzy9seCTGJ+p7IsPfP3QME2OAi6rP2JJvcHYDAFxWc/bfV5ctfgEA4LtnfP61pUXzbl5a2LJuSWHL6HxXA32819ha2HzEzQIIgiAIgpwY0ApzBEGQU8h2b5t1SUFLDADUfIMzCQDQGxn6ij8d+s/aqjXtITZ299KC+dotnt235zZSBPl/rfnN4XJz8Y1fXnLzO7mOBUEQ5Djgr468/JkAG7gjzIUmVYY8GwgcJ49jUe+s4SSuGscIVVHlSSVSw3yICPOhswEAFjmWJEVFeIPCabSKaw5ipfS1GGAqAeQYp7ClU+lLY5qOR7v+WzCW9sybqfjGExfi9i3eHeY6W8VwXIyWzebcc0GUj55N43So2lzzp1zHcjTznQ2ji/KafrrRveNnxzvGSMbT3FhU2bWpd3dWbljyJkOlGGAjpY782EjKV5KNMREkV1iJJ7a5996+unRxZ4ur9tWZmKMr1v31FwZe/AmBEWBijM8CwN8n6rPL21GWETJrRVm+tDc8VPm33U/mKer/v8DpDPXXdob6a+e56oaWFc03D8fcFVqKWXlGcWtne6C3lJN4AAD4+9ofbal3Vq74X/fbzKt97/4wwIb3HDrPLQuu3HHLgisvHIq6S6xaE6pigyAIgswZODbpe4+RaUIJcwRBkFPIbn9HfpxPqueUr4gBfPAx+scaL77nwPlPz7tafXd0+4Md4b7b4zxaLIHkHokT6jxn3YZPz79mXa5jQRDkxOJLe4owwFmXPj+SwzCw9e63N3bHupYrqjKr73J5WVAwFQMVU2dz2klLSgmjS5u/NyUmXYLCT2lv6q7Y/hUkRj0nKPwrVabadQzBbJmpOJGpYaU0hWP4AgInBwNcoMhO2/0KyBOuWsYBj5lp65iG1DY7tA73WNqTtbLZkyUoAokBOf3NrU9AFE6pCxwLvp7rOMbzxvB75oH4yGJ3KrCwI9J73CXZAQCMtD6Oy9mtpuVJBks5SfDnm+y7aS1d4kn7T8nS/sjJYY+/q/pvO5/4xa2Lrt2yIL8+lu3xTZTxj9dVXx3XUtrAfMe8pyZq3xMa0upJ7a2cxHXhitrvNNjqFFWBK+rPeW+bu63GnfQf3NqlI9hf/qft/37mstqz31hduviOsyqWJ/Qa/fwfvfvnfACANwc3P1HvrIRL687iL60765sjca9uvDnLrUWj2bjWl3vWnx7hEp2fmHdpMBvjIQiCIAgy81DdXQRBkFPIbQuu6/wwWQ4AAC/3r7/p8DYakvGKyhzd9BQ5pdTbKrd9f+UXf/rp+ddcnetYEAQ5YRxMSlM4VUQTNJfLYLZ6N/9xV2jnitlOlgMARPhojZbUHXf54tngZ33zaZzOkBg5pf+njJQp3hbc3DqUGLjlxaFn39zofednY6kR7aFtfBnvJf3x3jmTuOqL99TuCL5/bWe0/fz+eG8TTKFE+YlEUdXSkfTwwgAXKJUUgVFUZcIbVhhc0+HQuBQNqW0GADi75PScbScQ5qKknjDt1RP6eK5iyAVREbHBxOCqXMcxnndGt974VO+6tzZ7d/0mxidd0xkrIaTMCTpRce2y89uzFR8AQISNuzr8AwvtGnMub9BCkKx4b3TXvPXD2x6aibEX5S1Mnlaw7E/zHfP+CwAT3tFX6yhnGYo+U0MyJUVG168KjM7wj8+8891QJiauKV/6LR2pOXiTk6RI0BHs1/9260OXZyT++SKL68FFBY3uVSWLh2psZeHWwubnDh271FyQmYFLPMhlcLzXkleLthBDEARBkFmCYVglhmEPYBj29LGOHQtaYY4gCHIKi3NJT3d4gKyzVx7MkBtp/R946diLa/SUVjHQuoQgiUSUTxhnPFDklJGntSWanbXhK+vOS2KA3bjA1dCb65gQBDkxjKaGi3rj3U8AQHipc8XP7Vrn+7mM5/XR137YFe34fK7m52VOS+N0W1pKtWBzuIRbVIhWOhjH7rgYWzjVviqoJCtndEPJgXtCXPDqveHd+wDUpKIqjUkxsZQhGE9PvOtNCqeCxfqS9aXGird0pC5r+xdPZCw1YhhM9n+WkzkXK7FXxYVoJQCAhtDIXbH9e020+bFCXfFjVeYa72zFNNOiQvg2FRSQFIGkcU1GQ2ipjJwaty0GeMpEWwa0hHbeoT+jBXpXlZWx8FE+xsxW3Ae4U54KNwBoSW2s1lLeHhXDzbMdQ64EueDnAOBxmEQSazbRBKXP5niCLDL7Ez3NV7Se1RaMRJ2bBnZPqcLF4SichAM3G+8Y7HCW5Re4fZlgUVaCRZAcGUv4VnWFBuz1jspwLuN4e2Dz7S5dnpEh6DerHaX73tuz65x8o+OFFcULQm2Bns9+YenHP/P7rY88Kh1yw78gi9AR7JOrbaVqRuROu7rx/K+9N7prgapCEwBkZfX4ZHy4l3lstuZDEARBkJMRhmEPAsDFABBQVbX5kOMXAMAfAIAAgH+qqvoLVVUHAODThybHxzt2LChhjiAIcgq7oemSNw4/pqjyumWFLc1BNsIyBClRBInRBEGRBMFQBG4gMMyQEBMmC21Vt4x0oqXoyLQ5tTbRzBjC+QYnd37ZKl4G9XkdqfnOoTdyIAiCTKTEUOZOi+kbREVYoILSnxKSFgNtjOUilleHX/5+T7z7u/Ik9+eeKf2JgZZ8XUEbgNwoqiKRy1iOBQP8uBJ0JE6GAKAAACAlJmsAkjWHns9ImcKMlPkkAIA34/5qkAs8V22q/XqBvqhv2kFPYKt/0+3+jO/OhBivO/wcJ3MEJ3OLInx4UYD1fy8lJX8z377oxzMd02xIivECLaELgwp4qbHSQ2JEEy7i7WkpWaWCerAKAIUz3RbaZiFx4oi9yjEMM51euLL9hcGXc5asZiXWsi/UZam2VOxVgG+WFImYq9sbZEuMj61+buDZq66ovHJSHybNlpSYmVZCezwqqNCdHmgp1Oa36UhNvqBIIB1Hha0Sc7630lWc7vePGdxxf77DYGE1BDNrN+UgyEx5c2Czg8Dwh+sdFV+/ZcFVnbmKw6G36/cFu//dWtC8GwDgpgWXD28e3f0Xp872Ei8L38vXOK46t3LFwKt971Ye6GNiDGDTmp8BAGh0VkmNzqqfrylfmqtLQBAEQZBpwQBgLt8APwseBoA/AcCjBw5gGEYAwJ8B4FwAGAOA7RiG/U9V1Y7pToYS5giCIMhB/nSQ2ejdTERkTx1BA0jwwT9WBgD5o20FSbTML6jq9CZivpGEt0FS5HFGRJCJnVu+0ldJFJgsNseTy0vnfRnm2MqmXJAVuUYBZQWFU4/kOhYEOZHUWxtH4cPVQ5zEFkCOVvakxOTCXCfLDzBSBizMB4m5/CY7LsabbLR9T1SILFAn+RSgITRBURantAJ5KDlwxVhq9FIDZdhB4MRIqaH8hWbb/P8cV9BHh73refu+kdTQFyZzLRkpbQIV5g8nB/EyY4WS5VhmHQaYK0/j4hRVYVRFkTCSBCNtataSupGEEI/JqmTXkvqQntTPP9bPpFNnV1xaV8LP+k2zGP5HqKBCb2xgvpU2hx1aR0RSMzUydvK+3lVBhSAXvAMA5lTCPJAJnzlTY0ewaGNrS0NUS2qifl9E3TPaXTWV/qF01FYG+WSJIy9W76oId8Z6m4aS41dUQJATzWv9my7eOLLz3E0ju166vfVj1324YnpWzXPV/Wae66P3na0oWfh3AMC2ufddnlG4oXAm2g8ABxPmCT4Fijp33k62BXqsLXm10VzHgSAIgiAnIlVV38UwrPyww0sBoO/D1eOAYdgTAHAZAEw7YY72MEcQBEEOcumdfJG+4CUzbZrwkx5eFbCwEGikNULD8pJ6b0te9S4jrU/MRpzIyUNHaeVqa5mS58q7ZHnpvLsAJcsBAEAFtUkF5fFcx4EgJzINqc1ZmWtBES2zNReBEYqBNGQstHXIzti7HIyjw8pYB2mclimclgicsM3lZDkAgKDwjJ/zLzDTli4GZ3zHakvjjN9K29t4WXREhUjtVOeSVJGICdFlYS50TV+850eQ5ZvI2yN77x1ODU4qWX5AR7TtCm/a89A77je+sS+8+4sxPpqXzZhmE4GRRSqo+YCBQwX54JJdEidLbRr7PKfWVWSgDMdMlgMANNhq57XY5w04GNc+u8Yem+m4jyUqxO298f4amyZv2h/AzHUJIbFqm//9Kf9ezSQNybw7U2NzMk+EuKh1NOWtrCspm3IykJV4BkQiOpYOVO+LdjWJ6sl7QwVyasqILLPTu/+q9kDPt3d42udSpRr17IrT9mgppktP6xoOP/lq37tzZlsvlCxHEARBkKNyYBi245B/t02yXxF8dJuVMQAowjDMjmHY3wBgIYZh9wAAjHfsWNAKcwRBEOQjykzFIo5hSQAwTLZPkA8WAA4F9XkuFle1e8biQZs7FSidwTCRkwBD0HDX4pvCpcb80xqc1cdMkJxqSJx8Hr1MQ5AT0wbP+utDXPCM2ZrPSJnGcFwtxTAoB1BAhQ/uinZo7IqW0qVjfNQxW7FMV5AL1tsZu09QBBgv4awldCMERoohLtCSjfk4mS33ZTzOfF1hVm6uGEkOFfbGu6+faj9JlfDeRNcnAQDG0iPgZ32fI4B4x0Ab1YQQ12sJbVuDtfk+m8Y+p7NxUT5ckZIS9RbaElRBzQc4vjs1vKmg97Xhd/1vjWxaoIAKJE6qTq2t36Wz8D7W05jtuCerLdRZXWsrH0yIsYpcxTDTVFXFzIyFz3Uch6q3Vr4+EB+9Y6bGn2+vH4xEkvLmjray4+m/aXBn7ZKS5vZh2X3K7HePnHruff/RH5aaCz6+uKDpR98/44vZrsxyVMNRd2mZtWhkvHM19vILNgzvuHvjyI6bDj9n0Rjn1I0/CIIgCIKMK6Sqautx9BvvfaaqqmoYAD532MEjjh0L+iQWQRAE+YgCnSt9bumZ7/y39/kbjtamxFDUFecT1oSYdB16PCmltACpBSY9BtX2+X2+ZDwzFPc08rIwrecbDDCod1S0i7IkYeN8gK6oqqE/NlY9nTmQ2aWntPD1JZ8JlVuL76i2lqFkOYIgJ4X3vBuXdEb33yfP0ipDhtBwBIazRtqQSoqJj9zoxqsczgtczspZH68wH8630GZvWkoXHHqcITRJDaGNZytZDgAgKiLeHeu8Ol9XeF82xktL6dKUmJz26nBfxtMEAE2Q+eAxgRFg0zhGbBr7s9MdeybFhdg1sioTkiLHCQynZVAmVdFOURXoiw73b/LsiHdG+lzedKBIBfXg/7+kSJg3HajypYNQaS5pI3CpNCEmzDN3JeMTFIEeTfi1LoNF4WT2pKzWp4IKgixQuZr/1cEN+Zs8Oz8xz1HH9MVGNn572e0bBhNjM1aSvVif735h6/ryjMRNqwxHOB2zqLh6qu8viZykys1Fo/Nd9UFZldW9vq57f7floZGvLL9l42zMfbRkOQBAu7//D9c2XvCVDcPb7mwL9BTbtRYhzMZoAIC+yMic27T8jf738HOrVp7wW68gCIIgsw0DHL3GPNwYAJQc8rgYADzZGBglzBEEQZCPyEgssdm77agr40iclCvN5X/UkdpdW33b/1NsKGJkVY51RLoPrqpQMRX8vLcaowFai6rCGUEZHox6y2J8wn48MRUa8kZUMtVMHuVZi8YIcAn2qD8Tth7P+Mjso3AqrWDqr6utZU/mOhYEQZAswcbSY9/JSJkZX9HtYOydJtqk4WS2lFf5uqR4cu2IQmCUDwAOJky1hNYnyKI1JGYvWX5AhA/fPpQY+Fe5qTI23bFsjG23ntSH0lI6qz8DsirDSNLzqQZr0/OPd720Yk+w8zIaJ9kme81b19dfvAkApn2Hxt5gJ7Hd13ZFf3ykssFW9donG6/YO5xw63lZ5Gut5dJE/QVF0MiKdBUAAIHhooqpNhywgaO2lwV+b6Crd7N3l9gbGyyL8vEJ945WQYX++EiLkdJHqq0l+72ZsaapXeX0ETiOnazJcoAPvsed0Y4zWuwtfbM57xbvbsN7nl3l7aGe342lfOdu9+0DPa3z37X+J08OJzxHrB7NlhAXtVfmFfvaPX0FE7c+uoHIWPGFjas7dwbbjygNjSAnOk8qULyqZHHvYHwsUG4pTofZ+BoA2AQ53korwkVebXZVyedXrTprNOHb+LOzvrz3W2//flmYjZkpnFgKH6w+mzPbfaFkOYIgCIJkzXYAqMEwrAIA3ABwPQAcdeHfVKCEOYIgCPIRZaaSpI7U7oIP9gM5QpG+4MVPNlz3VwAAHaVdpSW12kJ9vq0n2r9DUo/8PDUshO0AYK90WEUaSva6E2FTQkgX4RimYoCBCipggB14I4sdKMGKAQYYhisYAJSYndGYfPQS77IqQ6WtYCQppOmMxOmn9x1AZpqe0sIvzvhqKMhGf5PrWBAEQbJlX3jvWQHWf+lszGXV2OSIEDppy0Jjh5VYo3GNJyWm8mdirpSYbOiMtT/KypmvNlibp7XnqUtXwBsp0xtpKf2xbMUHAECBbt8fdj659pH2V2MhNmo8UMFgq3fPd/838HaYIagRPaXbubqodYeoSOtubLhseJJDYwOxUeZ/PW891RbrbhpKuCsAANpDvT/a7Nn1DgC2YHX+oo0MQX28zFQkHmsgVkz9OSOn63DAAccIs6zK7ZgKR93v9sWBt3uf7Vt3XCWsk2LatifQbaswl7TThFIcE2KW4xnneGgIJgCguCZueeLyZDy/un//3z5O4MQAjdMDZtq8+bKKy9fP5JyyIutTQvqHYynfuQAfbC6RFNKu9nDvjJViBwDgZF5T5SoNTjdhDgCQZNNqi622KyVmqMHk2IQ3gCDIiUKQRezf7f876+KaM/vWVp3h3hXoWNAR7CcyIqu2FjbnbKsQXhJeBwCos1dU5hscwpaxPXuMjJ5sclYba+0VwxE2jtu05jm1lQlaZY4gCIIgU4Nh2OMAsAY+2O98DAC+r6rqAxiGfREAXgMAAgAeVFV1f1bmU9U5c7MdgiAIMkc81PHYNZs8W/97+HEMMDi/7KyLr6m57OVDj3dHe4ne2MD1sqpc/+LAuovH23f0UDROgwL//z5RUT74GsfxI44d2m4i+UxJ2/rhnVlffYZk1+U1546dWbL0h62FLf/MdSwIgiDZ8q5n/VU7gtufnul5MMBgdcHq5P5Ym3Gm58oVG+3wJ6XYwaSkhtAGeZFzSjDhQufjRuNMSk/p3yIwopvACJbC6ZhLm7+j0dbyHkxhhVpntL1sX3hPm6DwWfv/URVq1yPtby6aTNtyU9EbDdbKF02MUb5t3vV/OVo7bzpoenvovb9u8e9d3BUZqDvWa7dme03PsoIFv7qh/pIHolxiWVJInQ+KnCZI6t73vXuXbPXuvf1jDec1y1jmIzHWmRr3UgQ9f9xrUlX4R9uT+za4t86bzHUdjYHSRWsspW4vOzYr+0e7tM5uhsbqZmOuuUJH6iLLXcurW/OWRLM57k/e//MNnlTgTg2p+RdNUK7+2PDNUT5RnM05JqOCKu15dd+m2qm85xgPBhg49NYEhmGcy241+DNhXZZCRJA55aKK1S9fUHfGNaeXtbK5isGTDGCsyFmrbKWRN/rfw0OZ6Df3+rsrmvJq4k91vPqJb6y4ddnK0kVDuYoPQRAEQbLFUu1UT//dZbkOY0a8eNkDO49zD/MZg1aYIwiCIEdgJXbcVWs4hkGB3hU//HidtUa2Mpan3vftzFNBvXii8QVFGPf4gST58Qrw7paWvNqOtkBP47QGQmZMsTFfWlOydANKliMIcrIRZGFWEtgqqODN+GQTZRYTYjxnew3PpIgQcpkpczAjp50AAJzMOs2M1R3hQ+NWv8kGQeENAs9/5JMIT3oM+hI9/QbK+FyxvvSRWkt9+0TjWBhblMCIrK5o01FUPomTICkT3zAwlHCfO5Rwn6sjNZnN3t23UTgZM9J6b5218unPzrv+GQCAN4bfc7069O6D+4JdF010kyMAQHu4t3Yo4f5jiI1eV2uuaHSnvFJHtN/sSwe/F2KjJkmVwaU3955R9tF7FgVFlCmCHndMDMPgMy3XzuNkru19357jvtkxJWasu4Nd1gpzcTtNqIVxIW473rEmg5U4p0NXsF9RJWdaTk17v/oTQUbK2IZTI1e15i3J2mu3bb59lsH42C3DSc9SAMjpXsPFjjyy2JqXGIn6TNMZRwUVgumICQBMNEGNthY3e9Mii3VG+yuzFCqCzAmvDG5cGxbi955e1vrZXMVQaMxTASAKcLDU+c8+1nIxvNyz4caLa9b8DyXLEQRBkJMG9sF7J2R2oIQ5giAIcoRyU+lj/fGhW2N8vPrQ47KqwJ5gW+OqwtM2Hd4nT+cUtvh2XDN7UR5JAQXydEz+QlfD8G5/Z1kuYzlRGCidnBIzRy2Zmm06SsuNJr1/XwKoEACCICcZbPbeW3Ey68/IqZN6lSuJkx6QwXngMQbTXP55HBRQIC7EquJC7G5fxnP3UHLgOQtj/dfSvOXPjdfel/ESg/G+21k5Y8lmHKycKVxR2Nz/7tieSZd5zkicLpP0Hlzd3RHuvzbKxZ/3Z0IjgUz4al8mNKWVvCkxo3uh/81zj3b+9cEtNWtKFw6qmHTwpksdqTvmXu44hsMX5n+iiZOF9r3BjmmtEB+MjzXrSG2s1lra5s94WlRsZirpJcSkbX84aau2lO8AgFMiYQ4AQGJEVleS/rvzhXuHk55zsjnm8XBp7YFXdm3MH435s7oafCzuKxmL+4DACJhXWNtmMuodneH+aZd9R5Bc01NaqclZ80ypuTAEALDD006IglJt1elPq8+rehRmcc/wNn+3vsVVl3pvZFcJQ9IeCqfKmvOqn3cZ7OyT+18567qmi9ZDDl47IAiCIAhy4sInboIgCIKcai4qP9dN4mTm8OMERsBp+UveO1o/WZFnZH/RqfBxfhtOZkpanDU9uY5lrjNQuswdrZ/Yc+CxS+8QK8zFM1fvFgBMtN57eumS7TM5B4IgSC6oqurCsZl7e4UBBmbaPJance4lMHzWbnTKFQywgx9yW2lrW5gPleQyHlmVwc96r+iLdz+zxbfxB3DYPusAAAHWV+tl3XfNxPySLE/rh0tURPyNkfeu3BfqvmuqyfLJkECB7d6ug68d9YQhBAATzkPgBP6VRZ+qb7DVdE43hozEWvYEu1sY3Nxups2R6Y53LLwknvS/gwdYaMv7dZb6I7Zqmo4Ynxi3mtVsc+C2cLaT5YeSVRl2uztborFEysIYxy+xhSAniApLsfeOpZ/8+t3LP/WpaxrO/11faLjZBPoLC4zWmymcHPQmg7P6PN3iqksBAKwsXTTaWtgsz8+vGyizFKWibFzdH+hd+GL32ytnMx4EQRAEQU58aIU5giAIcoSB+PCFpYZiS4gNf+S4ltSkSJzwHq1fns7xQogL3zXT8U0kLbO4lTHlbE+1uQbHMDDSBuHc8hWRsaRfTQtpk1ljiif59Lubx/bwFE4uvrjqzHidvaKXxiniuZ436FsXXEsMxd2xl/s3zO+ODGizFUtKzHgdWiv6v0EQ5KRzbsn5P5NU6bTOaMeEW5NMFYmRXJmxdDgmRutkkIqTUiLbU8w5KkA+AACDM6G0lJ4TyTUAAFmVsb5Ez/cB4DQjbfpCs21+PwDA/si+y4aSAz/OSJms3zxI45pAZ2R4xsrRZ8sWd1vl0sK6jAKyzkiZghiGHXOF+QE4hhONthqxM9KblTiGkmPNOlIbr7GWtAUy3hlZbR7hYgVlpvzBlJysAABY5VgVqTRW2Tb6NyqDmYGTZmECiZF8saHkznprvZjNcfN09i2edOD0bI45VTXG8v2v7dlcPxtz7fP11OTprZEye9EYjwkuXyboAgBoyavt4yR+1JcKnZYRWa2sosWwyNxUaMyLnFO54lGb1vSHWke5AgAsAESGYu6ejCDdYqY1/ykwOkf6IiOaalspl4sYd3jaz+wND0ttwZ4lDE5lTIxh/D1BEARBEARBjgIlzBEEQZAjVJrL1sWFxL8A4NuHHrdprP9b4Gw56oodEiePmkyfbSZGa8l1DHMBQ1Dy/LyGdZ9svvzZUmNhe4SLy2khU1lszA/wCj9vLOnXXVh5+ro8nW2fXWd9AwNs8/mVqzMAAP2x0eJaa9ldNzVffu1bw1tcbw1vmfaHDqzIRad/VQiCIJOnqiqBYVhW95Q+2lRRPjqa7UHNtGXQwpjEmBg9qUuwH06SBNylyW+LCtFqVmKzduNWtvQles7XEtrtw8nBl1VQ7UkhcZ6kSjOy6tibTPqifGLOl/8eS/u1w/HgrhKzbZGiKpP+Xjzd8+ruFwbeWJTNWDISa94b7GkpNxV1aEk8LypEJ5W8n6y0lM4fTvqSFebizoQYbcBELDiWGfUTBJGPAWbFMVy1MtaOEBdqyua8sy1Pm/fHtWVr38/2uCqAO9tjThWrcJaUwM5apYBAOmoLpKM2i8YYubhlzZtvDm8+p9CYd+8vz7n7z28MbC5+uXf9N9YPbfvibMWDIFORp7P1Fxqc4ac7X9/4r30v6M6tWvmNeXm1e1WJ+JmMCfkkrjb1hkYMNY7SrbmKsbWw+Z19/u7StJC5/fMrPn1rsSk/natYEARBEAQ5MaGEOYIgCDIehZO5I0qY4RgujibcphJT0bhL21Jimpn50CZHkOVTfhVzmalo59V15z/b7KhdRahEoaiI79TYygYBYOeHTTYUGfMBAH45Xv9r6y8cA4C73Ul/YqGr8dtvDW85eI7ACPjsgut2mBjD1qG4++wnOl9umExMKsCMlnxHEAQ5VFpI0RmJxZw654wnzMNciFJV9cxsjUdghFxsKG5Pi8n5KSmZrWFPGBRJezwZ98Jcx3EsrMxaWZm9cabn0VPMbNzwkRUv92+uvn3RJRyO4ZOKOSNyqW2+vfaZimco4W7UkZpEjbV0XyDjnTed1eZLXPPbtBQlgQoqDpReUSHlSft1JtLEh/Cwb4mp9S6XMd9FEsRFDMF0LHAsfOCloRc7wny4JouXNGuMlLFzgWPBj2ZibIag9DhgoMzedscfka9z9qfjHK+AMuuVG/SMLl5pKrnpnIrlv7ux5dL/AgCcW7lijMLJX4QzMctQzH1FUkjrZzsuBDmWPf6uJW2BniUHqiAkhPTDdo3lp4xMNniCXl1dRbW9yFzwKnywXUlOfrF3eNrzPrXwqhEAuCEX8yMIgiDITMAA7as9m1DCHEEQBDlCmI3QNE4f8el8UkhdbqD13weAcRPmRsow47FNFonjE75RpwlKrTAX99MESUmyrHOnAlYMAyXOp2atfFupqVBI8ikyyieOeP1DExQQGK6wEn/wHI5h4NDaIhqSSY4kPGXHGpvCCZugiJ9hVNISFmPXGRjtxQAwONUYi4yuH20e2+UjMOL+PJ1NJHBicFnB/EdLTYXvrS5pXZ8U0kxbsOd/+0O95000Fo5hmqnOjyAIcrz0tEHQ07Pz3LQzuONzftaXtfK+pcayjoQYnX/kTtmnhpgQnacjdKMZOZPTvcvnAotGa8p1DAAA3132hRd/uu2vlyjHKBs9mBgzpQVhj8agO2qjIBvxP7r/Wa8vE3QG2XCRqEgz+kuakTjT3mDPvBJDQaeRoawRPjLlsvl5WkeKJtUmQWFxAAAceFhtO5MPWAIPc5L051WFK/58oG2psfS1A18XGYruj/LR3yhw4pXadjAFb40mokyLHVLZHHfd0EarltRktcT7VBTp8rvf2Lk1JxU7nHpr9PbTrr/2U0uu9ADA9YeeW1O+1L2mfOknHm97qfblvg3/ag/0Ls1FjAhyNIduGTAUcxd8f8N9fzq7YvnQJdVn9zFAfynKxe8vMrlmPVn+f+zdd3gcxdkA8HfL7fXeT71Xq7j3hgvF2PQaOoFAgJAECOk9+RIIgRSSEEhCSEKHUE01uOJu2bJ6b6frve1t+/4AO7ItyZIs6U72/PLwxNqdmX1P5cq+M+80eTpVgiDEYky8DABc0319BEEQBEHOHihhjiAIgpxCL9UlNWL1LjFBraG55PEyqN6ET/2Hw3/9uMpYuXZT/gWnJF6zlZnvH/U2/YQT0mAhFMabpKSEjrOJYVe9Z6ts3SVGq8oVcxbSQhSAAKi0ZvCFqiL7y00fWeJsYlqS5hsLV7eQOPH+E/v/+YBKrPAapJo3inV59iyl9Y0V2fO9nYHe6IfdO6/pDg7cZ4+4CgxSbfDB+bc/HUpGPR90bd/0mb3ulEoABIYDJ/BwZekF+vNyFoE97CrKVFsZAHhzonEaZNrw9eUXv1hlKukt0uS+YZBrdx47p6TkdLWp9BFPzLfMGfOOWjaXFwS0YgZBkLPONvuna9uCbT8/kzEIjAAxIQ6yPItJCaknxkbGVLnjbMUKHCEmpV6UMAdIConcYm2Ot9XfM2UrsU+nVJvfq5WoLi1QZ+9rC3SPuvL/oLNdXKWvHHEP2xdb3h486D5aM+lBnkZfZLBMmpBEizXZhz20s3o871etClMvJ3Dlx77mgYeWeFMLgRPk6ox1fxyp3wXZF/4mwSa0HaGO73ACN6Omv9hjfV9qdB+84OW2zQ1mmf7tBZaaty4tXOsYc/+IU8nwbCJHlcG+0PJ21j5H/SXBZHitLxFcGkpGNFMY+qh4nqNTde0sjfXDW+ddtn+0NtfO2tAqJsWXaiWq23zx4CVtvp7aJMfMqN8d5NzA8CyUGHLtSY5xyxQaR5EhNyU3AcoM+aF2b68+REftqbg+giAIgiBnD5QwRxAEQYZ1T/Xt//dC62st+5yHngzQweMrcbrDfQUMz/7TJrPc0OxpfeKGyqs3HTuXobDuN0h0bc64O+WlJ/uiffpVuTU9n3bXZcbYxAn7E0pJCZur00v6on26ocd9tB+v99VnV5uLj+4eOFI5HXF2Bwf2rstbqn5s9cO/dsf9/3dRwcoT9vjOVWfA6pxFvwOAP/674c3ZoWSU3jVwSJ2pslReVrTuNa1EpX+3c9sJKxp/ueKbjkgyHjfL9EZnxPOdQDIU1krVEp1UHZhonMW6vOeLdXnPj3T+6tILd/QEB5qcMe+oe5DmqTPKIYWl+hAEQUZij9ozbHLbuPfV7Yv0EQPR/u/RXEI51j56sb5VQckTLMexYpKSEBiRyQiMJJaMqlWUuosVWEmYDZ3zn9VCyWCFmBB7aY5OWaI4HfACR9jken8qE+Y9Ybv5/e4dt5frCracLmFuD7sJCSGNDXeuI9DbecB1NGX7esfZhPywp7U6U2Ft0YsptZf2jmm1uV6qImJDtkYoVpe+mCHP+hcBJBlKBiUqSj3iBIFL8y/73h7nHuOn9k/umISHMG1oPq4pN5gTnw20zd3vHNzY6O2Ivd255X2L3PjGJQVr37NHnYZGb3uWjw5akxyjZzhGKxNJ+xZaa3Z90LPjB+6YbxOO44yEoDwhOmKOc/S0VXAajcBiKVvdXqDP6h1Lu8vK1tovK1v7UwD46fe2PP6tDzt3/ZTmkqIpDm/aqSi5kKW09jR423NTHQsyfs9s/Lm7wdVWEEgGEgW47bepjMVPBwUxIepIZQwIgiAIgsx8mCCg+9UIgiDnAKzF34aXaIvGPev7476tlg97tx50xz3WocdrDbMeBAwuVIoUf76p/NqXAAAOu4/m13sbn/ykf8f6yQr8TJnEljZPNCo0ejqKAQAwwGBF9pwGR7J3xJu1YkLMcrS49ainvXykNmeKwHCYZSzxfXfRXX4Cx+83yw1vj3eMRk+7yBXxvvZmx5a1nrifvab0or3doX79psI1ef1+52/FLH5DTUFlnj8R9DAcm2uS66NT8ViO2dF34KYnD/3nTz2hgRFXmWcpLcwvV3zz/DxN1papjAVBEGS8ukPddwLA07mq8a2Q2tzzzmNNgcavn64dBhiYpOZ6tViV6Ut4tGeyl/K5RCvSHg4ygepUx5FqFCZreOrw5pQlmgEAFCIZ8805t636Z+Prf+0K9Y9YAWGJbc4vTDLVGk/cL81WWelCdZ4sX52lH4y6Ao8f+ltmgqPTotqMhBDHijTZrTQfKw8xwRGTuRW64i6lRJQ39JhNlmEncVHfCtt5C3vCXXiOMm/EmuveuGcjhuE7NvdudvRH+2Zc0lNB6vrfatttYwXu+BZBEoICmmNAGGb+42gVnlINBwyoqGTgYG/TtO9dDgCwJKf2+ZdveHzc+yvfu/lnf+gLDq7P02Y+ZQ+7NrV4u06pMJXOclUZbjWhdHVH+0uCyQgJAFChK+xsd/QqXRG/fm3pwqZ6b2tFPHWL/5EJIHECfrP2W7HFWbMl3b6BpUXGnM9SFUuzp1Ncasif8b9AH3bsxNcWLJl5e3ggCIIgU0ZbZBRW//bSVIcxJV67+K8HBEGYm+o4hjrnVy0gCIKcC15tf+v7FfrSvwNA33j7npe1wuGKeX76Ud/WJ4ceJ3Billas+TFgcOyFDXul/c1XjRJDWpVCc9GOIqlYyl9QsLhpv70pp8SQ0+FlBmaN1ofmaDJbbVYf9UxdXEsz57rvqr3ub82+zu+szlk4oQ/F5YZCptxQuDFTZX0yHAzPzTJl3C0hqKu2D+x/7Zqyi44CwA+dEU+9PepKasWqKc/MFOtyX/7Zsvtz/t345h3vdW0f9kZkX9ghirGJewAAJcwRBEkLLYEWxRHPkScUIgV5Qc4FfxlP3w/7Pri3JdB82mS5mBCHrDJbb5gNzPLSbjhX9yWfCBwj0mCfl9QjcEyT6hgiTEx00NVQdV724os+7t31Rleof9j3UwXq7Mbdjn33u+IeWb23GQA+AQAAHMPNo+1/Pt0SHC2r97bVSAgxp6aUAxQh8osJUYIiSRGFEyoOWDMIEA7RyUCSEw6pxDKpQiTWspAw2WMDNhwjbIPRgavFhOSV0a6jlxreBAB8gWnBa3F7bJmX9tqm6SFOigjry6w2FR0+4Gw+PnElwSVHbJ+uyXIAgCyFrXVz087iVF2/0JC9dSL9fn/B9+59r327+fzCZY7/2/HU7t6gfXOcTY+JJ6dToMrqONLXZokm4xUZKlMgR53hkVLimDsYkPcFnUYAAKlIQlQYivr2O4+e81twzCTlxkI6Q2WOtrjaD8jE0vMAICUJ83Zfj7HUkO9OxbUnG0qWIwiCIEhqoYQ5giDIOUAv0TWXaov6J9q/1lj1Yneo7+r2YOeKY8ciTHT2UtvC5/Ri7dMAAG93vb8hxsbzslWZf3fGXUsdMZdqMmKfDHEujndF28vKzLaEl3bOGsuelazAqOQiKRNl4pO6EggDDPI1WZ/ppOqHslSWHVmqMVUCHY1QqMu+C74oLr86b9FPjp0YjLgIluduyVFl1Ouk6imfcW+S62OcwP30ooKV973XtX3Eds6IZ06FIeVV+xEEmeH2u/bnxdl49jLbsgklII6Js/HFBE6EC9QFT4392nuLO0Od33XEBr/Ew+j3NhUiZa+aUknCbGBatvo42wiYIEt1DOkAg/T4PgxEnPPvn33znz1x3x+7Qv1/Hq5NvjoTPujdckq86ZQsHyrB0UQiTmcAwAmT/UiMAAzDpAzPmocerzIUH87Xaat5gYN6X92N67IuenEMl+E54L5dqC7a4nV5JzP8aWFRSooMQW2/J+HPTHUsEyHCSd4qMh/Zc7R+yqpHnY6EpIRyc+GeCXYXzi9c5gAAeHjpHdu7AgPPHHW1fjnKxEes6pQuEolkIpqMywEABkIuzUDIpTm5zaG+ZvVg2K2tyiru6wj1oqT5DHHE2SL+v51/lX178Z0OEieedEd9JqNc55ruOMQENaVV1BAEQRAEOXeghDmCIMg5YGXmkpfOpH+prshX6M37y0DEXhPnEmoAgGZ/W2U4GXnwzsqbvlbnrlcbpQbH5QUXb1psm7/Vm/Bd7Ii51kxO9JPHlXBLxtrWHhtUGmW6/mhwYMI3BgkMh9uqruwwy/Vsm79Ha5Bq91nkxq2rchY8CtOwh7dVYeIAYP9UX+eka8KO/gMjLzsCgCyVTXLI2bi81ly+bbriQhDk7OOKu853xBxXLbMtWzXRMfoifQpvwvvgZfmXrYMxPi9/1P/hl1oDLU8muPhp9yw3S831OIYVJvhY2ic10lha7HucahzwMglOQYIf9SV2yh1yNd78f3v/snN97rKd73ZthSR/4nbQSkrO0jzNJ86C0sqswAEIp9aD6Aj2lxZpjVEOY+XuuOvCfa7PvpWlyH3UIrOOOiOzRFPSpRQpyloCLc2BpD9n6iKffEmeli3MLAju7Gt1+emQKdXxjJcJMza+V7ezJpUxJNgk9sstT338WU/d9/N0mcEHV9z6PMBpZlyN4C8bfvy1x3c/u3X3wOEvd/n719qUprquQP+cSQ55woq0OXaMx/08xzONjs7S07Vv9/ZaAQDUlCI89dEhk8kT8ydcUe9+m9J0hVGuG/PEw8lE4KgSDYIgCIIgkwM/fRMEQRAEAbiyaNPzFrn546HHEhydsc9Vl09gRGiBZc6+xbb5WwEAOIF/ksJFbGoinTxWpd430b4yUsLlqjNpHMPby/QFf7ii5PyvXFu+4eJVOQsegWlIlqdKd7Bf80nvnlGLDb/ftd3FC8IV0xUTgiBnpwpdxT/zVHnvnXzcGXPK3up+65kDrgNPDtdvqEPuQ7d2hjoNMMbn5W32rVe1BJr+PJZkOQAAgRN0UqBRsvzMxFIdQDpguKTYrDCkNlsOAAII0Ohrf7jO3QSrsha+efL5HGXGDhzDOnDs7L3VEGVi4t2D7YMtHveho2573VvtOzYMhN3ZY+lrk2cklJRyRk4YpPmodUlWITXfUnYwV2VrJTFixryf9QYCaZHkDyTCuv82fPzH5w6++dcL/3bnB0/vfWXC74fvX3jTay9c/tiF3132lTnF+tynJzPOM0FgBHj8AXpH+8GKXV11NYF4aEwTludlzeoJMmFzpsLiOHZMRclhU/nKpqmLFjlTvcFBfYyNrxNhRDxVMdiUpmMztLB6Z+uv3279dEZWwkAQBEGQkWAYdlb+l47O3k+xCIIgyIQMRpz59Z7G/Lc6379u6PF6T6MhykTnDz3mTfgqGnzN62YZygOumJtq9raKAADuqLzx9Yty1z08nXFPBQG4CdcOrTAUue+fe9POSkNRT44640mrwvg6nMWJ8i9gb7R9/MBhV/OodeavKbswVy6S/miaYkIQ5CyVo8yJrspY9SsAAHfcLQIA+LDvw2de6XjF7o67zXNMc756miEwR8zxFZ1Yd/B01+oJd8u2D267uznQ+BjNjWff2DT9FDiDYAAzfgLeZOCBB6VIlhZlZwcizoJ9jvo/XpS/8qaFlpp/Dj0nE0m21nuaz0vX8uuTZSDiLGzydda2+ntqmvwdS9uDPbeOtW+OIvunSpGydyrjmyo0H9eoZTC7yKAuPi+3tqFAndme6phOxyoztjU7uoypjmMoT9QvrbM3n/fLLU+9cMEzd776SceeiVbSEDaWrD4sE0l2V5lLnplrq/zt4qzajyYjRrVYkZhIvzmmimZvNKAYb79GZ4e11d4rau7vUpoJY3O2JOPw6vyFnfs9R8qWFla3Fxty+yYSDzJ1rq24yH5x8Sq7WWHI9CVCHR927EzZPWZnxCP/oGPnvoOOxgKLwjD4Yeeui1MVC4IgCIIgMxcqyY4gCIKcwKowd+531T2Z5OnfDT0uF8m+F2cT1pPb44DTAAAmmTFpkv3vXtTSjIVP7nUefGggOpgWKzomIiFEyvI1mc2dgf7TlhI8pkCTHbtn9pcOAQgyhmfvWWCrPmdWRTgi7mpn1Hvt6dq93fGp++ZZl/mnIyYEQc4NB9wHXlJT6ndwDH+JF/irsxRZf4fPJylh7/W+94hapK5cZF10/rH2A5GBfGfceU+tofZBmUi2ebgxvQmPqCPUsWAg0r/KT/tvDyT9Y1pBOhQGp5ZzRsZHECCtEl2pJCbIOABoUx0HAECLv3P5Sy3v/va6sou/FkyGC5p8HUsAAJIcU7g+Z0WVmlJ+5o578f2u+gUsf3bPeeAFHhq8LdcPRhc8bpWbTrtB+RLr0rYQE3rliPfIN6YjvqnCY9HKubbcaEewP9WhgIQQs0meIYebqBH2JJQxNpGWz8VxliYODzZf9sSO53bs6Dp42/fX3FU/kXF+uOKeOgC4HQDgrdZP1M6I5zWLwijZ2Xdwcakhf48vFihwxXyG4fqqxYpkmbawq8nfnhekIxQAwJKs2b9flFnzF38iNK/d16PvCdhvwTCMijFxgzPq1Rpk2qAn5lefPNYsdUnrO0e3lQoTmCMcTcaoaDJGAQDUO1pLAQAKrZlNAgB0hHoLNRJlMFeT4e4ODKDXhDQgE0n5OJvYc3HhyhKSxb8rlUl2V1qWpGymlFlhiNqiPlIv1bw0x1bBAcBbqYoFQRAEQZCZCyXMEQRBkFPMM9f+0k8HpPuch/B55lqhwdv8ZYoQ3ZyhsGFxNg4CCIB9kQPQSTTDli1PcklyWcai+2Sk9Gt17nr6qLd5ZTLF+26OV4KLi3M1WdAZGNuNwNU5C/s5jmPj0TjLU8LiVTkLJ7QyY6bq9PffvD5vWWxxxmzPr/b8xcALw98s29F/QHdx4eoL9VLNO9McIoIgZ5GecI8tR5ljBwCYb5p/tU6iYwBAyFXmlheoC3oBAAajgxn13vr79BJ9qExXJtKINQwAQIYiozNDkTFssmpz7zv3O2OOaxieKQ4z4TNKTmIYSpifqUDSnyEj5Z4YGx022XMuEROitHpfscN+4GZO4Mxrc5ZcSxGiPzZ6Oy5eYK12CoLw3JXFG343EHEWB+nIb5r8bWtTHetUa/C25r3S9s7ri61z1s8xV51Qmrgj0EMWaHJOmDVQpC7+HghQ2R3uXophGBdOhpX8xLazTil/wie3yAwDjpgnI1UxaCiV3ecIi/PMGfYepn8WAIBWrApQOOUXgSh4sLepPFWxjdXevvp5Dc72Pbt7D/9DL9cMlJsKXnp41ZfbJjLWxcWrgv0hx72+eHDR0qw5b5UY8t7J02S63mn79Gutnq775WIZneQYsClMb5ok+sKPmj8rfLP/k5J5WZWHgxCpNsi0zhU58351VcUFAwDQ8MWwvwEA7LCjWX7Q0Vibp8lseL3po3/tHjh0Ps0xWIbCEowyUZUz4mEmkiwfCS7gIhFOQpJnIJAMqyuMxUdQwjw95Kpt/rV5i316qbYzT5/531TH82rTBytnmYpWVJqLg6mOBUEQBEGQmQslzBEEQZBTWOSmvvd6Pn67LdBZ/XrH2/4qfYV/WcaiAMMnwz3hvhP2BJOSkuIvEusn3OUzyYzhtdkrXwSAF6Wk5M2D7iPT+hgmS5QPZhZqswfa/b2nvRGoEMm4y8vX7/PQ/rsX2mrS6qb2dMhSmF3Nga6+bX17KF4QRkxsNHk71F2B/htRwhxBkIk66D64gObo+3KUOdcDAOgkuuMzso4lywEArHJrf42h5i4CIwaPJctH0xFsvZTm6BsxDJdRhNitJ8RuEAD7fOdmAPjfivEv/l+AIcmBL45h2LEdOGSEDI9zaAvuMyUIPPrcCgBikqRP32p65auzcyq1RWuqDWVXDsZc9yyy1j4GX/wBKEipY1nGvLtCTPjtgYhjzNV6Zipe4KtsCsttAPCHY8e6g/2SBJc45bmnUF0YV4qUFy62LiHVlJp5s+uN7zjjzjt9tG9G7b0rYAKY5BpHKhPmZFLkbnZ2Vfd6B7XLq2YfYmiW3NN4tDKSjGlSFdNERJNx6SF7010AAHt6jzywv7/h1zaVMfa7Td/9PcD4ZlPcNffaRgBoHHpsQ/HK7xx1tf1SJVbQ3YEB6/KcuT13v/6T6+1h978AACJ0TAoAMM826wdfJMtPJlRbSiPVltLtAAC93sEfH+5prrVITe7Wwe5cmUgaGQz3VkzgoQ9rY83K5tZEezEzpEJFX9yeW2bM8zAcJ2r39Z6ywh2ZPiKCHJTjkucZlikZCDuJDKWZS2U8Da62Ql88wBbr83akMg4EQRAEmWwYAOBop7dpg248IAiCIMNaalt4jT3qeLsj2LXio9hWOOJt8DIce8q+rc3+tlsBAJ9nrr2lzn1UUWOsjJzcpi9sn7Fl2YPJkMKqMYgDCW3ME/fLhmuDAQYLbFX8YMTjDTGRvyy01XimO860gMO+TJXl3p0Dh0bdwxwAIECHZt4yKgRB0sZs4+w9APClsbRdm7X2mbGOS/PxO7KU1tosOGUHkgmJMYkj3uS5+ZIwWTJkmV0Dsb68VMeRDihClHa1zTd3b83MV2WKFWLFQo1Y9TeA/80gsSktbpvS4vYm/M+92r755ykMc1psG9ij5gT+20kuWXtR3nn/N8tQ2parzhxxAqVZZuYAgAMA2Ji36WeeuOdX2wa3/a0j1P6lmbQHvEmmEqfq2nKRLNDT78gEAIixCfy9g7tqUxXLZArTUc2unkO/wDEcRASpzddlvW1TmVqaXB1LTAr9noXZ1eKP23cv/trSG14bz7iVpqIwAEC22toDAOAIe46vvidwnClS5+xYnbfwn2MZK0RHBkSEqC0QD1vDdEwZTJzyEfDMiHiaYdgT9sQOJSOqPFVWhzvhM9fYSrvr7M25k3tRZKwylJZATVbFlhZnl4UAwgoAKd2b4Yry8/9RbixIu9dIBEEQBEFmFpQwRxAEQYZVqMmLXJS37qY/HflbN8Mz4Iy59SO1DScjc7pDfRIMsGFnlmcqbZNXmy8FFKQ8GkpGRlzFcF35htBVpRcK2/r2fTzbUvHxdMaWVjB8+wtN73QBwGkT5vsGj5BrchePeN4e6ZfbFJnRyQwPQZCzzqS+tjhi9vIkT6+czDEFHs0EP1MxNuoHAJQwBwCKINIuGeBLBFWvd3x07bUlG24rMxcEhmtTpit6tMbYU1Xnbrx6msObdjvt+2wrMhZeGk5GOgajrqw4m7g/X509psoABqmBKdWU/M6b8C730d7sqY51shAYgQF8PoF0Mstxn44IJ3kpLe3v8TVWTttFpxkv8PB83bs/BIAfFuqzd3ljgRoMw0IaiQr6gw7LGw1b3jEqtNtfvP6xX01kfDklPT6jq93TW3xj3qZX1uYvHlOVrHsWX99/z+LrlwMAduk/7/10T++R5ROJYahyS4HPotE5lEoZS7IiqYZSOQPJkHlom65wXwEAgE6uaQWA3DO9JjJ+11VuiBfr83QAIGCksNmiNAy7Rdt0efbwf8+zKowD5caC5lTGMRX2248Sc22VKV29jyAIgiDnEvz0TRAEQZBzVYJN+Kr05b9RU8r20dr56UDhZ4N7v1NtrIgPez4ROP/C3LVvF2sKOqcm0qkVYaKi0c7/u/Et1b8b3nKV6vP/M10xpaMslSWhk6gbx7Jlb4E2Z85o55WUShWkg4X+uN8EgPYARhBk6kXZ8IOcwEkmc8w9jiNEJMHV4Rgxc5aLphsMQ59Zv0ARZFr+Hh31ti4/4mn5xkjna02VyWtKNv1RKZKfExPhtg7s1rb6u74iCMIao1SXt8u+f8y/w+W6in3V+qrlucq8Z5Qi5bjKU4gJcXKBaeF7tYbZv15pW/Viha5y1Pfvk0VEcDmXFi/uu678vH58Gv9czZTx8LaWA2dtsvxk7d7exf54SOaLBS2dvj5LkmOg2d15UaOz4xftnh7z6Uc4lYggj392wwAj4jT96gSGEaJ0/IxXF9dklQwoTZTCS3jLu2N9VR7MoyxU5gRGas8BJxcT1JleFpkAo1yXnGerDAAAFOvz/amK4+BgoxkAoECTuW9dwZKzLlkOAOCPB2f0wgMEQRAEmWnQzQcEQRBkRAssc8J3V9/2QI2x6maLzLT52PEcZVbX0HYxNi61R5zWbQO7soYbZ032iuDlhRdfvNi64M2pjnkqCAAgJcQj1hmUi6TCurwl8nJDYR2c48ndTUVrXPfPu9mzoWBVcLR2SS6Z6Yn7pcOdS7BxkZJSDUpIsVKEkxeHEsF3Q3ToqqmJGEEQBCDMBIk4G1s52eNGmTi+33m0ptHV1yUSJCktVzpTcTxjxTECra4CABIn0vbG+X5n/arD7ibjSOeLNHnbz8tedp+UlIxp9epM91bXh1kPbP9pfou/82c1xgrNePrONy/oubrw6ts35V1SUmOo/d5Y+qzLXN803zj/pQQXD2crsj+1yqw3zTXOfXCxeXFgIvGPBy3EFRHWn5XkY3JiGhPmdCKZtn8P08kXC+J3vf6THQ++8+hPNjdvswEA7O8/qhhL3/NLlv29xlb6BgBAnKXx7V0HfvWNt/7v8iODLeRvtv39+GeaVne36FefPD1vuDF+/OGTOReXr3z3TCZLzM2q9OpNClmCo49nwAN0yLrfW18yUh971FlSqM92TfiiyISICQqKtDn9oUTkkf6gI3tX38GU3VeWEOJZAAAigpyx27+dztqCJWk5UQ5BEARBzlaoJDuCIAhyWjeWXb1zp33PPwdjTo9ZaqQ+G9w3/+Q2AsbX7HMe+rdZZlpboi0ctvQkhkFdiaawhyIoUb230Tb1kU8OT8Ijt6mMdUFPpGa48wKAIMLJ7v99ee7KVWd8l04mLvl3w5ujlhL1xAOMjJRIAeD4ypYIE17E8Mx+ChM7BqMD/wgk/TGD2KQzykwXBhOBhkgyPKiglNun/EEgCHLO8dHeO2g+kTvZ4wqCgAMAOGLuAl9/gK4ylhxSi6kaDuPO6clV4xFggmYFqfDF2Kgu1bGkGkWQaTvhneXZDDWlzACAERNYN5Rd9re+8MDyA676m6YxtJShuST+y31/uPySgvUVyzMWXpKjymgZT/9IMlxYoCjYyfHcY+64awGBk25OYPMdMUfVsTbZiuzNEkLqVAiKpd3RrlqVSPW4AEJLtjKbBoD/7nLsygOAxyb7sQ2HZgUvw7Pa6bgWAAAlFZGZGnO4P+BUTtc105EAAjQ42wtb3d3f39F94JInP3u+zhX1b/jJuntnFRty3Hm6zORIfa+qOp/e1X3oqTp78yYAgG7/QIEz4nluR/dBj4gQhXr89leiyfhgT8B+Ybund+PbzZ9+CIB5AMCGYxjBcCwRoaM5kWTMygvjz+vJSIkwL7fSQah5mSfhH3H7q5Eet1xCDQDAWZssTSdSUgLbb/mXUO9s8xA47paQ4j2Zastgpvq0O3FNmd6Qne0LDV53YPDoigWZNXemLJAUGAg7qzKU5iOpjgNBEASZHujmwfRBCXMEQRBkTJbYFrwAAC8AAMbx3Nv9UXtOlIkdv3HbH7YXGGWG3t5Qf2WJtvDAcGMstS18dqlt4bPPNj5/DQA8P02hTwqVWDbiuRgTxyPJaNrtK5oiQjQUEZSUnHLFvCM2SnLJLplIesJ+dxEmInP0O9vDSv+LYkK83yS1NAgMPAEAQiwaIwxqw0f+qO8WrVx3Tpe+RxBk8gSTAaUrPvizCBuakhutnMAff51M8ox4v/NorVVmaq8w5spYoGfMxLFU0oi07hgbVaU6jnRAYFja3ivpCw8qX2h556qH5995aLR215RsvCvGJiqafG1zpyu2VDvorFdtzF93JwB8Y5d9P77YNndMmcUSbeleAACj3PgZDjjWEeq4SkNpXqn3HbnHT/uvN0qNb1bpqp9uDjQ/FAD/tWX68kiptrQZAKA/3CfKVGYx1fqq/3aFOh9jhcl/m4oJGCRZ8eH+kFcSoMNZnDAwrZmzgbijypat95fm5dRhLC58WL+7djqvn24YnoUev31Wj98+CwDg158+806ciWfIKVmrUizfuqli9aNdvoFajue8P11/Xx3A5yvRVRKFaZalyK2TqZltnQdscYaW9gedWQAAXb7+iqHX6PD2rZ3MmFeWz20Y5B2VfGJii2gFHN0/ni5xNgEfduzyL8isxjp9vR0CKZ32yi8fduzEzQoDJQgCWW0pjVCEiOsLOb5VZS45p5LlAACxZFziiHgUFoVhxCp4CIIgCIKMH0qYIwiCIOMlrMxauqE/Yv/HNvuuG7kvVhOEmYg2HIxoc5RZRQAwbML8mPU555XRXNK/x3lg2lahnCmSFGyrsuc1HHK2FATo0Al73BIYAWJSnLrp9WmGUIofuKP66h98a+sjC0dq0+7v3XzyMYvM+rGl2Joz9Jg/4Tvfm/CUUCJqgOeEYpIgGqciZgRBzjlYT6TztmDS/xOGT1qn8DqnrAgejLkKff3BWK2p7LBUBNUCdk4XJhmVWWyu8yW9lZzAoc+tAEDgGJHqGEbCgwAHXA23PN/89lPXlm7oAgBo9LaLyvWFzNB2+eqceJ4q6zct/o7nJ7IidSbqjdhtL7a+ef4ds67/RobCrAEA3+n6DKWm1DQAQI2h5p8AAHEu9lKZtvzXx85jGHzTJs84XureG/dcLCcVlwDAbUpK5ZOLFP5gMjCp77lFGMWIME37JwO7qhieSVnSMsLEtBEmpjVLDd2piiFdNbk6qr/4pwEAFvf47XfFmIRYQcl6Dg+2tMeYuIoiREU4hve0unuMD6+5feCq6gsCGSqT9L8NWxL/2P/6uFZ8TwTDsFIeP6PnAZQwn0Zvtm4h1+Qvkmokylf0SnUoykTz5CJ51+l7TgrMINF8TS6S/EstUQXdUR/Z6e+7fGXu/O2Fupzd0xRD2ijS5+5NdQwIgiAIcjZK25JuCIIgSFoTvlR21U2XF268SEWdWAWR41kdjHLzoi88oG70NW9wxFzUSG3SkZf2mAaTPRUbihfRl5Ws6cCHLPLiBA58iUBPCsNLK9Wm0s0vtWx+faTzGGCwwFq965Cz8bQ3/rUSHQ08aFiS2eFI2pcrJeq6SQ0WQZBzUme49evehOuvU5wsB0Hgh32eozlatnuwrrrT72kUYeLAVMYwU4kwER9mw9koWf4/BIan9ffClwiYj3ia7z/29cnJ8mOuKLrwrVJt4QfTFliKUbgIcpSZ0RAd/jmB4Y194QEiwoSJJv/RB30J77h/pjJSfjzhHmWiMoZnjr8ZH4gMSOJc/E9aqfZWAACT1BTMUmT+cnIeyf+0evwDb3RsLUtlsnyoNC6+kDYGw25NMBGWDoScpfv7j25odHYsr7M3Ww8ONC5cmj+77SPnTss/2l7RvNH1YaLMlpfQSdX0N5ffHJ1lKRqYqpiO9nfkqCllbKL9s1XWc7oc/3TzxgJ8s7vzR2qJ3Kim1AlX3NU7jZcXajMqflugy3EHYqFLvFH/UrVYmRdKRF4Ypi3W4e8TTWNsCIIgCIKcJdL6AzeCIAiSljD4Yp9unUT7nkVm/iCUDK87djJTkaE+5K6/ttY4a9iy2S3+9seeb3119jTFOun2uw+pAUB9RdmqkADAKQhl6L3Oz/RqsbIw1bGlk2/Ou/WyVn9X8kc7fn/KxIgyfUFgXd6SzVkq6/FSfpFkhFJQimH3WCQIos2f8K0qVBf/cCpjRhDk3EFzdLUAY1vZbQ97G9oCPfTQY4IgnPBvHMePH8MAOz5tLJgMF4w2dk+4v9wb93vnWSuaBZwuHdeDOMsxAoNrRNq+BBc/5/cuPwbDsLRPADT5Om79e8Orz91Scfn+kdqoxaro9aWX3Ppi61t/O+JpWjdSu7NFkmdAAOGgSqz87od9nyy4vHAjV+c58PumwNF78pSFGdXk7H9LSem+sY4nJ+XxvkhfdpYiqzfOxbEcZa772LnekOPGBv+h8GLr4hfLdeUAAKAUqd6Wk/IHomx00vZ6jjAx8WSNNRlwAR9xn27k9IwaDX8k4iAAAPa4j6j3uI+or1qw3kmJRMzFtSslnR/3c9FkfPIrXGBCAsfwIACMvPfVKPojzriElPAJNoEWA00DR8Qt39yxvfTW2kteBADIU+VNuCy7PewS25Sm4++t9tuPEnNtlWMar9CQ8xIAAI/BjnJjwbD7TRRos0471vbe/SYpKfGO9boIgiAIkhoY4Ghy6LRBCXMEQRBkvI5nCeaZa/l6T+NAa6AdAD5PEhikOqWKUn3YE+pT5aiyQid3TvIMLyHEkODok0/NKEd8R4/tp6qdn1Uc/m/Xm+9XGh9IaUzpJERHLptjrHjhvjk3VP/uwHMn7D377UV3RrJU1uOlQ+Ns/FoFpThlT/sYE/2VTCT/lkas9YWY4HUAY8xuIQiCjGIg2ltDc/HLx9q+OziQqPc0z5mqeCJsVL+tf7++QldcZ1LKK1iBTfuk6HTxJjzVakrdFEwGy1IdSzrAMEj76jzhZFRxyNX4xAJL9Xnl+sLESO20YnV+niprsCPYk4gyMclI7c4Wn/TtWi8jpaWZCtu3e/w9tUk+OU8AAXoinV+zSTLas9W5Y06YG6QGBgD6AABYntUAQBQAoCvYW9rs77gFAGNwDN92rP1y2/Imhk/+rivctVaEibJ9tC87yScnnPyUEypvhOmWT7T/VLDHncUX1y4/8tahbVUmpT7pCnvT/m8lnbj9fqpYk9fRGu06Pslrm3OvGQBAK1ZzFCGioxCfUFJ7NGqxgo+zCfNE++spLUbhJJdA1TOnRSgZFclEUqLV29tjkBkmPE6js81Wbi4aHHpsIklrMUmNlD0QYAyfGwPxkH5ZyVzXeK+LIAiCIMjZC72pRBAEQc6IUWJYcOzfAghwwHU4mxUYaZiJVAzXfoFldt0fVz0CX668sRXHzo6Xob5In1CmK/lLquNIJ7NMxXadXLNchItOKJNXpi9owABWDD3Gcuyh4cbgee53QTp4AQBAtiK3L8Em9AE68JOpixpBkHNBjI1cygncmJM907HPMifwcMTbXHPY2dMvAsmUlb+daXjggeE4gwinTpmAdy7CAEurVb0jafC2LX6rc8tdo7UJJSOepea5j15TtPHD6YorlTqDPTkEhj+hobT1Ekr6kASXZAAAyEh5QCFRfjSBIQUAAIvMMgAA0BnoufOdri2vvN310UJXLKLa0rvHObTxeZlrfn572ZdXrspYfVmlbtZVNpntrQx5xpNmqeUfWrG2YTwXxoFMRpi46vQtx+7SwnXdmQrzGc2m7Ur0Va2onR2sKSxumqy4zhUft+/Je69uZ+5y47zuAnX2CT8HPx0kcnTWjqm4bllOXleCo8e9kIfCRcJiy5yWj9v2lIeSETTJbJrUWsoSK3Pnz1WA9PChwcbT/twSbGLYyVDl5iI7TMJEaIVIinf6+yY8eefiktXouQJBEARBkBOgFeYIgiDIhLliHmOci59Q3vGIp+Ga87KWP0zhVN1wffQS3R/tkcEtBaq8qy/OW3/bG52bM6cl2ClQritxf3P2V417HAdeWGCZU5fqeNJRpbGo/bKiddHX2j6QAwBUm0rtWon6hBv+NBfvU8L/tiDsDXdjWkqnpWl6AyWh/n3seJKjbSyfhAgTvhcAnlWIlCiBgiDIuESYsITmEreNpw8rcNNW/8wd9+Rt6w/H5porjpAkW4X25QWIcGGjUWI67E24q1MdS6phmDAjEuYAAE2+jjt7QgN/yFFlDLuPeZE2rwkAsEg80VKiLTC3+DvmT3OI04oHAf5c/6/VF+Wd91SRzvJBR6j1agCAKBPRcBy3CgCaJzp2t6//1wEmdNUn/btyAAAOOBtyLilYdwkAvHpy22xldl22MrsOAF47dqzJ36hhePYxhmd29UZ6lXEmls/wbLaSUug0Ym2oM9hR5KW9RcfakwQ+aoIKAwyKtbmb4ywt+dPqHy+5+t2vYREmJtKIlRExIY5ISQkvJqhPWZ7VqCjFAZ1E3S4lxIHLCtd/83d1/1w+0e8DDwK4Ez61UaLTKCgZF0nGJr+E+FkswSaJP297ObfCXBityC+ONgRaj2+HIRGJAcfwSZ1Adl7ZgsZ+2l41kb4SUhzb1Xk4j+ZQJf7pYpbrma8vvPmdTJV5kS8WCJE4OdrMdwIAOB/tY22kbepiUhhoAJjZZevGqc7RrKmxlAZSHQeCIAiCnK1QwhxBEASZsM5A1492O/Zrhh4LMxHCEXNVa8TqowDQM1w/m8LaBAA/KteV/MEmt374QutrZX46MGNuAh9TpiupHwjb3TiGj7qK6lzW7u/llmTOTtqUJrdJpgtkKM1bNBLVCbP5SUJ0wt0ujMfucYVcWQXGwoe+OIRHk5GyJJ9sZQXuxwqRkg8mAr8CETwECIIg4xBmggtons4YTx9O4Ka1HArN0bKd9oNVJdqC+iyVtoAFZtLL4M40nMBN6mrWmYoXeBmJk8Dyw27Zmlb6woMlzzW98dD3Ftz981GaCVWZpQ+2xNqXDUadb4WSEfW0BZgCMTZO7rTvW1VlvOoZVmAxgM+rKAzGB640ykx/Orm9O+4zG6U650mHsQPOeuMc86zjZYT37Nl588eig/pjX1O4CEQYoYMxKtOWBwDgVgCAOcYTd58YjA4qzVJTaUugpZbm6FX2qP2qYnVJ79XFSusex2E8U2F9xSTTO2NsfK837i9UUPKQIAi2ywvX/8Mg1YbFJBW4peLyMn8itLRAk5VYljHvOQCgAOCUTOdhd/M7lfqi/x71tm0Ya+zDcSd8OSur5hx+e//2c36SzXjNySjvVssV4SyJVdUA/0uYExqsfJ1mYbsvGA7H6YQ0W22l+oPOuEQsplmGVVC4SI4RWIjAcOJQf3NRJBk77WyvOJPARWIymOQZzXhiNEr0gxiD0y2RvtzxP0JkIhSUjH/lyt8x++1HrSDwL7As99LszMphZyu0BlqLjniOvGqRWfZY5dbHAWBcFSyQ0aFkOYIgyLkHwwDtYT6NUMIcQRDkHNYd6iNzVVkTuuvaHeojNRL15cFk6JTXkiZfy50WmXlnibbwVwCAwakl1zAAEAo1+Z6+YP+f1metvvmF9tcWTSSOVCpQ5cgkpGTXPHPt1NfrnaEuLFjx2GDYtVOKyW7J1JrieqnmlN+JGBvlNWLt8WMDiT5GIVKuB4CH2oOtl4kw0eVWue27NJeUWWTGQID2YwRODLtiDUEQZDQYYOMuAcoL/JR+Os1VZrdkKMzh4c7pxbZWCYHpemJd2VMZQ9oTYMZNqpsKLM+K9WI174x7Z8SeNo3e9nsPOI8+Ocdc6R+t3TxzzeAex6GWUDJyVq8yBwBwRF2Zda6OpRqZtjuQ9OcCALjijhP27h2Muiir3JSUEFT0pO4YAAhDk+VxNtG5U9JAeaN+HACgTJffRXNJsSPmMU5GvFa5NWyVW/dV6Cr3AcBT+137f5GpyHQNhP1rH13+7Q+6gn0JEidEswwl3pHG2FSwpgkAhk6WHDbRVm0s5XAMH/V3Zax6YvbqWdZCd/1g+6R8H84FVqXJV2LNS9RFG2a95zhxW2c/HST8ECwECQBIALqgF0ANwAANIAGIf94sAwDgygVr3QfamhJHHK1Zo11vV/vh0gvnLDoSZeKa8cQpxkWefYNNs8bTBzkzWokKa/P17C3W534fx/DDVqVx2Pcs73S/c9Nh7+E/xdm49LD38KwybVkZjuEr8lR5496fvMnVYSgzFXjOPHoEQRAEQZCxQwlzBEGQc9hEk+UAAP2RgauX2haaLTJzwhFznrA/WU+4P3t15vInvvhyuOTE8WNZ6sy/DsZdX51oHKmiE2tBT+qseqnud6mOJR01DbbfTxLUfIVU/BsxLp6Vq7O+oZYoNw/X1ibPPH4TxREbtHgS7ts9CbdVRioKC9XFr8EXZUNp2rcEpLCTE7jVDM/IlYAWHCIIMj4xNlo+3j4cz09pcrJAnRO+onjD3JHOC4KQsEUyjnzm2jGh0rVnA1/Sa9OKNM1BJlia6lhSiRVY0EiUcWfcO+E9W6eTM+Yxv9m55b455sofj9YuySeTWUqbtSvUN12hpQwPAmwb2H3/VcVrdgF8njBXiFRvDm3jSwQwR9RF1Zoqo23+Lm2RNs/fF7aL42yCL9bmH58wuLV/9yuvtL2TaY86j+/hbJYr/TqxQR7nwuYPez9YuzZ73aTuET/XNLceAOD6so3/AgCoNY37KXU02NrsJXs25p9HdQR7Z3tifv2HfTvHvFJ+KE7gIDvD5kIJ87G7tHZ1qD3Wk3um41BAhSNM/LTPURKSAoGAcf98NWI1qaBkwlhWsSOT49rKDXYlJXs+Q2XeMVq7KBu9MM7Gpce+Znhmv5gQj+vn5I0FMvUyTX8kGXvs7dZP39xQvPKVicZ9ttrZu79sSfZctP86giAIgkyBGTEzHUEQBEk/mYqMFwfCg/cuz1i0XSfWRIaeM0r1z0pJKQmfr4Q5HUEhku8xSHQOAps5L0vXlFwa9tOBP6c6jlRr83Yfz1p3B/pnNbhac5td3X8mGOx+XIQxnCDQOrnm6ZGS5UOFkkGFj/a+7qd9c/y0zxhlIl8eeh7HIQ8AQC8xfMwKzGuhZGiWI2b/yeQ/KgRBzkbBpN+U4OJ3j7cfD8KU3pQPJsOjjo9hmCRbmV11cfYl9QpCcfKK03MGD5hUKVK61SLNgJxUnLOrziQklUh1DOPRFez7cpu/u3C0NsXa/F6tWP00Nqa3jTOfO+4z7LQfyQcAWGpa7ZfhWiaQCGUAADR4W4gEm8BrTZVJABCKtHn+QCI4J0tpo4cmy9u93d/f5zxcMTRZDgCAYyTWG+0ocSdc2f3RgYeb/E0z5801gHBB3oo/rsxacM1CS+19qzIXSk/fZWQxLq7VyzTjXtl6LiIwAnoiA1x/dFBy+tajc0Q9XKe3z3y6dosLajodUVfmeMf3RgI8SpZPPRIn4Y8X/GDwh8u+ukclVnQV6XOfGq39HueeZd2h7nVDj3E8d75NbhtTJbZ6V+t8AICe4IAKAEAtVX55trX8rYnGfzZDyXIEQRAEmToz6cMTgiAIkkZyVVnsQGzwMxWpcM0x1ewfeo4iqIQ75i5q8DbP6gr1mk43Vrm+5I4H59y79cuVN/VOXcSTK1uRFWRx7jepjiPVivS5oWP/ztVk1ttU5t5SU+5XirMLcgu0WTdlqixHxzqWilJHOIG7u1RT0ViqKXdoRNoTbraJSKrdE3UvBQCwyjK2qShVvZSUve6MOZZN3iNCEORsNBjrr+iNdO2Pc7Fxl3EVprgke4SJUmNpJxPJZl2Qc3GgQFnYOZXxpKsg488JMiGjn/FnxLmEwSAx1eEYfs5tiUJiOJ3qGMbDHnFlvNb+wV2OqGfU3/Mby6/4abm+qH664kq1Ondz5e6+jq4XWt/ukOGylr7wAAMA4I37xVJSkr+ld2flQNihbPC2iqUi6cDQvu2+zu+7Y5472vydhpPHpVnm+POVIza4utHX8NupfzSTr8JQ+B6Jk75VWQsjp2/9P2KCYjNl1kYZKaVxDJcUmrPdUxXj2YQTONjWcNBkFPR1JrFhxPL6pzPPWBXhaWFM9xk1akWEH7YQ2eikEorKUpnj4+6IjMuKnHmDKkphn51V3DEvo3zD6dr3hHsuDzNhzdBjCS4BcFK1uQODDdl7+g/nHPv6s77Dv93Re+BGmk3+FABgtrWiEQCgWJ9L25SmaXm96w0Ojul9GIIgCIKkCoZhZ+V/6QglzBEEQZAJm2+efSBPk/uV83PO27Qqc+lvJYSYAQBwRt2XAo4tfa/n4184o86vwRhebwxS/TVBOvSCTWaZlL0Lp9o+x4HWMn0x2kf7JFqJ+oySF7N01YfylAV/yZHmQ5Kmi4ae08n0uzmav2josVAy2MMKzDeHHnPGHMSZxIAgyNnFEbPne2n380meHnU/1ZHwwthu/k9UnE2MeX9uHMMy5hjnZa+wrq7Dz+GPcqzAgCvhrFFR2jaj2FRHYuSweyKfjUQEOaMS5gII8FHPzm+82vbe/adrWqDOuf+qog2/XmCpDU5HbKk2EHXmtfg7C59teeXPjpjnhd5Qf+3yzIWxcn1xg4SUXC4A5Ak8X9XgaVna6usyvdzy9pMfdG972E37b3u/f2vMk/CfkjDnBJApRMrjE1Dbg+33vd391q3T+8gmB4njey8rWDtsImu9bVmnlTAdMvD6ejNmPJIhN7flKbO6QoPx+AcHPivPEltbmCDn29N1xDLdcc9UYTqq3Np8oOZwS6vSBtYj4+1/Wd66oB7T+t9q+LRgLO2jfHRC5fa7wv1FBabsjmNf41/8TytRjT/7joyo2dOp99OhjlZX/w1muWnU52R71E7qJforTj4uJsT1cFLCfI61ondBZnUPwOeJ6kAi2EJihGCU6S6b1AcwDtlq64x8D9ETGFCkOoapYg+7xvzeGEEQBEEmE9rDHEEQBDkjFrkpAgDwpdKrvkFiZOcnAzt+3xnqXvtU/bPxMBOR5qty2gBgTEnUNdkrvjXbVFX7y/2Pr/Ql/KLT90gNDDCoNVWFUx3HTBKg/UqW4xQGmWHQHXMojDLLiCuGDFLj7/oiPXcOsgPmAiiCIB1Qx9lYwiK30XKF7BmaS6wWE5ItAAAUTkVFuOjGY30jTFjMCdxfAeDGkcZHEOTcEWZCtT7a/UeaS4x7ZfkxgjC1JdlpjpaNpz2GYaRFZqnZlHNZ01bHJ2Yf7Z1Q0uFs4KM9JQAAOrG+LkD7alIczrQQ4QSb6hjGiwcBjnpav/9U/YvqO2Zd/T2A4ZeV3lR+5RYA2PJGxwd/UlPKZ7b07VzNCmd3Re0AHdIE6JCGIqhYkk/O6YsM6j/u3bG+NdB1LwbYDwFA0IpVA2JSHCAwooVmk+f1RgZyhhsrT5kxKCXJKIH/7/vLCzy0Bdp++07329hFuRuembYHNgkyVJbr9g8eqb+j8mqZNxEI7XYcNunEqrgAINneelC2v68hf6S+r+/fUjWdsZ5N/PEQBRxIYYzTTwmMgDnyWV3/3PWWvC/gGHFi2tdX39DZ4eljO1wDVnvAqUjwtHYi8YkJKh6JxeQrC+cdCbJBHcOzCqVIxspA5v24Y2/JRMZE/scg0/LBRBh/cPFtDTKR5JrlOXNPOxHBm/Bes9e5N+Pk42pKPThav2y1NemJ+V4WBEjkaGzn7JYzE5WjyRhXBY6ZZLqqCyAIgiDIyVDCHEEQBJk015Rc9gdHzLWw3tt4fZiJSAEA9rkOXV5jnPWDPHXOmBLMOol2XZYi4y++hP+OqY124tSUkpeJZOdM2dDJQBFiViOWDQIAELjotMknGSZXmSUW2hlzkGaZJagWawAAQEEp2/ucvdebDZZ6iqDcZpmVBgA6lAzmqyh1p0KkZDDAbpnSB4MgyIwQZkKFHM/+PM7FFp3JODxM7QpzhmfkE+lHkVTZmox13gZ/fXOD/2jpZMc1k3A8a8YxgucF7qxfdi8iyBlZ3camMPdUG0pf8sR9ZoNU5xit7aaCdd3euP8ijUT981da3/7GRMo2zzSN3paKYCL4re5wf6Fw4uPFYmw8CwCyAGDUiT82pd4ZZn21cNKUigSXUB31HX16MDp4u0qsfjNfmbc1U55VLxVJWbVYHe8N9xDZypy0m5mgl2gSRbq8OwbDrkcognJcX7IR0xMaqwBC6OtNvzrtHtnIxJVb80i7a9Rc53GzdMXRf+16K4/lR/8VavJ2BAY5x2y5iRLWFswbaAl0jXv/cgAATuApiVyEtYTaj0+KiLFxTi1wafc7PBMtyqyJ3VC1qRcT4PtFhtwRn3x7Q73qbFV2EAAgSAcvirGxU9oEkoHTTpqfba2Y8BYACIIgCIIgk+2sv6GAzExdgf60XVmKIMjoFlrnfr1CV/pvAvt8WUIoGck44Dq8aTxjzDPXvqukFIkpCXASZKuyAiROzsg9IVOFFzgevnjfoZPowyE6ZB2tPZNkntZLDH8SBOGU9S1qtfqtQa/9dXfMKQYAiDDhX6kodWdvuPt2AODlIgW6YYYgCOCALemP9oypNOxoBIGf0s9MUSam4XhuQttZYBimr9DOKlmTsb5OhIvOuf28jwkyQatKpDqa6jimgwgnZuRrXH/EYV1grT5skOoc9ohT6Yx5Rq2soJdqE1cXX/zgXHP1uEtDz0RJnhG5E16tQapzTXSMIB0fsfw4L/DgTrgXdgTbf7FlYMv2/3a/vu+/Xa8//1bXW/d5E75TSimni3x11idLMufMvaRwzQajWPtHmUgS+veht2Md3l50v2AK+RORMU/M0ZCq0NBk+W0LLut8eM3tvSe3C4djegAAmktiE02WAwAwPEN0hHpyhx6LswkCKI5TULJz9nXwTOEYDjdWbRq4sHDFXoZNtn/cvfvd0dqrKfXzHYGOWwAA2gJtp2wPAQBAYmiNFoIgCIIgMwtKmCNpKU+TOSNXTiAIArDQMtf9jdl3fylXlbUTACDOxvGj3qZfAcCYS9ouss57o1RbnLZlIxNs4qhcJPOlOo6ZRCFS0jCkND+BE6OuqLRorT/WSQ2/scitp5RjU0nUh8QU9U8VpWnzJ3wrw8nQQID2a7KVuU9PQegIgsxQzvhgMc0nisfbjxewqC8WaesNuOob3V0HwkxUNRXxHZPgaCzKxie8ZzOGYZheoq+5OPuSDpPEPOFk20wmJWStWkr3W6PE/IBKpH5FRsoGJjKOCKeCakrzZjrviU7O0IR5iI5IX2l7rwAAwKYwh80yw6nLEU/FL82Y/5CEEJ8TSbAIE9MDQFhOyidUitYsV4+6cv8YTuBwP+0vsUftm4766p/YObjj2e32bV+ZyDWnU621/PdysXTW2sLFxlTHcrZ79eAHeWusS8b0PLrVsde6OK+2DQBAQlJCBGLCp67PssrNBZ4TGgqYdApCPS7ERBR5OlvXVF7jZHqpJm1fK8arxlzqXGyrflEqEv+0wlx8iU1pGvGzuyvuktMs/aaSUr4PAFCqLY0P1w4HHGXMEQRBEGQS4Bh2Vv6XjlDCHEEQBJkSBEbuGfJlM4ywX+VIlloX/GeuqSYtV5lTBNWY6hjSSTDpJwK0b46f9pbC5xMjMIZnFOF48Bqnx/lOOBr6iOYS5UP7yEXy9jO4pGDR2J4Sk+JsrUT3qZxQFEXZyIYzehAIgpxVPAlXTpgJ3TXefgIvxF9ufs/7n5Y3i97s+mjWlv7P5oSSYdNUxDhUgA5NOGF+jIgQFa20raaqdbXnzGsUjuG8Xmz4U6WuauFS28p/nJ+94Teb8q648vL8a7MrtFULTVLz11WU+iURTo36/SVxUUwn1v++WF1avTH38k35qqK5Gkr7PI6lX3KaxPEZmTx2xb3SBk/buvH2W2Kb+8E8S83BqYgpHbnj3gKTTN+KjX2eKQAA6MSaeIKPTKiiRpgJi+s8db/a0r+leiL9p1O21hbI19me//Hae4ZN0CGTI8YkREmaTS4y1/pHaqOTqKMAAAImgM2gx9cXL/Hk6TLdjcGWghATxbJ0lhMmcEXomAjHpu4WZIyNq/L0mbSYoKbsGkMty57blaPJGFicVVsvxmd2wYO5tkru4uJVDQtzZj8QSIT3NHs6pRtLVo/4WsPxXIJm6b0YYAwAgIyUSYZrJyJE7qmKGUEQBEEQZCqghDlyVhiMuMWpjgFBkBOROBHHMRzKtMWvVBkqxr1qpdJQtssg1f9ivDcMpwMv8B2pjiGV3AmnJZQM3O6nvT9vDzV/dzDWX98QqNvfEjzaeNCz298abNjdH+3Z5WZcl4REPhWNJTJD4fAfvUFPIM7Erp2MGELJIO6Lemb5E15SIpK2ayjd/X7apxvSBPPEXfnehKdmMq6HIMjMEmOjl7ECox1vv0Ou1iZ3wps9FTGNJkiHJiX5g2GYplRbVr4+84I6ChenXbJ3MkkJaUeWPGfjhpxL7i7XVp6c1OFnG+ftWZ+14fFNuVdcXaQuqVGIlDtPHoPACFYr1v2zUFU0+6KcS+6bbZzXAwCwwLy4/uLcy67LVxYsV1Oad9LpvYgIx2fkht5asSqxwFZ0+QS6CsWavBcofHqSYOmgK9Q7q0RbcHg8fQo1Ge00l1BO9JoRJqLqDnc/2uhr1Ex0jOlSain8ajARuadQn33K+3GzQg8mhU5YmF2NEnVn6OnPXskThOEnPFO4CK4ruXhQhIsEAICe+EDu7LzypJikJMXa/AQAgEhEHk+4ykgJzM+r9OJT/Fy6z324vCq7sG1efnnbLEvhmUzOHdUcS7n/qLs165CjMe+z/rpZi7NnN+VrMn1zbbMCYkI8456jQ3TEvzpv4aUAIKzMnR8vNeSPWgHEKrdyWZqsg0aZ0Q0AEGbCR9WU+pTHrRFrAlMTMYIgCIIgyNRA5XGQs4JVYZxQ2ToEQaZOoTrvv3qJznlz+bV/gHGuLj/myqJNP3PHPUsPuA6Pe0XSVKFwCi4tuGjG3QiZDBE6/G0/46n2J30LeYG3RNnwCZOVOIHD4lxMHedi8784NAsAwJUYBDWlVUpxaYwSbE+EYsFVErHkGxQhjkw0lkQyXmxSWOq/+PKJjlDbNp1YbwAAX3OgcV2ppvwDg9TUOdHxEQSZuSJMWBJjI7dOpG9XsE8/2fGMhZ8OTup7WY1YW3Nxzqb27fZPVS7aNeUr5KcTBhjoxPp/5CjzHpylq/acvgfAHOP8bgkh2dAebH05xATX4BjOK0WqV01S868XmpfuH6nfIsuyXQCwYfvgJxd6E+7vh5nwwkl7IBNE4MSMeg9Soc/rV4tVbIneFPPSjhVtgZZHijQlD45njLnmqmdpLnnjv5pfq5qqONNNe7C70iY3N+EYHscB43GcEGEAcgEE3WDUraO5E58yeIE/4yWuzphjzUH3gSfKdeU3nelYU+2BFbf8rcyU//qLRzZ/1xFyrwnTsXKjQrfrwtLl2/J1mfaHNz/2SKpjnOlYnoNoJO4EAN3J55I8A1qJ2nBx3qqdr3V8sDTKxYnP3AdNOosCbwp04AAANBnPzFJb/X3BQW2MTcAAM6Bjhamfx9UfHSwiMAIq1SV99Y7x5czFhBiG/m1lq2zRKBOTeOMBQi6SckW6HEeADstsKrOn0dt5fHupT3v2lpll+rDD3S6psZa24YCJZCJJYkfvobKT/1ang1aiSvoToeOzjMQEJeRrMyO+eJAvNeTH+0MOIk+TecgbD2Qvyqz5KF+b9aFaogxN9HpLbUu/0RPumRdMBpcej0GsdReqC18408eCIAiCIAgynVDCHEEQBJkSmwou3A8AI96EHiNhgWXu9TnK7IOvd7ydNcIih2l1TcllB/PVub9NdRzTKZgMXBlM+h4cjA3MYgXmeMk9BaneLiEkfYyQHOQFXgYAGM0lLknytOXUMfy2IPjBEbeDTmyozBMVHU4C3RSLx1wERfxZAGG/ilLzPeEuPEeZd9pyswxwJ+zTWaatOAQA4E14SCWpvNETdT0DGPa0iKD+qxarx7VKC0GQmS2Q9K2KspHKifRNcMlTEgPTIUgH2ckek8TJwpUZ5wUa/Q3NR/1HSid7/FQQExK7WWr+xirb2hfH27dCVxUgcPKy7lDnj1SU6vXFluU7xtp3mXXVuz3hrvc6Q+1f8tHeh2NstGy8158sJD6zisTNtuZ7WCFWk+A/nyO3x/XZXd2RrgylSPnSQvOS/45lDE7gQzJS+gsRTj7P8Gz6LPefQizPEvaoc9jfM6VInlBTCi+Bk0ERRiYIHAMMRBiBsSwrMGd0j8cetX/pza43ezbmbfwhTHDC63S5qGyF/6KyFQ8AANbu6a1xRbxOg1yb2Nq578+OsEeR6vhmOqlIAqW6fEV9rBlEuAgK1Flss7+TBAAwywxcjEnQIoK056ky98tFsspLC9a+9dTRF/MAYC4AwEDcpanIzK/vCw5+Ue0Fi8AwyfepoBWrfJ/1HLGOt9+irJqGMB3B40xCPRj2GJVimbvaUsIMRtwJAKBavF1WNaUMvd32adHJfZ0xrxIAYO/AkWIAgBU58wdSkSzHMRweWHTrjsd2/6PKGw8YSvR5ga/MubpLABAZZNoDcpH0F7548Gc6qeaBSDLqq7aUTngC81BFmqLnOkOdS5P859u65yhzninSFDn7w/2lmcrM5sm4BoIgCIKci7Av/kOmB0qYIwiCIGltjqnac9TT6BVAyEp1LAAACTbRAgBps3+oK+aWmWTGUcvmnQHMFXX80J7ouy/Kho+XNsYB50xS6w9NEsufmSQ7RyaWOx2JfjMrsEYAyBsuYT6Un/YuMkmsHykxlYkkRVERRj7HAkuGkkGnjtL9CQCeg8/fD454o1YEZC4A1J18nOVZNYVLvk4L9EUURrWLCFEDAECD78hlGpGuJ0OZeWBC3wkEQWaMGBu5caJ9CYyIAcCEyxpPVJAOT8lnYAzDNOXaCrVFZqnbOvBJNQPMjP2sraG0r2cpcr422zC3b6JjlGrKw6Wa8m9OpG+OMo/PUeb9syfc9VJLoOnuQNL/DZpLZEw0lonCMXzG/Ay1YlUSx7iCoa/mCS4u7wl3XSsj5ctxDO+Zb1p06HTjWOWmpFVuenHrwO6ftvg7TklUnWvCTFQSZqIZAHD8968r1A+1xtJDBMnUnsnYnMDh7YG277/Y+uKtuaqc3y6wLPzNGQc8hbZ27PuxWqL4gOYYTEZJv//03lfWv928dUxVNXAMB15Im7f0acGsMDDOiEcEAFBmygcpLhbrKBVrVhhZNaXkAIAsUGfHynWFiYGwg44y8do1WUt2S0nK4Y0H35lvrs7dYd+f4aeDVgAAg0Z7PEFO8iIfAEzLlicRJiYzK/ShIB0+bYI+T5P5sYggTWa5Huv092X1hQbVOonaU2sra9/as6+s0fN55f9iXa4zkoypIsmYaiwx8DyXkgknvMBDX2iw7icr790vkNFLl9qWF33WW3dIJ1E9JhNL/Vlqq70A4KrJvu588/y/sjw7e5dj13WhZEhZrCl+BQAAJcsRBEEQBJlJUMIcOWc83/h2DkWICi4vWb8l1bEgCDI+ATr8GQZYTTqsMO8N96c+iCESHD3pqxKPYfikzJ7ou/FYspzCxTECI5NmqfXbGfLsP9MsPVupEH8YTPpxkhOtDCR99wIBuRhgICVk7hgXNQ43rgACNAfr14gJCcNwyXkZ8uxBEStpxnhwcCz/D0xBbORJ7mrVMHvhHSMhJfNgmIS5WWbx+mnfbwcj7m1V+trjqwdFOBWMcOEFftrXrRXrvGf+3UEQJN0Ekn6LJ+F8IMbGLproGCROTMpe4uMVSkaIqRobwzBMLzHUbMi9pHnr4BaTj/amZBX9RFE45TVKzd9Zk7H+r5AGK15zlHmJHGXeY0d9R/7RF+n5ZjAZuJvhk5rpuj6JTf8Sc6NUR7vjPvHpW36uQJ3py9NY7BkKLZfkI9XDtYmx0YzOUPvLYkLy02p97bOnG3OXfT9ukRu5Fv8p21YjX2jwdlQuyijvjbLBM0pK0jwNneGODMBAtsCS8l0IRtTk6pD9fMtf7p2dWV4YSkSWfNC6MzPGJMb0XEpgBPztyp+53mr6pC+YiOR92LZrRj0vTpU5meWhgaCLODzYrJGRUjpbZyVq6fLeEnO+ySo3JY96Wym9RBOnCJHrk4E9xdX6ksOeuFehE2mk11Ze/E8AwHrCA0o/HfwmAEC9vyWj2JDjbfX06ClOMm1bnhiluu69g42nrayCAQbVltLnriq/4N+b27fOavP1bAYAtS8RNHzSvccwtG2rr9s8nhhwDGfGGfYZM8sNnCfmI6QicW6B3vYOJuCcJ+p21tpK75SQkin7zPgFoVBT+IMwE375sOfw20qRcnCKr4cgCIIgCDLpUMIcOev1hQY1/2p4o2Z7/4H/6iTqgctL1ldCGtxsQxDk9N7o3Ixtyr9AiLAR8ZqsFf4P+z7Vnr7X1BIT4jGtKpgs+5yH8HnmWh5GWHGdrcxMTtW1w8ngCg2lZTGAoEWa+SUJIenFcdytFKkH48nY+RiGxwFAUFNaTk1pf4c5CTnN0hfKQLNExBHbgYRMAIhlS/NzmsP1eSePT3MJEQBAX7TbCgDWTDKvW6vRNnn9ntlSpdSqotQDI8VG4PinAAAB2i/SiLUsAAi+hE8iJsQSMS7+UZW+Nji0fbGmdAsAfDx53x0EQdKNJ+64K8gEJrR6+BgKFyUmK57xiDKRMScjJ4oiRKVrMtZ5631HWpsCDcVTfb3JoBKpP8iQZ351vmnR+DainQaVuipfpa7quwfd+54ajA18N5gM3MwJ3BnvI306JE6Q+eqsBIHhAnZScT4cwwUQAOOBAxwjBPj8fQOGAQjC/95HHO/ECxx27AArcDiJkTwOOAAGAvbFew6LQh8t0maGtvcdtnICj7MChwGAQGAYYIABDji0Bnqk/JDiOytzSgMxLlqZhNEr/UaYSMERb92TITqoWWZb+cRobfNU2edv7d897Sv6Z5Ikz4jafINMllopcJ//nCZMSkpjBer8cW99MJ3KTAWxSkvR11498sHTUSZOnb7H/6wrXhzP1WU80eBs/3qbpwcly7+wr++o5uqqCw43Ottn19hK+mI0rZ5nqhZHsKg7xsS5amOZYqltDv1p/57wBbnLe7sD/ZhOqu4FHCLw+XOGUG0sebw3bL81QIe0jMDAFbPXBo+62t2UHJfClH1qORHNJVXz8yrqxDgFpEBKGxydGa6Y95Qy/QIIYA85zeXGArbcWHAIAFv5ac/e1/tDjjPexmSvvT57vm1WeK+9ftqq1lxdccFnAJC/MmeBNByOUSSIfkiJSYlBLpn6zeMBwCQ1udZnr/+4J9yzrSPUMTdXlfumI+ZQB+lgbYm25NPpiAFBEARBEORMoIQ5clb725FXvizCyTaDTNdcost7MVeduRVOTThhzxx5BW6rugIl0REkzWzKv0AIJcMyV8wzuHVgZ8qT5QAAakqZU+9p1MwylAem43pfJMsBpnGijy/h/m6ST2b7k94cTuAOyEXKj8wy69s0S68ATFC4Y45sH+P9qoEyeSUiybYvYhO0eu0TnoTrl/mKAiHOxqg8siAJAOBOODUaSvt6KBlcwQM/4g3cfrYrl47EW3I0Bfkcxr0HALNGaiunlG0AABqx9vjqDZ1ElwCAkZJdx79/USZSjgvEl1hglgrA362iNEfH9Q1CECTtJLgERfP05Wc6DkWIpn1FGABAnE3KpuM6GIbpZ+mqtFJS1nDQs69iOq45ESRGRo1S08+qdLWPWGTWabnRP1GzjfN6AObdsdu54ylX3Pn9UDK4cSor4shFYnxhZpZksq+BAQ7C8DvOyMOcw1RjM3/R7n8v48diWJRVePSN1r0FPjoozVZawjRP5471ujSXkGEYthgARkyYt/g6SAInVjT72+VjHfdc5adD2YW4gY1xsTOavKET63fONc1rnay4pspjF3/rOV7gFZtbtv0mTMekY+2nligZCUG9wAvCV1g+rZ9iphXN0rRNaTzyw/PuzjPL9FKGZSIYBnhSSMa8LBNalblABACvFWtyVxhEmv4MnSmsU6n2Vlsr/nNsjJvKL+uvczXVBejQKgCAnvhAxC24K+xBZtqqY7jiXhsA2I59na2zNrti3mGT4O2+3q//audfP/7Wki8f+OaiW5qDdPj6JJvcHGXiqigTl0w0hjibIAYjHmxD0aq2d9u2FvHDPL8+tPi2yK93PXNKIn+sRDgJUlLMyihZ7MLC5S/mqTM9mWrLBzmajJ+2ezrXETgxgJFkDKZ5wUiZtuw3Vrl1EADAIrMEZYTss+m8PoIgCIKcbXBsxuzKNeOhhDlyVuoPO6hMpSU521zxUo257NgqwzuHa/vnQy/kR5lYBQC8OX0RIggykm0DuzYlOLpxXfaqNgAAFaWMzTPXvvXZ4L7vJPlkyt8hdIf6Irmq7O8CwIOpjmU0vaE+KY4T2ZkKW8uQwziMYf91ncT4cwDABBBqrbLMg8eOi0nxVgAAARNu8CXcG3DA7AqR6k8ETjwcjUV+jBP4drPENivKRp4lQcQAQB8AgFFiDhgl5lXhZOg5R3xAHWaCC+NczAgAICYkYZqjlcfu47gZR0kg5IsUq8otvqj7Lb3YeLOUlJ1SQr0n3IXnKPNGfCwjnU+wsQoAqBZw7l9iTKyPs/Gnw0zwD0qR+l+n+74gCJK+IkxoToKLn3ECWExSU12ydFhJnp626iUYhuGFqsIiBamo2+HYWjPcTfxUkpOKQxaZ5StLLSv3pjqW8VhoXrofADZts2/Z4KU9P4ww4blTcR0BA3wqEvIjJMuHaXfqtRN8pHJj8exeEPAQgWOaGBcd14pKhmcyRztfoitgdw8c+NFCy+xZH/XtuGA8Y59rtJS6P8bFTqnqM17ZyqynJiOe6fD4xm//iXyH9DIc+8eXj7xnOH0PgM0t21SLc2qXbSxctWu/0rjuk869aTExN1UIjIAcrbXpvMJFv3GE3HPKTXlRihCFJbiYw0lcKYDwURKY/cFkOLmpYM3LAxGnSIQTQigZ5Qs1OafMONhYcJ5mMOYWPHE/FudpiLHxKdt2ZCwEkmdLDLmOFk+3BQCg1lbaZFUZ+Hebd1T4EkFLo7vjGgA4AADwk5X3Hfz6+798Ok+bKf973WtfO5Pr9ocdiv6wo2iWuajNIjcR9c6WXJNC7zrsbLbcM+/6xHWzLlYsyKgOPLHnn+S23v0Kk0wHS7PnBF9r/lA92ri31lwWvaXmcuKwo/nueldr/mxLWZFZbihM8Ml7ivQ5SQCAQkP+B2cS+5lYZlt2wrVVYhWdqlgQBEEQBEHGAyXMkbNSptKSBAAYkiwf1vtdO+Zs7tz6UbWpdH+7v+ejQm1ObHoiRBBkJBhge4xSww0A8MixY2W64j0b88//1hudm3/N8ClZ/HecM+7K4jk+v9XXUVusKziU0mBO0uJvIyJM9Idvdr630CQ25oa5iHapbUF/lIntLNEUkkE6XCsCcn+5qeTrAKctiigMTZYPReGSK9WUtkUA+IAHbofAcXeLxOR/ZCLFnjgb2yUnFfbh+ikp1Q08cIRVlpkfSPoW4xhul7LytS5hcKUn4Zx3rB3DJxUNgTpFibqiwEd73pHzinUaShcaOtZoyfLhzneFOn6cpyr4oYSUNcTZWLOUlPEAcCfHs6swwHmaS8wWE5JhHy+CIOkvxkZGTbiNlYQQp2SpYZSJq3mBF3AMn5aJYRiGUVa5tWZT7mXN2wa3Gr20e9r2lh0JjuG8Tmz4faGq6LslmrJoquOZqOW21W87YoObG/1HbvclvA/HuXjuJF8iLT/D03zi832zJ/AXZI8OzO4KdSzLUxVsH6nNwow5cQGDoyhhPjolJfUDwBklzI1SU0elrvKNSQppWjx60YMvHepvkh91tD7a5Oo8bYn1UCIKvngwXGzLfW2n/eCl0xFjOhLhpLCuaPEfc3QZn3zvvK+8DgBCu6f3P43Ojr9jJG7hBN4ZSyb8F5d/PpH5mAyFOQkAYJINPz9BTIh3qilliUGqjeGAGTHAhp1sM13sMWdlha6k3qrWO2mWETkZd7aUpRqNMp3LHfOZklzyhPcQv13/7e/+o+716ycr7npXW1EL0Q1SUsLqpRr2Wwtu37Usf25nvbN1m4KS/fOhJV+2Fupy3m71dYvn2Co+M8h08/5e92opw/9vDt98W5VvWfacAa1UFQ3R0Xd7g/adZpn+YFyXHcrRZBYH6bBJRIhQ1UQEQRAEQZAzkJYfthFkuohw8tBNlZdu2e84augJ2vPCyWgzAECtuZwHtM85gqTEsoxFDgD4TXeotzpXlX342HFfwu9JdbIcAMAZc2eG2cieWktVSpPl/WG7Kskmf/hh36f8YMyZwfBMBifwRe64xwoA0B/5PGfdFugwAEDNsX7XF18JmbRNpRIrPRO9tkas3agRD78QR0rKhk2WH6OmtBwAtClEn5dUjybDHbKkTAIA805u2xJsKKNwMV+sruj0076PQoz/zzmKgk/HE6s77pI4YvZcAYTjKx2kpIwDAEhytIjASD9FiuviyXgNpHTtC4IgZyKWTMze3nfoAA8Cxgs8xgsCCMLxbZhBAAEDwAQAAcMAE47fBP98H2YBAwACIwRPwq9JRfwJLoFHmbhfScmndZUjRVCl52Ws8bcGWxvrvAfKp/PaQ0kISY9Jar5vlW3tWVHxySKzchaZ9S9twZbnO4KtDwWS/nsZnpmUKgLYWfgZPs7FJO6461GKEK/KkGeOOIGZ5pOjvsdAAFQSGS7AxOeAm6TmvbP0s241SI2pf9M9TrWZZX+vtZWH+gKOf0eSMfFobS8oWbbvjgVXvr6j68CNRwZbx7X/+dmkJqPsr3+98qf3Dj1WaMiOFxqy953JuItttff+veFVC8sxtRqJSjBL9T5H3JPSveIbAi3Ht3qqMpQ+W6kvfjgUij8CIFwQZ+mcf9e/pb1+1sX+Y238iaBuMpP8SY6BK8vWO1Zkzn5TLlF9nKmyvJapshw73b0mf9H6+xbcYAcA4ZGdTz8OAKUAABQhgmsqLnyx2lz67VpLmUcn0xzbLx4AAIqMuQAAzRaloXnSgkUQBEEQBDlHnXUfthFkPFbnLOQB4PLLStYBAMBf6l643BPzX7Wtd7+sylT8wKqchS2jj4AgyBThhybLAQBibLwqVcGcbOfgnrBZbiRKtEXTvhJxn/MQfsh15Gvd4d473HFvKS+Mr5TuHud+8WLbvJSu3Euw8bt5gd8KghARBEEPgPlHapvkafyo/6BeRsovornE5RJC+maCjcd4EF7OUxaOlljBdjt3PupNuNdLSZk9U559w8kNWJ4VRARVDwAESZJNk/HYEARJjRjL5LriPt1g1HnGpYhTJZQMh6c7YQ4AgGGYtkRTotVL9HUfD3xQM93X14p1r2TJc75Wa5hz1iVDi9QloSJ1yfcOuPc8Oxi1/yDIBK7jBf6M9vEVAM7K5J6X9upKteVvAMDakdpkyC3PmqT6r7vi3uxpDG1GUVESfZCZWMJcRan7y3Vl1803z++Y5LCmzaMbHnyVwHHzm42fPBZMhIdNms/NrGy8tHLN6wAgmJT6V66qvuD7f9v3asE0h5oWdFJVz1SNnaW0/J0XuPI9jrqUTcYajppShs/LXvzQupxlrlA09v0ac9lthxxNV2WprImh7cqNBc/laTJv7gr0z56M6+IYDrWmclyEi1/2xwOtJ58fjLil5cZCAQCgO2hfyPAszLPNin959lVBgefeX5BV0zUZcaRSl6+fytNlnq7KGYIgCIIgJ8DQHubT6Iw+rCPI2ebOmmteZXn2XV7gvv9e1/bX7/voZ4//p/GtEW/aIAgyPf7W8O+vHXQduS/VcRyT4OjFoWRkKqpQYI2+llEnsyW55O/2OA885oy5x50sBwBQUcrnJKQkPuEIJ4GElD5JEdRtrMBV4gTRqhKpn9aJDVtH6xNjowpO4Mj2UPNlQSZwmUqkvmu09o7YIM4LHK6XGN5QilQ/LtaUuk5uIxPJWREu4gCAE+EitLcegsxgWokmmqWw/SfVcZyJAB1M6WQmlUg96orMySbCRYFMedZdG3Muu+psTJYPNce4oG1D7qU35CrzVylFqm1nMhaGYWdlwtwdd2aHk+FHRmtTpM3zL7LO+T8pKUnJ1gnpTi6SJRJcNGOi/S0yywuLLItnbLL8mF9d+M0nr6258IYyU3730ONFhhzXA8tv+dXvNn5n6UVlK34JAFBsyI2a5NrvUOdoKetDA013vXT4vSmZqPWDhfe8m6fO3p6ttLGnbz19bArzpzJSmgAA+Oq867uXZM9O3jP/+n8tz5l7wuej9QXLAqtyF1xVqs8/cOxYvjZr74qceT8u1uUeOHnckajFivDNVZd++q2a2z5s3Vnv4HAhSRBk4OR2pfp8lzPikQAAxFk6AQCwLHtu90DI8RiBE5NSoSTVBEGQpzoGBEEQBEGQ0aAV5ghyEqlIEoqxCSFLaX3y+aa3f8/x3IUX5K+o0EpUM64sHYKcDQYigxaNWJWHYemzTYI96iimCGo2AOyf5KGFcl3JqDeVjnqbl0508EJ1/tvLMxb/fqL9JxOJi74hJWXfd3td94hwKirhlQ4DhW/jgecYgVESGMGHkoH5PJw6KUCMizv0EuP5oWRgBydwjTSXeNUiy3h/aJsvyuF+fdoeEIIgKSXFJU/VGqsGGZa59qi/JT8dtvAYL18imNKJOwSGS2br5zbVeQ+WDffcO5nEhKQvQ5Z55TLryj1TeqE0s8SyYtth78GVvoT3Zm/C/d04Fx/3qlZMEERTEVuqJfkk5aU98zIUmR+M1u7G8iv+ZJYZNj519D/nT1dsM4WGUvXTPF04kb5KkTK21LxUe9hzOKvaUN032bFNtx+sufvlNxu3bPmgddfd87NmbWpydb61qmD+4+uKlwRPbnvf0hte2tN35P5POvYuSkWsqbS6cCHO8MzDAPCtqRhfL9E8bJIZsnvD9gumYvzxqtAX/fGC3JWPLs2YGxpL+3vnf6ljRc68pfvs9at39R268by8Rb+6btaGQ+93bH/8jZYtj+63H72F4dlRFyKtyl343h1zrtrQ7uvVENmFK8vNxbuGa5ehMh+PaWPx6tf7goPLH9v997JnL/m/+/zxUOX4HunExdm4UkpKTyj7Pll29dStk1OyN81KfUonbyMIgiAIgowEJcwR5CQPLfjy62+2b1lHs7T98uJ1G1bnLNqBkuUIkjq7Hfur/YmAFwOcAUiPXaZ5gYf9zkNfqTZU3D6d1/2kf8faQ+4jEypNX64recsmt7zLCdz3AeD7kxzahIgI0U9tpgwsHA2/IadkP/b7A8VqjeqQmJS4GS5pTvL0pw2BulNWSnlo1yyPcwsAwBIAWEJi5C28wD1lk2d/ddofBIIgacGiMO+1KMygIKXfxTDiqwc9hyc8uShVAnQgpavwCJzIK9IUQ64qr+21rpeLpuo6EkLSkyXPuXixZVn9VF0jnVXrZwsA8Pe2YMurHcG2hwJJ330MzyjH2l8QhGmtBDCdPHFX5ljaacTq2+aZq7fvcx7On+qYZhIVJQvBOCe7FKgKNoeZcLaEkPS3BFsOCYKwHgCenpoIp9fG8tXejeWrfwoAPz1dW0GAfQBwziXMvdFAXb4u6wdTNf6G/FWBUm3+l0U4+RrDM5UijGQ+cxxST9X1RiIIAlhlRi5LaXv1vOzF3ePpW2UuSVSZS969rfaKd48dW1+wLPhu2zZOJpIyQXr40v8AAHqpJjjHWnG3VCS5KpiIaJbmzB51QtAx8zNm/TnKXHr1H/b+e+H3tjxuuKBwxd0rc+f/cjxxT5SUlIanauwvzb74xZcOv1d4VfX57VN1DWRiOJ6VEjiJJjIgCIIg5zxUkh1BhrGxcPUHV5Ze8No35t/6jjPmYfbYD4/5JhaCIJOnLdCRsc956IXPHPt+kuASklTHM9QBV91NL7e9sWk6r9kT6itgeGbcG9fkq3IPbMhbf6UIJ2sonJqWmy3jICjlyo0ykbxerpa+xQjJHhEuCtN8wtgd6RjTCidWYMn+WO/tXeG2H3eEWlZOcbwIgqSxSmPFC1qp+j8Elhbzq8YlQIfSYmMyEiPzFpmWHJURcs4oMfkmc2wxIe7Pkudccq4my4cqUpeEzs/e8L0CVdE8DaV9GYOx/fhpnpaQ2Nk5750RWPdY2i2w1tqtctOXVmYsOpohMU/q7+hMphZLx/WLoRQpA/PNC+4p0hT9wyyz/B4wuG5F5opnpiq+dOaO+mbcJKvJMMtaFF2UUzOl1U0KtTkDmQrLDVcUXRDK12RP+9YjSyxzO6p0FQ0cgwXZJH/hQ1t+ffUkDCtkq20fFulyhl0tfkyMSSgDdEgDALA0Z3ZgrIPblCa6WJ/79CWl59kNMm0IQJjxVR8AAA4NNOm1UuXqVMeBnAolyxEEQRDkcyhhjiCnsaVn9/W/P/Dcxz/f9adLAcZ4JwtBkElRpCkYUFPKUfe2ThWaS5L1nsZHD7jqJnvfP6w71DvsDc9QMmQa72AERkCZrvj+Em0hfUXRpq+U60tiZx7i1NCIdUkCcHF3uP277aGmt6JseOHp+nyeYMBAEHjCT3vv5AR21sltOoLtpiPeuiWAnsMR5JxQY6x8Ry6Spe1z3UhCyUhaZEExDCOzlTmVG3I2JlbZzgMtZZiUBMcXyfKNiy3L6iZjvLPFPNOilotzL7sqR5l3oZxUHDxde4ZjMBInk9MR23TjBM461rY3lV/52ersxTV3197063x1dtNUxjVTKCiJcTzt1ZT6tVxVbudy24pH12SteUdOyn8MU1CGeQbAw3Q0N9VBTCcxQcEjFz24a0nu7Gun43pF2tz2T/o++55Zahg0SvVJET71L3cZcouvRF3QHksm6O29+yva/D26/7Z99MARd8sffrX7r+vPdPxvLrrllUpT0Tfn22b9TkJSp/zdyEWy0IVFy68mcdJ58rlDjqac042vk2qeu6rignn3L7h5ZaEue9u/69+65UxjTrXajDLv2uIlT6U6DgRBEASZSTAMAMOws/K/dJQWN2UQJI1hAFDQFeyf1xMaeM0T9z/z2/O+M60lmBHkXKeklEcBYFpXco/VQHSw8Iin8cE5pprvTOKwQq4q++SyvBgACLwgjDthXqwtiK7JXtE7OaFNvQDjf9gRH/i+htK1xbmYn8CIwxhgbjEhjfACF1CIVCV+2qvgBHaOSWLlCJzwcgL3kFKkblCKVK4vhsHgixu+uxw7zk+w8VIBYEGTv0FTpq14BwDAFXOQSZ5eyAqMYJbaWh0x+w0SUvJfqyyzM1WPHUGQM9ce6CJ5ll0bY+OyVMcyXnEmllZ7U2MYJgcA+drMtUGGYxr9yUDioGdvYYgJqcY7lhgX2zPl2ZuWWJYfmoJQzwrLrKs294S7PmoNNt/jT3i/RfO0GQBAS+mbYuz/5n/gGAYJJlySskCnkJyUW8bTHscI0iI3/eO6kkuffK393ecbfW0XTVVs6cwk1fdnqUzuMBOoHU8/AidO2Md5jmnOmMpFn22OOtpMUpFkxr1mTJQIJ+Fry25oVlLyby3KqeGm45rLMubxyzLmPfN+9zbjvTU3HgwlI1lasWrJYwf/JvMm/FNSEkaGS/v39NefsJUVy3MQpCOGIB3WT8Y1vrbgxkM/+PR31Ql7/Ql3fLPVtrpSfd4j31t21yvD9au1lPWMNOb23v1X2MOuef54aKFepoG3Wz+Z5Y0HoUiXg+3uP3zN1xbcuInEcDxXmznjJgYec9jeIq62lUxpZQNkYliONZAE6Ul1HAiCIAiSKihhjiCjeOiTR767Z7DuWwAAvCBAX2jw4qfqXsy9o+bq7hSHhiDnjKW2BU/0R+y3u+Mec6pjGU5fuP9yAJjMhPlwhD8d+dvDLf62r4ynk1asptdlr3pXRSn7pyqwsQgm/TkijCrggBtUilSjrgKTENJXS9Wz/oNhWJua0g57Ey9TftpFGQIAwI7Bbc80Bxpv5YTPh3ElnBeGmfBeDaVplRDSpCfhuDGY9GsdscFYlA3LlSL1V52xwa06ieFXclKRxDG8VyvWT8uNRARBJgfLswv7goNfYfmUbgc+ITSXVKQ6huFgGKamSEptJk2wLvPCnle6XhhXwpzCKVeGPOuKpZYVp109fa7LUeYxOcq83x7xHnqhL9Lzg2AycBsvsHSICdakOrbpEGUis8fTXkFKVRqxylVrqhC8Cf/PLCKTfItz58opCi+tSElJPEthbrEpdPIoGygSsHjmeN+wZCmydkxJcDOMNxZgKYIMAUBabf802XQytbPYkPuXK2ate++62g27IQXVBKqNZU/GkvEid8w3XxAJuRflrcr+Z9NrkzJZYYGxtjnBJ1Q4hgvhRMwj8CAdrp1cJEteWrx2y5lc683WLYW+WDB7Sdbs3R3+vi+dfN4s173xqzUP/Ge84za5O6Q9AfsfXmrcrOsNDp4wia4/5AAAWJelsqx7aMntb048+tRDyfL0RRKkh+GTWkEQWIoQT9l+9giCIAiSrlDCHEFGgWHAsPz/bj0MRt2mjkDvVwHgwdRFhSDnlhrjLHeUiT36bNPzj3ACn+pwTkFzSWOLv11eoi2c0j35HDHXlUmeGdcKjAty1vZISUkxpLi8ppiQeCSEdMSVFEOZpNbDk3VduUj++HzTopddcceqvkjvvaFkUHXIc2ANAKyRk3IuX5VL88BjUTYsBwAIM8F8AMiPMKFNPAiQrci9RyvWPz9Z8SAIMvVEuKhPKpWm5QSr00lwibRMmA+FY9i4EkoUTvky5VlXLLOu/GyqYjobVelrB6v0tXftcmz7ZzgZ/jYA1KQ6pukggID7aZ9GK9YFxtI+S5XhbvC0qisMxcEqQ1knhYn+Wx9qznPHvaedWTdTWWWm7kyV0S8VYYUxNlIT4fwT3nAmnAxP9rZCM9KK/Hmelw6/t7/e0XZhqmOZKrMsxS9fULLs6/cvu3EglXFY5MYQyOFAvjb7wK7WA5UlmryLl9rmUjvs+8/o3mSRKnfg4GCjyR336744lDFS2ygToz7q2nXP5o5tfV2B/tvNcn3n/6164DoAGPOck3fbtj6wz370znfbt3a2+XryTz5vlhv2jPcxfNixE2/1dT/7n/q3DVEmPuxnvttqr+jKVlsHxzt2msH+tu+1C26dd9m7qQ4EGZ4IpwIcz05J5QcEQRAESXdoD3MEGQWJk8fK+wIGGGQozQdUlOL1VMaEIOnGHnHkTfU1KvSljy+xLTxMYuk3zytAB7UAUDqV19jSt63Cl/BXjrffzsE9uJSUdsA0JcxjbPTKIO3/bZT5PAF9jISQTulkgpHUGubUV+mr31uTuf5bc4zzTkjEi3DKz4Mw7PeF5mkdwyd1MTZW0hlqu9ge7bvTT3tP2RsdQZD044y7N24d2CVOdRwTEWXjaj4NJ4adhJDg0hGTCiRGcgpScVRNaZ4zSc1fz1Xmr1hmXbV9OgM8myy2LP+MB+HlVMcxXQZjdos9OnDpePpwAhc96mkWmWR610Lb7Fcq9MXvTVV8qSIjpZESbW7dqqzaLptKmitg0doYG1Ge6bjehHfBZMR3NsAw7KNUxzBVlubOfvGexddfk+pk+UkwLxGo6A73Mxvz14RzlCPmt8dESkqDQ5Llp/Vm+5bvbu7c9udmX+fc/rCzDADG/OL7dtunuc6IdyUv8DBcshwAQC6Sjmt7BADA9tmPbv7rwZevHClZThEiIVNl+e6mkvP2jXPstPBJ+56sH7z/u28BgHDrvMs2pzoeZFQCgZMzr1QTgiDIWQzHsLPyv3SUfpkHBEkjjoh7MY5hUKjNfeGighW/0Uk0B1fnLEz7O5kIMp1sCkvXVF9DI1azG3LXnWeSGn7TGuhY2eBtzjlWZjvVEhwNu+x7/qAhVdealaYemOTk9Autr6065K7/S4yNU+Ptm6XMUA9EBp/OVNgmM6QRERj5Ho/z78tFypQkyEdijw4Q9qjdOPQYzSVUKpE66ubi8pH6OWIDPyzRVL4STPqdvMB/oBVPynaHCIJMIZZn/iPCyfUAMOP2Mo6zCSLO0EE5JVWnOpaR+Ghvf4KPG459bZSYAxJC0hhjo58qRMr9mfLs3YXqopm++i2tEBh+TpWujbPxSgAAT9xNhpgQrxVrCa1Yx4zUvspYxu6y78cBAChCNLA8Y8Hj9Z7mq70Jv2aaQp4yGQpzV4bCEBQTQnGcj9WEWT9gk3hjieGZskkbbIb78vwrIrt6DnGOsOesWlX5zeW3HLqscs2NebrMdLuHIXSG+n4swsl/68TqQJ46S90THpjwgh4cx8a1VchQnYG+WU8denH5HbVXbx1L+w1FK3saXe0PiEnqgRZv14qTz5M4KWil6nFXzOr09xWPdn6utdJ1aemaF8c7brrwxYPa5fnz/v3Fl8Jvtv0d++byW1JaBQ1BEARBEORkKGGOIKPIUJrf10k1+COrHrodUlzSGEHOdXqpzntB7pqbS4KFRjkp++MBV93lSZ5Ji0ope5wH51MEteH60iv/OFljeuLeqr7wwK/2OA6sDCXDE9pTsTfcX39L+XXTttJKTIjDYiLlCzsx+OL5erdz18Ikl8w1SU07Ikwo/r8GGFTpq53uhCNrtIEEEKAz1HoFRVDNvCDkudyOoE5i+GGusqBtih8DgiATtDxjsTfOJr41EBlcn+DoGfdZJ5gMhdI5Ya4T64tX2c47KCMVuJyUmTAMs2GAbxYTkp+lOrazFYGR8dO3Onv46M9XPRM4weerCnhP3C0BAMYTd5MGqfGUFW8hOizPUFgAAKKHXEcJpUjRaZEbX/Am/F+Z5tDPWIbcEqYIqp8X+Fi5Plvlpu1FPEQhPsmpTjWldhAY0UURVNQRdRgscotncq8w82AY9vd/XfPr71z4tztzk9yI8zNmFCkp5jGAX+fpMpOpjmU4G/JW73qt7b1ndtgPzLfKTXIAME10LIHDggCQOaG+IMARd8vVADCmhDkACA8tuf3t/fajm19v/uirO/oO/CxE/6/ig0mua5ljrRjv5y8hSIfbASB3pAYxNtEN41gJn25InOQwgCQAwG+2/ePOC0qW/wMAzqkJYQiCIAiCpL8ZdxMJQabTT5Z97RUAeCXVcSBIOjriabgilAyzS20L/zud181X57rz1blXqdqUt+6073kiwkRTvucrwzO4Rqy++72ej0USQrzDINUHK/VlreMdpzfcr3fG3P48Ve5PBYDqF9terxlvslxNqfj1OasPvdz2xpwcZdbfHFEXKSHFCo1Y7R9vPDPU8clNUlLW40m4r5ORsgtylHl3cAL3fCAZyBFAgIHogE9CkqMmzAEAkjwNSZ4ujTDhUgAAVmCKSIy8LFOR03emgfICtx7HiPfPdBwEQU60Pmd1w5a+7T2JOF2Q6ljGK0iHYzZF+m7BjmGYzCQ1zz7pcFpMXjtbkTiZSHUM08kRG6yt9x6+R01pPmZ51ivBpVSUifAiXCQCgPDJ7VViZVQlVhK+RECjEMnDMTbOzzfXfNTgbU3LhLlapOR1Eo1XwCCIAxbjBZ5N8gxBc4xpMOqysgJXBgCgEksPikWTe22DxHAgX5X/iwpdxZsWuRWV2x2iylrCPr79nx8mOebLqY5lsszNqnzzG8tvfiHVcYxkt+PQ0jhHr92Yf94PGZ79zm7HIWN/xDGhEgpJgT6jGbskTnaPt89cWyU311b5u0d2PbO70d1+W5COXNAV6M+yh12l/65/6y+ZKvN9FoUxNtbxrErT/jZfz5qRzqvFCrw3OCjKVltn5IwOg1zj39VTV3le0aItWSrzwXJzAUqWpzmWZyS8wFdThHhPqmNBEARBkOmCEuYIgiDIhFQZKlI6meSqokv+Fk5GZu8a3PvVVMZxzGsdb5cBwGMAAGpKFZlrrvmRTW7918rMJc7R+v2j8fl7O4JdVyZ5pnSBeY64RFv4ajDhf6HO29ASTkbWjycGDDDIVWVv6Q33d5pkBvXN5df+xx33mpJcWi4sOYGf9uoBwKYV64/CBCp6fND33u8iTPhChUj5Xrm2IpcV2Jc1lPrV6pxN9wEAtn1w6wUZ8qy3AsnAPXnK/DaKIPM5Yfz3m8JMaK6Xdv86U5Fz7dDjnMCRgiBkkTjZ88Uh4TSPA+N4vgMn/lf5UxB4MXaOld5FkKkiJSV1ADDjEuYBOnBOJUeR0xPhonPqdyLJ07I9rl2/14p1B81Sy/2VuuoDSpEmwXBJXSDhA41Ed0rSHAA4nUQTGIw6CZpLQom2oHWuuerT/c4jK6c7/pPlqbK6khwbZHlGzgq8OsJE9R2hXiMAGEfr1+bvK5pnLQjFueiES00PpaE0sUr9rJsWWRY1TMZ4ZyNnxNtz+lYzQ5baElqSM/t7qY5jNNeXbvr4k77PmlRiJeGKedZV6Itb+iOOnPGOM99cE5QRMhzHMOCF8RcFJDBCUIsVE66y8ODi2/YCwN73O3aU/HLHU4eCdFi6z3706n/Uvf7ow0vvaB7rOBXGwq3be/Y/LAzz8WF9wbLnLi5e9exMTJb/dc/L12zvPrAqlIiq5mVW/BoA4KqaC/a1e3v1vX571erChZ+kOkZkeOTn7z9QshxBECQNpOdu32cnlDBHEAQ5B3UGuisEDDoK1Lkz+ibsMtvCX7b4227xJvyyVMcyVDAZUnzct+3RBZY52pWZS47frLJHBi9q9ret6gh2z64xVhre6nzf64p7ljNflJZ/p/sD2Daw6xqVWDl7IDJYPZ5rkjjJfbnimv5MReaR/oiLTXLJDwFA8CV8nhJtUXps+D4Md9wxN8KG/8DwSSvN0VnOuD2IATZI4GSdnFS8a5Vl/mss48TY6Fov7SlwJ1xf7Q53AgBcJCVlf1R4DtgxwHr9tG9Bkk8qAABccac6S54ZBAAlAIAIp3ilSNXG8sxAiAmuFhMSl1Fi/g6O4dIoE9GLCQlNc4niKBtZJcJFtIbSPjb02rzAS1ieeZgVmO8leSwCgAkYAI9juFcAcOKAvy0I8DwOeBaOY1cJglDFARcmMdHjANB+bJwhyfLjZeURBJkYMSE+CACXpzqO8fLToZm46hN9fp9CFE7N6PdqE+WnfbMBhOfL+Ip5noQbl5HyKCMwo5anr9CX8IdcR3EVpRzcmL/u682+jr0RJjrJ67THxijV++SkrK8nNFDFCty4/0ZibFwZpJmDFAknV3SYGAxCKFk+uky1+YBVaeQGw+4Zv4/5xorVP7pv6ZfS/ue9KmuRvS3QTS601rKt/q5HxQT1BM0lx1W1JMHQ/Z/1Hs6fSLIcAEAllgeUlPzA6dr9fv9zy3b2H/ymRWH8sMJQuHOOpbJ+tqX8+GesSDLmU1Cy3iAdLokyMcX23gOvqPc9v/auedcOjiWOfE3mBzdUbdx4xNn65b7Q4AXeeIA0yw39Zcb8D66fteHZKnPJtgk9wBT7T907X29xd80HAGhxd22yh1wvLMqpfVojVbb+fd/rjwyEXBfdMHvjqBPMEQRBEARBpgtKmCMIgpyD8jW5aX8DZSyKtYUDl+RftL7R33Jtb6h/1UB0sCzVMQ3VEey+4T8tr7YOROx5ESZ6nhinsjpC3bkAALsd+4ftE2Yi0jATGVeyHABglr70CAOx2v5Y91cLVGW/VlHy/QAA6ZwsBwBgeEYhCMJBmkvcyQkcxnGsBgA0wEFZgo1tiLHRjQpStdkss/59tHFm6apX2GMDy/ujfU8Uqoq26MX6QHOgKZ7gEhUYhhkz5Jlv8ALfjGEYBJPBjRJSmhFhP195X6AqeUgpUv0pwoTvoxKOD6WEbH+xpvyjk6/RE+58QoRTH9nkmfsAADiB0xMY4cUxPCGAkAQAQgBB/fluiAC8wOsAIBeAbCdx0TU44B8IAv8wACYSE5IIDLMPYZJLXoQBVigiRE+c6fcWQc5lJE6GUh3DRISSoZmYfJ6JMc8YUlJ2zlYeCSVDGb2R7q1GytxlkBjXy8jR50c2eFooihCxZrnBE2GigdVZi7e82fnhuKr1TIYiTX5dX3ig0BnzjPv93FDt/r7C2ebcSIKPn/H2QxJC0n76Vue2ry6+7qMqa4nn6n9/I333xTiNDJXJvjRvzhOrCxb8LtWxjFWRJpcFAMhUWj+aY5rVuGvwQOV4+rcGO0trrCWt23sOTuhzoD8R0nb4e68FgMPHjj38yaN3V5tLX722fMPxRO5Rd9tXe0L2TT0h+6Y6ZxN70Nn4kz9ZfvTTY+cvL1vnjjOJyxvcbb/5sHPXenvEVfFa8wd7OwK9375n3vWv5GoyR538tLZgCb+2YMlbAPBWk7sjdyDsvJbEydqVufNvm8jjShcykeT4/u7BRFj6esPHt2zvOnCjUaHzuCI+Ec/zKgBACfM0luQSxRQhGfd2cwiCIAgyE6GEOYIgCDKjLbbN37HYNn9HR7Bb0uhtvqkt0FkrIcUXeeO+7r6IfSknpC5f7Il7sz/u2/rsVF6jWJPXkuCSolpzcSEAgISQvC8ViecUS4t+NJXXnSw2edanAPBpf7Q77km4vjH0nElqCw/G+q5keWaBhJC8pBZroyONU6AudBWoC1+p9x7W6CT6gQx55uZ8deGwbfc4P3sGx4R3AcAmJxUHRTj5VxWljqko9f/Z5JkjxpqjzL8fhiSGeIErIDDCCwBAYEQFAHRhAC5eEJI4hufzAufFMfxdHCMexTG8AMfwuiTPYBQuHnGFHIERMlZgoxzPSohzbN9aBJlMFCGakVUagnQYJZ+RE8hJ+Zj3wD3bcAIHBzz7ijLlWdYkJO7JVxf9YbT2FYYSepd9Pw4AUKDJYe0Rxw+ylbaFvWG7enoiBihU5zW2+jtrhiurPF4RJqaKJPmD5BmsMldT6qiYEMdylLmPnHFAZz/2sL15OwBckepAJqLMVNB405xNF944Z9OMKy3fHuiRrs5a1Ly1f89/AWBcCfMERxNtwa5Sq9w4OBh1WydyfQInju2Bjn39o1/+5ZCz8dYGT/tX99qPPLEkc/Z/d9sPX9obGlx7rD3NJclmb+e3v7f18b0/W3H/+8eOf6lqYwMAnO+NB/+2z15/iyceyNzWs/85MUEZf776678dazxlxoLuMmPBLyfyWNJJg6ONijEJ08nHPbEA4YkFzJWWoh03zb2kLRWxIWOHY0RaT8BHEARBkMmEEuYIgiDIWaFAnZsoUOf+BQCgxd9GlGiLuKePPvfkZ459d6U6tolSUUpnjsrah32Ro/18U+zPb8BiAEBgJDnfXF6JYYTAASMCANBQ+g8wjGiAYVYvpzOlSPM9ADjK8ZyawMgbZITsvzhO/NwotVwhwiiSwMdWHXOWvvrp07VZYF402BJo2J/kaVOGPPs2k9Q61pWoJ+xLLsKpvUP+fbMIgAEAEAReLgAwOIYP3TzeCwCAA17McMnzCJz8J47hkZMvQODEy8BDFgBoAeB4CUe0vzmCjA/DMafcoJ0JomwsJeWjz4wwrvK5yPgoKXWAwEjghJlYrX9yMHyy3RG336yV6P6qFetHfS1cbJvL77Lvxxfb5vK56qxDswxld7A89xt71DnyjLhJoqFUUWfMbZiMZPkx7f7+/GpzVpzmE9IxxyHW9OSr8r+erci2W2SWQ1qJjgeAc/cXaByKjbmPZKrNF/UHnWP+fqcDKSkWLqk476GZmCwHACjU5MQBAPJUWbsOuRo5hmfGVRY/wdGYVaINTyRhTuEiuLL0/L8edbdJNnds++0Bx9HbGZ7F6Hiy3BP3/yXKxL9c726de8o1WVp6yNn4u0f3/G3TAwtuPWGv8nxt1u+bPZ1XhJNRJcOzYI+4Z2zVgjMhIkQSAGHE+84cz2mmMRxkgkhc1JHqGBAEQc5lGADgGJpXP13QzQ0EQRDkrHOsDPnKzKWPzDfP3pLqeCZKL9E4rUr1XItSNdeiVM21KlVzbUr1XJtSPdeqVM/NVZtsPMaTx5LlKkrTqcF1tQDQGGdjkhSHPy5qShPPlOf+PUdZ8LharF2rkxp/qhHreJss6yWj1PwfhUg14uryCV7vyUx5zo+zFLl1kzQkc+wfGIZHT0qWH4cBRuI40TBcspwXOAUvcFrAhAECJ07Y75Dj+THt5Y4gyOfibMKS6hgmIs6OPSmGnBv0En2UPEdXd5EYSevFhkGVSKmPsuE5vZGub42ln1aiIQAAspQ25taKq1+6MG/1unx1dv3J7awyc59erA1OVrxaiaY1mAxP6mSdEBPRxBloPn3L/ylUF/1hffb5r5fpyvfEuLi6yd80oyZRptK64iV7M9WWGbV1lZighFvnXfbCvUuufyfVsZypmysu37wyc0HLRPqyWFJrlOrs4+2X5BnwJYLZzx194xdvtH30FYZnT7gjPVyy/BhfIli8rXfv8z/a/vvVQ48/vOTLh5Zlz71RRcm9AABd/r6bH/3sb3njjW2ma3C2FzvCHuVI5+0hd8kr9R/kTmNIyMRgDJ88Jyd9IAiCIOcelDBHEARBZrx9zkPDvp4VavK6FlnnXbXYOv9RCqdm3M1CBSVnRjtP4ERg6NdJlvETJOHnWe41AiOYMB3UnMn142w8JR+MlSKV7+RjUSY8qasupaS8MUeZ/9RkjjkWBE42EBixdbhzOEZEALAwzwu3sDyTM/QcSZBXTk+ECHJ2SHD0/FTHMBE0S494YzmNoenuUytB4MQ5tUUHiZF0hjyzqUBV4NCJNbqkQGcBAISSga94Eq7T/o2U6QpPeP90Qe6qphUZCy82ywwnTEaTkOJAkmcT5brCjhJtvqtEU3AkR5l5IE+ZdTBLYdufpbDtL1LnNRDY6Re7Zits/d2h/prxPdKxafP3Z1E4Nep7wqEIDHf6ab/Sm/CWxtn4XB2lo1xxF5qMM0bFxtyPUh3DWBUbcltum3/5Ld897yvXpTqWyeKMeY5MpJ+b9hm1SqXcIj/x73wsnj3y+j/22A9/jRPG/3HRHffXfNq7d/P3tz1xQtL856vv/+/8jOovyUWycJCOmLf17Pv780ffnrbtIdLBpZVrDlxQsvzNkc4HE2HR5uZt39jf34CSselNEOEU2mceQRAEOSegkuwIgiDIjDfPXDvi3Y0qQ4W3ylDxoIQQ+5t8rTcPxpxF0xnbROSrcuxWhcGtpMRmHka+PyrCRSfshS0iyHcwHPsHnaCrxIRErRSrT0k8j4eUlKbNB2O5SDnmG8VjoaY0aVneHMdwVsD4twDgbgD4EQAAL/CkIPDlBE5O6AYigky2wVj/ShzDO81SW2+qYxnO6x3vLHfG3DWpjmMiEhw9E2+mo4T51BIwwBIAIE91INPFKDW1kjg2K8GfuH17gktYnbHBiwwS0wvjHVMn0fTlqbPrnTHP8ZLNUlJMBZMhc9AbMuMYDrzAD7s6XCNWRSmccosIMkxgRBIDEFiBo6SEWNQZ6i0DAMAx3MUJ3JSUfecEXqkUqeNe2n3ayYM44CAjZQmtWBsGgGa9RD+u1ekIwMVlK/e/fOR9Ps4k0nqByfriJS9cMWv9nReVrRjr1kIzAbapYO2SI57T/9oWa/Lo2aaK9hda3644dswVd6v/n737jo+sqh4Afl6f3jNJJr3XzWZ7r+yytKV3pIoIKKKoKKKioqg/VBQFRbDQBaQtvW7vLdvSe5lM7+313x+QdUt6m2T3fv34+Wzeu+++M+xmMnnn3nNydVk+WYaQM+bRDfemzph3TAlbVuTozpB9DQCcVNns0bXf//AnG/90UXug57Gj7qYVzx/e8Emrv/u2y8vObSmz5McHmO5MIrf7ewbtUf5R4/Z78kyZxrmZFTcBjGM/C2RcCZKgJXEynOw4EARBEGSiTelfABAEQRBkvNxQetUj36q+o3Jt9qrr83U57ygIZsr2cmwNddgonCQkjB/0wSuJUSe9BgzDUgVJUOg1hnUKUjGmZPlkC3GBEfUqPJMROOmSAV4VZeHLz2nyNQDYc8mNCkG+0BvrvsTDul7kJG5BsmMZSK238UZRnp4VrKNCjGEFLjb0yKkEm7I/T88gU3KR13jLVGcdzdcVHNWQastAYyJ8ePVA5061w74Pb/K0LegIdt8NAHBezso3TQpDa995XyJ0fIGKNMjO0gAbUrvintyeiGNGZ7hnTke4Z25PxFHliLlTi/S53iJ9fr0z5skdblwjxUs8HuPjpyUqFIQibFGkvGtT2/6Ro815L1Od6Z+XOv/JhWmL/jtRsZwNluTOfv2m2RdPyQVhfS4oXX74F+d+65YzLFkOACB/3LF10KScllYDBhjkG7IhS5u+7fzcFSf1bW+PdOVVpOZ7bBqrZ2JDPRlD0P7+jj+86t4tZSkF30lTW3p7I+55G9t3b9lnP2KYzNiSqdCSvXOw85IswadNOy/f03Uka7JiQkYOJcsRBEGQswVKmCMIgiBnDasqhbu2+LKXH5z/3YuvKrpkyVxr9aAr3pNpV29NHiap6jF54I17CoI+aaeRiba4cYyQw1xo2lWQ0dGG6ZndmiAkTtZigJOiJMzBMeJFAieqkx0TggAA0DizNUOVfZ2KUN8Q4oIzBxvrjPfeOllx9TnoPqL3JLyXTfZ9x4skSxDiItMmAYIBto/EyV8kO44zH3Y27EQEGWROlLlKTk6kDzSGl7hz/ayXGc58ubosg4iLV3ri/q/oaO1XKJl4+9zs5e/iXxZFMDDaMS0ujPAxU1Oww9wQaCmNCnHTWOYaDCty1FFPt6gm9HYAADWpFgp0BW8uTlv8la9VfG39zaW33H598Q0XXZh7UcbqzNXfALRLc8y6g866ZMcwGFfEpyRwvCTZcYy3el+L0Z8IZgx0Xk9r5Sr3jWlIAAEAAElEQVRLWUgGGZSkoqdIn3MkW5vxj1PHHfAczV+WNWeyf5YOGPePln59S7be9ncAAG88YHzl2Aev/mXvi2dFgrgn6Cwfagwn8tz8rBk9kxEPgiAIgkxHOIadkf+filDCHEEQBDkrrcxcuqfSXLZ8afqCe0qNRb/L0mTsVxDDev46KRIiq/6oY3OpIJLHBhpD4fTxh7NGxuxmQLFVRakaSIwc137fSHLgGM7JIE/H8szIGcysSPGZGMsWsyLlUhzDw76Ee4Ejbn/CnXBcfupYCqcGfHg8UXb27r08wAbNBEYAJmOgJJS8TZ0amZ1S1VFhKj9WaaqoLdAVHMlU24KTHdtwhbhwJNkxjIBEYOTIm74iI4KdJTvMtZTWONSYuBjLCXHBS0Jc4MTFgf0+bbFpUn2iJL3ISdxGHMO/gWEyvdQ2/4Fqa0UzAACB4WPu6z3YzvTxxIm8SZTonQtTF95wbdF16VcXXXPFgrSFJ/UGNilMZ8XCiskwJ7OiLdkxDCbfmKmnceqMe55HYITJHnUO+Nk3yIUxVmRjAABHPQ1bsvQZT5gU+ieX2OY0nDo2wAZxBTl5v9sFEqHiwc5n6dM+Myi0QQCAnrBz6Zv1n2x58PM/rpuc6JKHwskh24nQBLkdANDi6SlMlIRhtzhAEARBkOls2u1AQxAEQZDxsixjkWNZxqK/9H19zFtf8kH7p3+t8zeuGu2cGGCQq8tu7InYizlp7G23mwOdurmp5d1h0X9SeXYKp1gJhOM7sCxM6lZOFI7E+QiupDSnPTD1s16Cwul7cCBqWCmRSmLkZi2tc4w5QGRCkTj1OS/xOA4YLsri/9EEc1+yY0KQPhpK2wqUtjXA+gQlqW4+9byJsfxysmPyJQKV2dqcBkESVaIkxhIip+wMuzKaAz058gmbLtPVVqdFYWY9CW+/PYuT6fOurbFMbXqCIWhFsmMZhqm5LPwMg2HYWZEwF2VxWB+cIny4Uk8b/suKCSLA+mQlrlqhUxg29je2wlJc0xHqbpFk+c8KnFbExThvoHSHKkwl3DFvw5A7H5NNQ6kihYa8J+anzfzH+bmrpmxlpDPN3MwKn47RQIidGuuXCIwAGWTAAIOZ6SV7MwypD1s0xppkxzXedvYeuDjCx6DEmO9u8Lem9DcmwkX5NdlLvlVkyH0FAGB55nwvBtj38hUZv3u+dcPxXfe73TW5xaacWm8sYO6JuMbUo3w4vInggh9u+v2a36z87qf9nf/xsru2yrL8mCfmn7elc9+Fvngw9+PW7R84Iu7f3zX3uh/OtVWeUQnjTxp3lKpJhWTVmodsSL8op3rLZMSEjJ4MMsofIAiCIGcF9AMPQRAEQb5UYS5tsEcdX5VAujvERc7rjToqR3K9mlTBtSWX7y01FoW323fXa2lNxebuHerOSHfaaGPqCHdnzbKWtZ56nMEVdlEW8yicCqcyGbsInLjOorRyA82DY/hFoiy+paG17SpQjTYcJCnkJYIsPi2DHOQl/qsEhtfiGDFoP0AEmUwGxrS/v+OumGOFDLKUqkrfOlmxpKussz/r2lksyOKgidzeqCu13FjYwVM8F+RD9GTFNxwH3EeqsroyDp6Xu2pWsmMZBmeyAzhLnBUJcwB5WAmjiBDOlGUZA4B0BpQLZQx640KsWkmqavobT2CEROF4LMGzF9Ak3SzI0qdHvPVXjGfkE2Vh+uyffGPmzX9Mdhxnm96Q56ElubOu+aBha1GyYwEAuGnOxc+vL1v1t8OORsUdC676PNnxTJT2UE8cx3BYYpvjjfIxrUVpghp3rQIAgMJJucSY//7a7KU/Pzd32d4Tr1uWOe/d9/nInQqCKUmI/3u71Ku0KSaVwTMZCfMYHzfVOOv+/ce9z67+9rybG/sb85Pld//8XzVvpAmS+MMd3QfvFSQBO+Co/d5ju/696pKSc+68uuL8fRMd52R5fPsLP/jqnMvSq9PLbthuOtjU5uvu93upzJrvtulSz5KfcdOXJIs6AGpMbUwQBEEQZDpACXMEQRAEOcHa7JVta7NXfr/W2/DQxu5tv28INN0R4+O4PEQ7yEJ9vmdl5pIHFqXP+wcAyOvzz4MGf9PSb1Xf8djG7m2N77V/vHyw6zHAYKalrAbHQJQAQJZlGUAGGWQgCawUTqn4SRN0EAecN9CmX6dpbL8NcyEC/rfT73iwvoR3HoHj3SpS/QGF01yED+MYYDeJsviajtZHAQCifKRETWlOK2WITA0Y4D5R5kUap5fJINtwjGhPdkwIMhwhPvBNHMe7ASYvYd4essNQyfI+tf7mnBxthitHYYpyYgLvjTlyJjq+4crWZo65VPTkwPYOPQYZuzN/hzmFUzzIUv5wxgoSP0dJqtbGuOg2giAPChL/ex6wu5UDPN3I1KZHAQB6wr2vibIkFRpyqE09U3/dWYrS5Luq6KK/JjuOs9H68pXSf498+A4ATInKPgXm7JcW5szcsTBnZrJDmVAKkmFXZy7cEUiE1PfP/TrvZ4Pc6qxF0h8O/ENVaS7+5yNLv3/7QNfSBPU7TuQuPPGYjlIH99trDRMe+JeCbDhjZ8/BpzqCPa9eXHTOf1blLPCfOubW6ssdxebc+zW0qu2ou+nb9rArt9bTMqcqteSpQ8769a6o17E2f8m0b3WioGjHg588fvMlFed8nxP4ftuFLcye+cLNcy7dkmfK+Ndkx4eMDE0o2gEAJFlU4BiRSHI4CIIgZxkMsCna7/tMhBLmCIIgCNKPcnNJrNxccpcj6nqwMdBc1hnuyW8Jtv60M9xT2DdGRSrZHG3W55ka24Zzc1ZtMCmM9hPnKDEWbQOAeXpGl39x/vn/3dD6wYC7BfP12UesWnV1f+dC/GnPWoCTOBMniQ0RPur1s7433QnXQxiGtXkT7sdogrFhgP2dwMiERZGyOSZEi5yx3pmslKA8CfdXCIxYpiAUP+Yk7h1B4gsxwNYyhOLdfF1xvSNu/7BQV7LthFthnoSbsChShOPxcEFSR+uF04IaQEeog8zR5Rwf3xnuJGRZxk48hgyMxMljIMs/lWSpQAIpnwJoT3ZMCDIchfrS62CSe1L62eCIdpF1hHusAAAlhvyjExPRyBEYDjm6jEnv/z4aBEZsGHoUMlYYhp3xvak1lKaNk7lBewD3iQuxqtZwU2G2Os8piqJM4AQLAPkhNphCEVSbklSF+ruuPdwTLdTnpHESnz2uwU8QDDAxxIX1VpXZlexYzkYXlq543BMNrDhor5sz2fdWUQqh1Jr/FoHh6SRB8mXW/E8mO4ZkWJ216EVZEnEZw9I7wz03KggFrM1ZWsxLQqIp0P7nwa5dk71082edO5+rcdfe1HesK+QIOaKewsGuG2+dod6VvnhwQZW19AMAOP2XOABYkjWbe7dxUyTMRo/3hf7Psfdnt/q7fvrtBbf8+pPW7V3TPWl+y+xL33xs23Pn/Hvfmz/o73yBOevYb86/77bilNyx9zBDJg1KliMIgiBnOpQwRxAEQZBBpKmtvjS1dTsAbD/qrXtrn7Pm6igfXU7gpH9WyoxPFqTNeW+oOc7JWt7qjnvXhdjQfzf1bD9tp7mSUISKTVk2cQQVVyN8ODvCh4HEqL864r2hFEXKMw2BY1hECM8GAMAAWwcAoCLV0bgYU0myhGGAwSk75b99/E88XOFJuADH8O/yEve1MsOMF748I1sUKYKf9RJGxiwCAIwkWQ4AcGpiPFubfUb16BsrR8xBpqnSBv1vShLUG6IsrqMxYsh/bwgyhUzqopgX6l9fGGDDJUOPPJ0n4c/IUKcHeqK9hv7O62mtmxU5RUJktQPNgQEGOdrM7vZwV+ZoYuhjVpgcako16lYek0TGAH8ew7DDyQ7kTNMWalEf9tb8UZB4gpf4lRiGBXiJ77eX75lES+micGo5nQHIIEOMjd2jMWqfCLGhZYDJyyJ8iKFx5icgY0uUJHzQ33Xpamt+IB6c7Yi6rh7X4CdImIuYOsP2ikJDLkqYJ8HVM8/vcES8fz3qaHqGlyZ3jeeaosW/+NvlDz38/IENSzsDvfSinOqz4rPz3NQZHAD8AwBgW8++J8J81LTPeSQrLiRS7p11y6EhLpdtauumExPmkpScnHOEjylfb/hob4Ov7au/WfndfheWUTipYEXOcOKxGmf9V/996I03frvmex2TEugEurB85b7/Hvn4QK2rZV5/5+0hd1mts/nc4pRc9LsNgiAIgiBTBkqYIwiCIMgwVZrLwpXmsn/Alw9yRiJFaXZfnH/+1RLIb2/p2bHgxHNzUivbRGBHVWNRkkVMT+vb/Zz3pN0vfYnxqBBRn3pswLlAAkmWFEbafHeUj5BqSvMsfFnevS9Zjoy/oZLlX8JESfgHjmNzMQzvnfCgEGT6wY54Gn7OSRw+mou9Cb+RxqmWTLWN747aT0pO5uqym26vuE57yF3b+nrLezMlWYJ0VaqDJuiwN+5LjQhRnZpUhU0Kg/uS/PPlllB7vz3dMcAAwwD6Gm4cJ8tfNuAADMdwOV1lVQDAlE6YY4D/mSEU9yY7jjNRQ6D+6+6Ea8Cyw2cqJcFYEtLwN9KHxEBmjWfv71JJmxIniSsVpJKXZCksgeALcQGLjjZ4+sbW+5rTSk2FDi2lccUhzpuVpvaJeA3jRUkq2DJT4buV5pLfrM5afMb0NJ6O5mVW/vvWeZd98++7X6uerHuqKIW4LG/OpwAAN86+eNtQ489USzPm+uGLHdotc1NnDOua9fnnHDrgOhZxxNwaAACKIjUTGOKgfPGgRZTEAave/GLVt57AMSxla9f++33xoBIAgBN5cnfPoX+9fPS9H1hUhpfMCgMx21YxXXdgS8vy5zo+atre78l8U+ahSyvXvD/JMSEIgiAIggwKJcwRBEEQZJLoGZ2zQJ93hTvm+azO31gCAJCqsnaqaXzmUMns/qhJjdfAGBxRIVw9nnF2RdsLMlRZlwX5wNdDXODBUkPl5+M5PzIqEo7hOwHAl+xAEGQgrrjj+zLIr+sovc/Per9jU2c9NFn3/t3+v13fHuo6dyxz9MZcBXm6OfWnJsznWKuiZqWpaHX20jQVqTz6Uedm0/fm3KVRUco0XuS5ABvu1VAqjZJS5AMAlJoLxhJGUmGAfQwAbQDgBcC8GIATwzAnABaVQdaCDGoAwDAMO5jkUM9YZoV5d3e0M9lhTCoNqfGwYiILRtCaT5QFVYgP3krh9EYiQf4uXZvxNZPC0B4TonYVqeZOHFtqKnQAAKSoTKFPOrfaZ1sr57/SsAGkUXz2mkgERkChIXdPkSHvya9WXvNssuNBABblVIv1rrZfUjj538naZT4jrXjvDbMu2jkpNzvDaGh1S6Y2nXfE3DDHMqPZHwsbkhWLmlJGi0y5g76Z/2zlPT/7xvu/SNnRffDuvmNBNmJ7fM/zz15feaFYlVryPgAEJzzYCaJl1I/lGG3Xdfjtp7XbyNCn7gSYYm/CyKB4kVNIIFUzhGJXsmNBEAQ5m2AAMKpdAciooIQ5giAIgkyipbYFPVka2+N/OfzMr30Jvy7ABtNpQuVjpahpJPPYVBmHRVlIS4ixivGOMcj5rSEucLEMMliZtIeCnL9eTxt7AT3USCoSp65MdgwIcipHrGe+glDWGhhTJMKHbDLIr2hIzQUSSP3usp4Iz9X9N6fe3/zr0Sw8OtU+15HCEmPeod6ooywuxmkAgDxd1vEy7AttcypLTIVuFaXUAQBQBEWnqEzpY77xxIthgL0JALkAIMogL4VTfu/GAX+UJhQ/APRenzStoRa8N9Z7R7LjmGx6xtApY7JlpNexYsIoyoImLsdyWdb83aAceEGvMGzsb6w97EzlJD4nX5e9n8TJ8/P12W81BzsWjT36sTEyeo+e0e4yMoZdc6yVmy/MP+es3VE8Vd0677I3P2jY0rit/cBpSb+JwIk8KsE/ShalMagg6M8B4IquoINv9HVYkxWLKEvKIBseapUFpqXV1KkHEwKL77UfLbpn/o3TNlkOAHBV1brgSwfffaHDb//Fqec2t+y969HN/3w+S58WiHDx9NvnX9HvezcydUggrgXA0OJtBEEQ5IyGFicgCIIgyCTL0WU9OStlxsMYYJCmSmkeabJcgSsTMogZgsyPy0MgGqdPe5hjoI3uLFVOG0PSRlmWzYASKEkXF2OWCB+6PtlxIEifYDzw7YgQ/r+EGJ8NAKCmtE/RBLMNMMyfqc7pt2fneHuz+YOZNe5jL4a4SNZ4zMdJHHnE2zgzRZlSi8kY0DjFETh50r5Xo0I/3fpJR3AgbmMI5VcYQrmMIZQrSIwqITGqksSoagIjziMwcjFKlidfe7j1FlfccdPQI88svMj1exwDDEiMGrROuzPee66f9aZ3JFpm9cQ7X+uOdLwfYgOKU8fZtKnOXH3m3gJDjpCjy3DdVHRFdJzCHzEloRDy9dkNMy1lr15TvH7uYyseWv/Thff+CiXLpyxpTdHih/QK7aS0JxIksXQy7jOV7O88ljNec2EYVp+hSeW0jLr/N5ZJEhcSuCPivnGocZ64v9/PFM6o9/pPW3ec9l423SzOrW4sTcn3AQAsyZ19vKk8K3LYR43bvmcPuysD8eADW1r2XZO8KJHhwAAPMIRiR7LjQBAEQZCJhBLmCIIgCJIE15dc+fvVWcvfUlGKxEivTUhxBY4R0tAjh2agjG1GxhROU9rarIq09mxNXmO60taCYZguJATyZIDPDYzpyHjcCxkbHHCek9g/xtn4y8mOBUEAAGiKfqJQV7oqTZWxBQAgVZlen6XO/Y6a1ExK3dq9jpqv+tngbd6Ef+54z13nb6lebFtY+705d9tzdZn54z3/JIljgD9MYOR8mmBe+fKYDABA4lQziVPHSJw6ROHMRxROo9KoSXbIc9AaE6LVyY4jGXhJ6DcppKeNT5kVKdeqSPVJ5V9pnAkDACgJVXPfsQDnr+6JdppaQ01L7bHuFxoCxy7sZ8rj/8a7E71PYyOpAT8OzApj7/y06oe/UnZ51e+X/6T0Z4vuu2Zd7oqOSQ0CGZVzixa/8f0Vt700Gfdq8rQX/23nfy6fjHtNFfaIu2u85kpXp7x6fu7KoJ/3F9o01qT2t4gLrHuIIbJRqfP2d8IV9Za8Wf/pPRMQ1qRaU7jozW8uvv5vFrUxcePs9b/79tKb/k7hXxQ79cdCF5am5HGiLNUFEiH/G0c+WZbkcJFB0ASzFdBnxSlNkiUDy7ILkx0HgiDIdIZKsiMIgiBIcsjlppIb09XGN1xsz7Av0lEGzqQwNkT48JhLsVM4HWdIBZ0QY0YAMAIAsNzJG7lkkHMBAGJ8zKqiVKhEZBIxhCKIAbZVAtGY7FgQBABASar4ZN5/Xlr1P+alVUNXpBc/5m345njPT2A4l6W1lY/3vJOgBQNsP4bhf6RxBvXBnSY6Im1/csWd1yY7jmQQZP542wMMMFAQSgeGYc06Wv/HEkNFvT3ataM11LRZBllJ4fTmYn3Zd7ujHf9VU9qHA6zvnLgQuxbDsPa4EDuHlRKarmj7FRjgl7Mie0+VefYT/d1zWcaC3p29ByNHvPWayXiN81Or36i2Vnzr/NyVw//Qh0wZuaYMrjiY+81b5ly65N/735rQRVQJgYNPmncuu3PRtW9M5H2mkvXlK8dlITAAwKrMRW3/OPbaJz42eH2WNj0WYiORCB8b9+9zEieAIWg+ysepU46JUT5OAABQOHl8k1KN+1BaV6TrprgQ1yxMW/CIDDK5sXvTHxgSrxzoHu6YfwUAPDresU+mWRnl3KyM8gc3te5VfNSwnbpl7mXP7+k6ctmOjoMprohPUWOv915ffeH3uoNOWJo3mwcAbHfb4VSFgsqYmV42ae19EORMgGN4gKCIpmTHgSDIOMMAMGxyF/qezVDCHEEQBEGSpDqlMuJJuK5uCynfag03rxhqPA44FOoLQ4LMaxWEos6dcI4paZ6mTO8O8YGiwcZIskh/+adVAPDKYGP7tARbiQJ9/qSUrTzb0ARzBS9x06FfMoJMmnOzl9/rS/iX9UZdM8dz3jp/S7475nemqIyp4znvBJEwwLbJIM/DANvAEMr7kh0QMjIMzjRigIF8Fm7eYkXWaqDNbwsy52cIhb9QV3K/jjYcr1RhU2d5VKR6gYExReHL3W28xF+Rqkr3A8BGT8L1C4vCyh3y7rs8wPr+wElcjgwSFmB9P28JNW4q0BUfO/WeGlq9NciFjwLAhO/EsirN9lVZi36wMH02SpZPY0vzZoee3vPqPwDgVxN9L1ESB21FgAyMEzl1libttUZ/63Vdkd6Ucmv+sUOOxiJW5OjxmN+mSekutWR6LRqNFQCwOCf6aJKkcAyjCAyjeGDN7d5gY1VK8eFFtjkPAQAc9R6z7XPte6Up2LwUAMAVd88QJD7XEXNW9wbEtoHu1RN2rv7T7ueq711wU814xJ5Mt8+/4gcxPnHeD97/3SP17rYUAABRFmFTy5771xUt+X66LqX1uf1vXxbl4rfEebZlfdmKCf8+Q5AzEYmT/VatQBAEQYYHJcwRBEEQJIksCmtAlMSLSZx6ujXUdKUgC/22S9FT+nCuNq8zIcbKZZAtBIazqcr0Ome8t2y499JSem+YD5ppnOativSmEB8YdOckjuG8gTY9DQCgojTDSpYDAKBk+cSJCZEFBEaiB+4IcoJF6XOkPY6av/ZGXX8bz3nbQ1267fZ9LZcWrp3qCXMPDvhPaULxV15iZ8kAk1ISHxlfClKxhcKpOCdxymTHMtkwDOMyNTk3pKtsA/YVNzCmyIlff5ksBwAAi8LKAQDMNM99oyFwbL8r7nglIcYXsFLC7I47njAzKesNjDHcN77R35riifvVZoXhw85wz7gnzPWMLhQXEhpe5HGbJtUz01J+78L02c1DX4lMdddVX/RSjb3+IXfUPy7J14FYVEZq6FFnhkO9DTQuQ9EMW8lpC1tGA8NwbkXmgsPuqG/XNse+RY2h1ory1Py2Dp9d6UuE0sY6/+qCKroz2jbTkQj2HUqDU7qlm3XKYrfQrjvkl355xL8/UW4q+xUAbAeApQAAXZGuSwEACJmAMBfSDXSvGB9XHnU1XQ4ANWONO9mq0kuE9+o2z6h3t51Udt0Rdq98r37zmhxjRppRpbv5hx/8IRsDDCRZLFqVv+BXBIEz1bayzQCAvX9s04zeqCf01flXtifnVZy9OJG9nSaYZ5IdB4IgCIJMNJQwRxAEQZAkS1Wlh1JV6ddQOLXaFXdeJsi8UUmoxIQYt4T50JoURWqXkTGYOZk9vqNcAonBACvJ1RbUx/kYpiAUQkyMke6Es6S/e2hIjUNBMLiGymySZFEbFgZPlgMA5GgKXrUoUt/s5xQGqH9ZUsSF6M/VpPYpAOhOdiwIMpWsylpcu71377jP64y5p/zvSxhgb9OE4q8AABTOHEx2PAAAf939coY97Cp7eM29nwH6eTGk9zs23O+MOx4RZZFIdizJQOG0fbBk+UiUGCo6GIK5oCfa9WpMiJ4T5kMrOiItz3BS5j+tyrSPAAACiVAuQ9DVs6yV/+4M27/uTfjHpXILBhiUmQrfnpM64/sMweTnaDM0APBWpaUELSQ8Q5Sm5PUszpn11tu1n189kfeJcLGLD/c2PFCVXnLGL4BSkLSqJCVvXJLlAABFxlxfd7g3S+QFV5WhJHA40GBoC3fm5Rmzm2NuVkgI7Kh/rhcbs+scMXu/v2udKCHGiYQYzzjiPXovAEBvzDGTIZjT3gdETIRZtkJnW6DHPNBcvkTwip6w8+cZ2tRp+z7yfv2WGRaVsT5dl/LaeSVLL9zVcSgvkAjbSJyQS1LytnpjgatqXc12BcnE7lxwzf4Xa96p+NuuV86tSi991x8P3l/rbOnO1Ka+2xro6ayx1983O7Piqlm2sqT2pz/boGQ5giAIcraY8g+AEARBEORsUWma+TkAfH7isZ5o13pB4m8P8YGLTh0vg4zHhEgpYABxKQYEhnMqQh2JidHjffrSlLZDEkgKURKUnMRmcxJrHU4setrok2X5zwOcRsmPJKFx5iCJ0xuTHQeCTDUqUllTqM/9sDnYft6JxzWk2r8ss7rHqNCYPbGIZ3vvwaIoH1MMd94FadVTeZefCwPMjwHWmuxA7nnn4Qs6gvaLREkyYwABfyK0whcLluzuOrQrXZvy0oq8+dtsWuuh84qXjVuf2pH4/of/d6En6s+/rHztPy4uWx1LRgyDwEN86Jtna7IcAIDA8HFNfORqC304EFd0RtreiYuxZa644+ogF1hJ48z9Bsb4rJbR8HE27lqfv6Zjh33fB96E/7ax3pPESZhrrfrnD+bddTt88TkJ9RA9A+WaMvhMfepfcQy/WpIn7u0s15hh29d9dF5VesnOCbvJFLCn43Du/JyqjvGel8AI97zM6l6aoP2HDzQYAADaIp2FeXrbsTpv26haWulpTaDAkkJHZX+/1cAG44q7zhvonEhEbGalweGNB/rd/S7JklIQRTUAhEZ636lif/cxmJVe+meLxvSja2decNvC7Orbnt796j25pszW177y2HoAkB/5/Klbntv/9npfPPTuj1Z//dEndrz81F93vjyzI2A3WNUmV4Ele1F1Win9YeO2+ZdUnLN0lq3spWS/rrMFKyYUDKFIJDsOBEEQBJkMKGGOIAiCIFNYhjrrHQB4xx7reiDKRxbLIGeyYqJKBum0hzVKUuUN8aGTEuKSLMqslBhyJ8SpGFwRTVGm7RlD6MgE0NKGB5IdA4JMRYWG3Mgt5Zfv3O8+kA8gA46RkgJXcBImaEDm87vD3uYsnbH80oJFUq3HXpuQWDFNZRZ39B4qZUVuwAT6MW8TW20dsiDHZIoCgBoAAAOslsLp82SApCZav/Xur+7e0rHvMVY4vT9sZ7B3YWewd+Hu7sNQYsl7F8PgqnVFyybtoeufd76w2hX1nr+76/BtrqjXxIpc6sVlq388WfcfJklNql+O8OH7kx1IsigI5bgvBMvW5gUTYvxGR9z+FismqlkxYe2Ndf/Fx3rqCYw4YFIaewEASJwMjOU+mZr0eqvK8my5qfDTK4ou2A9oUeEZ78Fz7tz8Tt2m7s5Ab+ZE3UOSpfqF2TPXAsCZnDDHWv3dD87Pqbrj1BNbWveplufPHfXipnSN1R5mo6/Yo85nzQrDJ95EQAMAoKQVJ+3YxwCDMkt+S7rG2tMe6OZkgOrWQJfl1PlsamtkZd4sTy/bWjjamAYSl6OGirScg1va+k+YB+Iha2/EdU6OwdZf1a9p4Sdr7jry/IENP3zt6MdfM6n0tfOzZoQfW//Dy/Z2H60HAPmlg+9eQBPU7HuWfOXOt4599l0AiJam5P2wztXyPUfYY8ozZvYuz5t7UzARzrlr0bXaxbnVbyX5JZ01BImfyUvctxlCcWuyY0EQBDmb4RiW7BDOGihhjiAIgiDTgE2V9eu+P9tjXRcRGPGHuBDNjAgRWvpyV5qWNLgsxjQ+xAVSGoLHlEpc5SMwYlS7IyNCeC8M46FvZ6irOluXVTOaeyAjI0j8r0icenCAc+eSOPXxZMeEIFNFjWffNZzAX1JkzOtJCLH0qBA1dAa9rt6oJxLjE22toa4qvVsbKjcXtBabbdkEBuoIL7QyBBMcLGG+1b6nmJO4ujXZS9VZ2vTsyXxNp8OaCIy4X5LFr8ogXwSA8ThGsMmNCeCQo+6R/pLlp2rwtF30zL7//nFd0bI7TziM3b3h5zfG+YRicc7s/35t7lW+weZ49sCbeS2+rvwjzsbzWIFLk2RJiWGYqKFVTYuzZ731nSW3HE9Y/mXXi1e9Ufvxn3rD7uPltuvdrd956LPHX//5Od+aEqXr+xgZ0y5n3JHsMJKCxEixQFf0wkTMXWwo7wCASx2xno9YiS3pjnZoDLTpyiJ96V4DY3ICAOgZbepw5qIJWio3FT2ZojRtzNSmuyRJovWMNmzTpB0pMeajnXdnF7naVtY5kQnzFw6+M5cmKeyX6+79xUTdI9k6fD1Kd9R34TFH0yUVaUVvnXhOzajGvH2/2Jy3qdicB0c8DZ9+1Ln1UlEWgSZI7Ylj1heu+r8HFn/9h/Dlz40HNz/2vdZA16OnzhXiIqqg6MgX5Ympiq5VKJiBzomypOgMOWwLJ+TOk4cmKMGs0pteOfThu68c+gAWZVf3pGnNTwLArw/1NkQ/bd554yPrvv2fdcVLHni55v27Pvzq3y/7qHH7qz94//fHdnbWXJZvyvzPivx52+ZkVv7MrDKg99xJwoqJpQCwLdlxIAiCIMhkQQlzBEEQBJlmbKqsd2NC9EMFobwxXZl1m5dzH5RlGVOQiq1KUr2jN9a9CwAytIy2KyZGZ47uLnJkOKNQsnxSDZiQkkG6XJD4dBKnnp3MgBBkqiAxhtrUu5+K8FEdABaVQY43BzoL4kJC1zcmyIV1O3trqg+5lXEVpYx44r6yoeaNCXHlxu6dZbwkHLtjxnUT+yIGFyEw4hoKpw+KsrBBlMRvkTj5t2QGBACwp/swIcnSsH+nbPS23/bTTx//Z4klt25X16F1HQH7DU3ejktlkKE90HOvLEs33THvmgPQz4KtG1+7/5eHnQ33swLX70Kwo86mB7e073t9QVbV21m69Pgrh9971h3zK08cE+MTqt1dh/9Y4z5wH0PSwTJjZfOIX/Q429Tz2VJ7rPuXyY4jWRSksqHcVNk1UfMXG8o7RFm8zBnv/ZCXuOyYEL3eHuu2UTh9s5rSCBRObcIBu0EaYo3grJTyf/5w3jfumag4kelFTSs+A4DFE3mPcCI61dpHjCtW4BSHehsUWfr09oq0opPOzckoH5eE6H7nkXvmplZ90BzsWNMYaNNoKPVJi8wa/e2VJ35NYkROf/NE+Bgu8cxRgHBlf+fHyhMJxwc6F+aixIfNWzOvLh+wqvu0cM3M8yPZhvQfswIferv280d2dtZkKEnmlz/75AnNNVUXPJyhS12xrmTpYZqkaGfEZ6x1Nmd7o/5Liy05T7si3p84Ih5ju7/HwIv8JXMyyl9J9us5W1A483ccw1DlFARBEOSsgRLmCIIgCDINqUi1AKD+FwD8y0ZmAQCAN+EqcIbt75A41WBVpAZ4kRtxKfY+JEZaQlyA0tEGfrxiRkZPkkVclKWWgT64ERh5LwAIA5xGkDNeW9BRu6P34IzhjI0JcWVMiCuHHvk/+5yHy68rvjioZdT60UU4ZhpZlksA4CCBkRJBkH9MUhwneePYJ+d5ogH1cMezAkd92rLj5S3te+OOiOekPrK9YXf54zuf37e5bd/jK/LmPXrHvKu7+87d8dZP7jxgP/agOEjPYBlkqHO3XFHnbrlisBg6Avbltd7aj2VCoGRZnlFumjHu/XNHAHPGHX+JCbEpVfd/MpEYWTfR9ygzzqgTZeEWZ6z3U05ibT3RzutVmDpNVIrN98667c6usP3WlmBHv8lPA6PznZO19JYVmQs+nOg4keljRlrxx6/hH/1EkCZmxzEAQIuvq2HCJp8CnBHXHTdUX+S3aky1E3UPI2Ow85Twnp7Rfh0AZouYaDzxfJiLHq8S0ORrTyNxcsBFCm1+d4rVODHlUCVp4EWxAABNvvY7X6394PWry8/fNyEBTJJFOdXiopzq33hjgcu2tO2bFxdYbEfHQd3F5asKzi1e3PFBw9by80uW1a4qWPAKAGAbW/aYVhcsbLOojffPy5rxY2/UL7cH7HkAgBLmk4QmaPQsAEEQBDmrnNb/FEEQBEGQ6cmssLakqzKbg6x3FSslKiSQBiwzPBgMMLAqba2CLEzcU0BkZGRsNoVRA5asxTGCxTEC/X0hZ63mYHvpQOdIjJDNCmPQxBhjJsYYNTHGqJHRx/W0ltXTWlZDqXkKH3wdMYETLIETSfvdCQOsJln3Hsifdjxn3d196GF5hC2bffFg/qnJ8j6CJMJ++9FvPbXnP02r/nFT25p/3rp/zb9u3bK35+jvB0uWj4QMMrjDYRcvcdogF7jbEbMnrQe8n/WRoixmakhNB4ERZ9VDaRxwUJPqXhWpCk3G/SpNszZqaf2TfV93xdvn9sQ61zpidtti29ztBfqcrQxBCwAAakolLM9Y8OPrSi5586GF39nwlbLL3snS2qbU38+e3oP5rza+uxAA4IDrSP5RT0PS/h2fjW6Ze9n2cmvBhCYvcwy2M/rvVJLktH/te1MlytL4vLmfoM7bnNYR6jFYVaYNDEbOPCdrsQ8A4LCnPq3cUtDSN44h6OMVTYwKvQfHcEJHa8S+zwTLs+YebxPSHrRbUxTWAXeCj0VhSuqgC8+WZc1pLTHnTftdvjvaD2IAAEqS+bzvmCRLpbMzyo+VWvPDJoUee6d2U99nLfkbi6//WVV6seeqqnUvVqYWLmnydFIf1G/F9nUfO95qZVfHIc0kvwwEQRAEmVQYfNHD/Ez8/1SEdpgjCIIgyBlEQ+muytMWbeiMtl3ES9yoPn1oScMeQeITSlJNA0C/JRG7w93LMrWZW8cU7BQjSPxPAbBfkjg57g/uxkKSJZqT2SIFoZzWu0oQZCKJknQ8mYXBF299MsiQqrR0Ls6okGWcPa3MKg44aChtbVuwo9ysSAmGWcHRHOjUdYR70k8dqyZVgGNDZNW/uGlIBlmLYeP92x/2Pk0w/xnfOUfv6X2vmd6q+/SD3rB71kTMH+XjiigfzwWA3ImY3xkKxPU6MzQFG+6PCJFAmsr264m4z1CMjIkv0hcvNzDGno5w+83t4dY/JSOOZCgylHw9Q531TL6uYNJ+5uZo8r/fHKqfz0t8AQAkOsLtOi/rfWCpbe5Tlxeed//zdW+ck6I0FSdEdselBesOTVZcI1Xva8E39+z+237XkZV7HTW1zpinLEOTdmR9/pqHF9vmvp3s+M4S8uyM8ucOOxrnTtQNbLqUpLeMmEiOqH+jPeT6RiARtgCAYzznNij0bCAeLOiNuEysyP2fSWlwzLJW8AddxygW4mnp6hRHb9SdBgDHFxdbVEZhbd7iV68uO293T9jl7AzZiwoM2e+ck7v45Q9aNi/bZT9EtbgDPelGdW5UiI7rs1ScFG0KgoaEyPV7PlVjaeQEYQEA7B/P+04yzBcL4gAgXT7j3B81ezvPb/F1VakpZY43FlCZVYbYto4DPyhLyTvw/P4NW5bmzT6aZ8rktncc5PNNWRd0+O2riyzZP8812lZ0+nv/XOdscfaEnDVZ+vTb3679/LVfn/+d30M/7VwQBEEQBEFGAiXMEQRBEOQMo6a016Upbc90RzuukUEecdJGzxiwMBtq1VI6LiHGtQpCGT51TKY2c9v4RDs5mgJNM4oMRYdfqH/xmIJUPH9l4RW/7Qx3Etna7BN3Zb+OYZgeAPwAAKwYv40hlP8EABAlIYPAyZ5kxC7I/BIap99Lxr0RZLrQM5quKkvJASVFQ74hLVeWJZETxZgMbI6Msf1eI4MMGOBqXubBEbfrCZnQ5xmNXKHBVueNhzkSx2W9QqPkRZ7P1maoZFmyAMCgpdyPeI84OYlzzbHOKRzP14cB5hnP+UaiPdShOOQ5cmlPtKfw7hlf/xUAyHpGk94bds9OVkxj1RPwa8wq4zGrkaiIC7EVAJCUhDkAwDzrwloAgMZAQ7+92c9EWkq3e1n6yqdhkpMbqar0REOgtiYqRIsMtDEcFkIZcTF2t4E2vmJVWeDGsss/A4DPJjOmofRGXXS62npSFq3UVCDV+5t/4GdDzwTZkMqqsnw8M6X8pVRVCvqsMImuqFr39IGe2jsPOxrHvaXCyvz5Pr1S+9p4zzvFtH5j8fVuI6M7/ll8Z0cNIUpi+tK8Od2DXTiUCBfFlZTizkgsnh4Me5yiJFZ44j4BACgvG1BnKG2dvVF3miiJ1SdeN99WtQcA9hSZcgEAtgAAHHU1rl2Tu/jRpVlzv/rE/hcK803zmqMQHbef8VYm3aMhdBwr8raBxihIxpaqMf97vO452d6r2zyrKr3kSFlqgREA3OvLV8qfNu34ZarW/PSinOo9ZpUh+mHD1sqDPbXYd5ff8qerX/jOP485mz/8zQX3vVKZWqj/6cd/eXJN4cK3Z2dUcFn61P0fNm3H/7771e/1zc8Q9Pyb51wSL7XmP5HEl4kgCIIgyBkAlWRHEARBkDMMQyiiaarM6zLVuX8fzfWCxIfyDcV/VZAqSZTE0/r1HvYcxmEareB/v/3DWxMC++av9v5aOOw9UlHjrvnV510bF52YLN/p2Dnro66PbiAwItB3DANcz4qJpwEAZJCLBYl/dLJj5yVuPQZYJo4Rk1KyFkGmq69V3rDz1oorb7o4f40XwyQ1K8VSJCyRI2MDv1VZFNaGIBuy9H0tYiIkxDgdlXxlCoafSVJsdVT0lnAQqkxTWzgFyWgiXORoXEjUAgBEuEitPWI/JMuyW5Zl/xHPkWPHfEfTW4MtVlmWneP12jDAjuAYPqr38/Gwoe3dDZt7trzcHGh5+Kmjz/wIAMARdo+oB/xUs7vrSNHTu9+ucPvFekEWUlpDzSnJjilXm/c2jk3PX88z1Jl/TFWm32NVpg6rr6xJYX4GkvA5Yq9751wv6/lKTIgZ7bGeUgAAQRYwT8K9ZrJjGa4QGz6n1tv04Hb7PhwA4LC7rvSIp754rrWq/ZEl9895YvUvy363/Mfrry25+OUCQ46Q7HjPJnMyyhO3zr1sL4GNf+X0qvTi9765+IamcZ94CgnEQjNomXCH2Ohjfcc80YAsA5z2u8dIKUhGS4jYcxgl92Yb0/+tpBT75qfOjPSdT9NaKBIngJcEozvqG7SFVaW1WLqwcOX3mnztb35t5tUHx6t8KA445KjzPR/XHVK9cPAT82DtTZq87SF72DVtS48TGHHTLz594pNGd9v97b4eBQDAtdUXNt4465In1hYs+m1XwMFY1Kbauxdd5wcA+dWvPHbb9bMuehMAgMDJ+JLcWYePOJtS3q3f+MtWf/euZblzHik0Zx/om58VOfjlZ3/75TFH8+IkvUQEmRZ4kRtVyz4EQZCzyfT8jRxBEARBkCExBPMLGmdGVOIQBxx0lLG372s1pTlth0eVpWpKlSwfSlekc/XzDS8UBLkgCQCQrc3uiovx40+lOsOdxDH/0edqfbUPHPQcXNh3nCaYxzAZe0+SRQOJUxsxwJ4BAAhzYWOYC6fAF62EwBf3pTljzjlDxeFn/fRIYycwYgGOETtGeh2CnI0y1FnHWDHxDI3TgesKbwYSI2UVqT6qo/S1RtrUeup4d8JZoqG1px3vzzbH1tLDnsMNr7f8t2h771ZDlI/VPdf4bPlb7W/OfK7+Wd1m++bIVseWCh/n07hZt6431use6+vBAHsNA/xBHCNuInEqOtb5xqBHhi/+1xRofviNlrfWqhlVnMSnf3vddr89EeKCs1tDzfclOxYdrfekqzKStjBipAiMEFWk2q8i1X6GUOxZn3vpX0RJbBvqOg2pqS/WlyalvYA34fmZIAuqE4/paUONmtIktfx6U6DRsNu582c7HdsvOvVciangg3Jz0a+W2OZKAABVKWX1MyyljZnadP/kR4qcalHOrJ/vueeVyNAjh0/LqKHQkvOH8ZxzKvLGAzNlHA66op6GvmPry1dKy/LmHBvr3HEungYEbrCqLH9gaEato7Xl6er/rYtqDrblGhV6V4rK9I8Utanf9lOnkAuNOb4SU949peaS7WONz0rmNKhEW+crNVs0rphPFeFizGDj24P2zHR1yrRdPKuj1e3nFi1Jbffbq3NNGSwAwKKcmYcuqVz9oDsWyOj095SBLKt8seAnX14iV6UXcwAAh3vrdenalLu+teiGX8gy6PZ2HX1Ix6jW/mLttx787brvvm9QaGUAgDpXq8IZ9kzNZqgIMkVQBD2c9zsEQaYgDMPOyP9PRagkO4IgCIKcoYyMxR7k/L/1JFyPDbZr4UQ4RkSDvK9Vx4x5c0dSdUd6SE/cc8t+1/51PRH7FQAAqapUb5GhoHuOec7LGbqMXX1jjYyR0tMGgzfhhXRV+iUAsLPvHE0yb/X9mcDJBgAALa098SE1JvDC9TTQeQCwvzvcdX2mNuul/mLqifasTgiJ3enq4T/kxjHix8MdiyAIgJ42HCrWlL3aGKgrszApbTpGb1WSqnOOeGtO25nFEAqWxPFhLwDa7txWBgDQGGy0NQYbj5dOjYpRptZ/LOvEsSEuzNvUo38dBEa8SuHMNaOfYXx83PlpqjfhPa/va1EWsT3Ofe/nqgr+TOKkJEjitF6AnaG3kAAAoizkJTuWLE12YI9rx7T5/VwGGTMrLD9Yl3XB033HRFlMHewahlA4c3X5F+Roc8c1wTgc2xybvhLlIxf0fa0klL0mxvJOusr2UJ6ucFz7J49Ub6znW0d9Rx7CAYeeaHfLgtRFK7I02UlpA4MAHO5tIKvSS4a1Wz/bmN72cs375bfOvezDf+17c1xKsxdbclxXzjg3qYs4JkN3wJEuSKJwYdmKcV1A0+RrW8PJvC/Bce9rSe1fA6GQJiyGuymKpCmcTOElAYJ8mCw3lbhnWIrbhztvni7jFwqCWZ2isPx+vmX+2j2ePQOWUB+IgUhtkzBOd7S3XVXjbMga+oov723IAIok+ZHeb6ogKeJfVo35nmJzzkdwSnURmiAPu6J+LYZhaa8c+uDuj5u2X3VV5bqXlhXM/fCd2k34/MyqDcsL5oYO9zaQ31l28+wdHQd/GuZim2QA0/yssmeumXk+/9axz5aG2aiJl4RBfwYhyDSCCRJPkzjVf18pBEEQZMJMm1/IEQRBEAQZuVxt0R8lWTb6Wc+DEkhDbgeUQFLLshybjNgmyo7enVlNgaZ/H/PVrgYAIIGEC3LPf0dHa5/O0+V9ZGSMJ/UC1dLaRL4278PZlllNKlIFYS6scMWd+QX6wjoYumSsbNVZj+8CGihZDgBQaar8cCyvC0GQoYX40MIUhfWfBE5826pM+yUO+F4NpdVUGKvgpeZ/A4XToopQ18aFhJYXREVvpG3mRMThijsNxfqiLhzHh/1A/ESSLGWMd0wjVeM+TB31HvtjiAunnXicFVmypqdpRUJgp3WyHACgO+gRUi02SAgJa7JjAQCgcSZpvepHSpIl3M/6vgkAJyTMhRmDXUNiJL4wdcmQu9AnQogLfkMCCQMAMDHmjgx19iFPwhURRfGWMBd6TEvrJvWhdHOwCVcQTNVh76Ebe2O9XwMAkEACWZbdWZrspCbwz1Y7O2qIRTnVolGpJwBAgC8qCQ254vS66gu6XjggfktFKT+J8fExb5UJJiLu4dx3GsP+e+TjeVdUruvwJQKZczIqxrX0PI4TG1mew/SMDpdBfD2IRa+MY2ybgdBhvPTF4qg8XZZbEMXo3LTKfwx33jm2yuCGps81FxetrsvVZrJHA0chJgz/V6YcRXHri4c+ScMAKADQDfc6EiNAz2jftGmt4tCjpyY1qTIrCOZ7NEl/cuq5ZflzewAAugIO5tKKcy6d9/jVoXOLl64+6mja2e7vPlqdXtpysLvWPSuz/CMAELqDzh+bVYaUv+987c8pWuNrS3Jnp7x59FNNhIthda7WwnUlSyf99SHIQHiJw0VeLCIooonC6WEv0o3zMRyXcY2ESRaaYtACOgRBkEmEEuYIgiAIcobL1xU/1BkhVe6447t9D4sHoiY1r2dr8/9vsmIbq+5I9/XuuGfrrJTqLgCA99rfX94b7X2uMdCU0zcmz5BzxJNwvb8yY8U7/c3RGGiYE+bD+sZg07e1lMbfHe1+MC7ENRaF5bCSVO3P1+U9PDtlTsdEvg5/wl9lVBgPD2dsQogvInBiF4XTZ/LDVAQZsSO+GixdmdnLi4mHEmK8R0Nqr8RwrP2N9ldSJFnCVKS6zRn15HQJPYMm9cbDUd+RPEEUnCsyVnYSOJ49iimMMMxkzXh6qeGV+1xx12pBEmKcxFvccfeq/sZ5w6FpW4+dwkkQJBFW5M8+Mi8/u1QCAQic6Ep2XAAAFaaqBxRBRYcz7vh5QkxYkh3PUGRZPqkXJo4RHQAwd6DxBEbUTXhQA/pfrCEumB4V6lJYMXFxhI3W+Tn//Dxd4XUWpWXck+ZhLsSEuJApQ5PZCwDYIc/BFW2h1h/FxXhelI8UctJJa/hASSrfAYBpmxibzhblVIsAAFmGNBYAoNPfq8k2poeHc+1XZq//7NOmHU9/3LTjjrHG0RVwlL92+KPVV1Wt+3ysc01R8pUzzt3zxtFPBEGUSsd78gJDdt/3D9bibZ+Rp8+sBxk+O+ytv4/ECBBkEbSE1uVjg1srrcUjajN1cdHq5wEAHAnHr2ZZqh/c7tgx7OokApbQx/i4auiRJ8vSpweuKj9v2rTrOAX2YcPWu3INGWt4UfgOiRM5AFBb62xR86KQN9NWcrRv4KuHP+BWFSwo98WD1B2v/zSDwIgrVxcuOO9AT63/llmX3dY3X6rGZMgy2MIFKVmGGJeIdQUdQb1C63dFfWnv1m26OVVrefm66gumxM90BJFkCXCS6JVlMAHAsBdFKimVKEhChMRJ76nnOJGleZ5TEThJUhQd4gRWoaRU07ZlA4IgyFSDEuYIgiAIchbI1uR/X5TFjDAfnCVKok2Q+X53Nsiy1AJTf1cLBgByV7gr96XGl58WJDG6qXtzmwQShLhQWVyIawG+6Meep8/tZaWEhRXZSwDgKfjytR3yHMqp89fepWcMSxoDDXMSYkL55dzpfTexx+zVAFAd4PwrBEn4+vzUBeP24LIl2LxATxtaLEqLBwBguMnyKB++nRPZpRpafxAAUA8yBDlBtiaX5EWe5wQhnSEYiyiLKlES/7UsbWVVqipdsdW+SWwNtk/armgZJAHHsBE/HP8C9j5MwHuxJ+6mGgNNa0qMRdvNipP7ob7a9PrPmoPN9/nZgHaoeXJTrHizp4eLCwl6vGOcaDfMOe9oqk6jx2h2hgRfVF0W5amRn8zXFUj5uoInX2156YqEmFid7HiGJmvghIUdDMEcAIArBhqtIBVHJimw08gAxzPTgizQgijQsiyDn/WTHZH2yyiCPseitLw/2vkjXJg55D14niCLXIVpxt64EDPX+o7d6oz13sFJvEZLaXbIIOf7WX/WYG1yjIxpyi+UOFNtbNlDrCqYLwIA9IZcpdnG9PqRXL8sb+7v3VH/TQftdYqhRw+MFTms1tm8AOCMTZgDAMDllWsPNHk6J6yqRnuwGycp+s8cn7gNQHLEhYRDkEVQEgq5PdBjXJo5Z9TVLhQkswkAbgOAPBNjcrASmxblo4Ne4044jXNt5XX77LVlw7kHTVD8rLSyDQ8uvfOmLH36tKz+Ve9o/dq2tgNfoXLwP51TtqRjY8seos7ViheYsnCKIDp2dBws8EaDbevLV0rfXX4r7Oo81M0QlBjnE6Qoi/BJ0w7NZRXndDDkF2v0Xjn43g9a/T3+QCK8tdnbteGz5p3/jrAx4mvzr3zeqNJVKymFVU0rrwWAR5P7yhHkCwyhkABgVMlsEidPXcSHxRIxG4DEUQSTQlN0LQAATQxvET3LxvQERcskTqLkOoJMOxjgMDX7fZ+JUMIcQRAEQc4SZsZa2xuzr4tyYZVZaakhMUIlyBJLYqQkyFyBKIsaCqfPD3KBP+tpQ3ey4+3PhtZ3HuiKdF9ZoM9/NUebo/Ul/CoZZFWQC6acOrbQWHDUy7orAQDiYjy9PdT+akyIbW0JNVs7I523RfhIOkSG3jjuTXgLe2OO+wBgI4wggdUcaJ7tZb0ZC1IXHN/Zvsu562c4YLnOuHPVgtSFq2AEK80BANSU9hk1pX1mJNcgyNlCTxt4ANjESaydIZgwjuFP6RnDnt6o3eqOu76Ro8mzHPEdERNiYlJ2R8+2zg3X+uviFabyESXAMMA2kzj5k+GOf6ftnSV+1reQwIgohmEiACYCyBQv8fk4hjswwAiaYHgzYwr2RHtu8yQ8i1kpVhvmg2E9Y9jEi5wzyrEFDf7Gq4aTLAcAEOjwjBJrzuEae0PVSF5bss3PrGhIMzMVgLEnPXHAAT+tx32yNATqzAkhPj/ZcQwHK3LGGs/+kmrLnHoAAD1tOOCKOwccL0hC0lYmqEhVPQYYR2B4O4Uzx5SksjHCRe9qCjauAQBoCjT+KEOd+XGK0jqs3tUn6op0ptR4DjzeHem6lsAIqTnYKPEiT0rwv82rXpZdMZy57NFu1IM3SVYVzBdbPJ3aAkt2eF93beP68pF1avjq/CsaN9R+/jkAXDDWWA701E7bKh7D0ehup4pTcnkCwyYsYZ6rz5Qa/W1KR9TpSlFavlFtKb/6lfp3odxQXP9Z+64yGcA+2rmLDcUtW3q2HtXT+nnr8y669NOuzz6M8lHDqeNSGGs8xAUVKlzfFuOEWKo5XLGMnNWwtfNgyWDzp2ks3pnWkr/+Zs33hv1ZYCqScXk5gROURqXJB/jiewwA4J3aTdHSlDyzkdFHUlQmPQD4AUBucLcJDElHAMAAADAjrXjvOYWLHnu7fnOlLxFRVqaVvNYWsN9yuLdBVZKSGzvmbGps53tKNrft1f5y3bdX6hh1gS8WWH7U0VRemVZUm6zXjSATRFYpVH0tW9x9Bwmc5IdzMU6SERInp8YKUQRBkCkMJcwRBEEQ5CwQ5cKp7rgzIyZEaAEE0hl3VJ94Pk1pa2RwShkRwhaKZf6gpw1XJynUfrUEW4ldjl1/rPc33MGKLC3KItsWao8OtEsrTZXqDvPBgr6vJVmC9nB7pyvuvKIt3LZ8pPefb52/JMSFsnW0btil2VNUKcckkE76rLUwdeHPmoJNV1gV1k6r0toKAOCJeyiL0iLW+euKVKTKoCbVByxKixDmwjkYJoc4kbs6LkatBEbkGhnLPQyhGHwLC4Kc3WSbOvNyAIAwF6IBQE5X237R4K8rIjAqf3X62sL3u9+ZlH7VLze9WJqhygiVG8tkDMMGXRIuy/KJY6wERg67goQ77rrdGXfeMtS4doyQRVnEAAAifEgREcIzIkJ4MQCALJKHfawvffAZTqZmmBEnFpNtUV4ZDph42t+FIAtMMuLpjySLCQqnOjmJK092LIPBMVy0qW139yXLAQDSVOlNLcEmODFRDACQpcn5eUyIztfThu2THuiXVtnOvfnEr/e59qR3Reqe7PvanXAt2e/e+6fzsi/8JgywOG63c+csP+t/gMCIDxWEwrHMtuLDnY7tF7SHWx/1s/5SAABBFnBBFEZdyUKQT//3iUwOXyyYUWDJ7gEAWF++8qR/xC3eLlOBOcs31BwaRrURxiFhrmU0prHOMZUVp+TyD3/61zfmZ834ar45a0J2T/dEnJoYm7g+U5u+MMbHd0f4mG5mSnnr9q6DJQZGG6+wFI46YQ4AUGWuegPH8N0KQtEKAJ3wZZL3RF3ecHNXwGttCxzKp3ASFmfNbPbFA4MuhrBpra4/n/fjfEfEM+0rSWGAkXmmDDKQCDeceHh9+Urpk8YdXoqkbskxpL/Qd6LR3b7SGfEaAAAMCm2oMrXordeOfHTD5ta9F25t2x/908UPzN7ZUZNVZMm13bHgqr9paGX7a4c/WkfghHVJ7iwfAPhernlfy4tCNMxGib42CwhyBhn1v2mKoNH3A4IgyDCghDmCIAiCnAXUtNZpBeklN+u8xs+e1goLHHF7MQ44YIDLAFh2DuQnIcr+eeIeelPP5lebA80X9yV77BH7olMfyJ9Ir9D1ehLuk3Y+BrjAPC/rHdWuvQ8632+9IOfCHh2tAwDAPHFPTkeko8AZcy6OClENKyYUJE5SBbrC5nnWeX8AANDTelZP6/ecOM9+977VKQrr1c64k9veuP1VNaUxxYRoZkJIpChJFctJLJulzhLS1bbPCQxvy1DYuLAQuDQhxpepSM1fUbIcQYZPS+uOl2AuMZbd2BnuKI0L0XcAYFIS5gAAvCwM+mA8yscbnDGnnKZKw1SUom/H2Yh6b/ISXz2cceIJiTgSp04q8+iO+XNGck8AgJwUs3n7qAvaTr5iS063Si0V9ZcJ5SRuGQAQMAV6R5cZK6OehOfaznD723ExPuz+uJMJx3ApV5t/w+qMta+ceJwVE26bOuNeR6z3N4IsKAEAdJRue5Vp5sMAGJmuto17j/DR6o50XZsQEyft5m4Ltd79bvsGTaWp8hu5uvzICcdNh701f/azvvNjQswIAFcRGCF2Rjo6Q1wwb7AS6yOlJJTZzcEmvFBfNKLeysjYmVT6HgCADr/dkmO0eeGEhRPDSZYDAKwrXvpiIB5+8KC9zjCWWHrDbvVYrp8OGjzt1hnpxX27i8ddTIjHdQpNY5yP9zpjnvkvNWwwUhITSQgsPju1/IVzchftHsv889Pmfdzgb/zqUd+x+8J8uKzKPGOjM+4qccVcNhWhkkDGIkc87cbeiCcVAICXBNjcsb9woPkUJJMoMef95foZF/0935gVzTdm9Z3C3mvapL+waGVgLPEmgyAI//39ln+/dM/CG77yxI6XFi/Mnvm4ilQSZWn5bQalFuI8+1yeKfP44rsLSpcf2Niyuy3PlPlYrsE2yx8PCc6I1woAIMuyryfk8rf6ui8rteZv29t99GZ7yN2Yb8o68FHjtifvfvMX9z552U//lKI27jzqaLJ8e9lNSf95jiAIgiDI9IMS5giCIAhydsA6Im2/9rNe40ADvkhAS1iUj8z2JtyXmBUpb09ifAOKC4l7WoOtl5zYY3awZHmm2tbtY70zTjxG4RRP4dR/tJRWFeJCc0Yagzvhnr3dsa1eS2mjPdEeU4ANZHISd9q4mBDfTePUf2Zaqk/btRJiQ5km0nzjPvdeNS/xggzyqoZA/fFSzemq9B0r0leuzdXlsnBC0sYX9SwBAMAAi5w6J4Igw5etzak/yoUOY4AVjmeCazCuuFMdFaJ1alJdEhfiDc6oS8jV55QCAClKYkedrw7/uOuTojsqbj+mJJl4Z7i7IS7EHdUp1cO+h4ExfuhjfcO/AABq3Ecq51pn17tZRymF00KAC46o17qG0AYbehzTagGPVW30yZic2d+5uBDTfdj17o/Py7ro55MdV3+Wpa88sg02X9ESatrCS/yg5eIZnInTBHMAAxBCfGhYZb/HSkfp3zk1WQ4AUGWeFaoyz3r8g853REes94+iLJIETnamqzNEmAKLEU5kVJhq7LGek47JIENnpP2mmBDNbQo2vijKIkHjTIY92n1LiA9lnDhWlEUiyAXGdUEDgRFSpbmqRpKltwDgEhhBGxhk/OQYbaMuE37TnEt6N7XseQkA7h7N9QxBg1VjkkRJtI02hunixtkXX7yueMmwFiKMhppU4gk+MYOXhEMYhr0W4aL3KWUQKJyUyy2F9iOuRnKGtXi0lVIwb9xLlxiLn1GTqox0Zar90+aDfKo66z2bIefut+q3XO8Ie1ODbLjfnzl9zEqDe2n2nINt/u5IjsH2xC9Wfqu/vvWyVWWediX6t7btu+uzpl03ExgePth7rHFR7mxvhI255mRWJAAA5mXNkABO/oXuQE+deV7WjLv/dPGPPvz7rld/PyO9JLCxdU8ZAEBFasEbOzsOXuiNBXQ6RmO6YdZF/wcA8JWX7l+ioBTRVl/XVYftja/aQ64rv73spj9P+gtGkGmAlziM5dhyjUJ7LNmxIAiCTFUoYY4gCIIgZwc5zAfTAACyNXlRX8LDR4Swob+BIT5IdUTavsdJ3Dvpqoyk7nByRp0ZOkb3VV4aVmsuAACgCcYfF2InPaDKVGf+68KcC5/8oPN9jT1qnzOaZFlzsLlgqDHuuGvBLufuje3h9ifLjGX/KTaUOP2sP90ddq8IxAPfro0eq3LGncr+rvWz/gW1/trbcnW5fwEAYMUEFeaD9wgSX/zFCPmMLs+JIJOh0jzj6ogQ2RYXYqUHPQcMk3HP5xqeLbsk99Kanb170hqDjWnnZ6+rL9AXYH858uTxHqYBNgjOmKvl7bYN1SRGVm7v3bGs2Fj857VZax4ban4trd03mriOemuL8w1Z4agQ1c60ljQ3eNtNzrhrWO8zsoj7jziaB+3BOtVkmy2DvvH7Ep77tvRu/Gx5+qptkxXTYJamrzjoTXifcCecP+jvvIbS7CvRl30jRWmty9Rkhzf2fHp5mA+vGMtiEBKj4iaF6XFZlhU+1vtNURZPS9LQOO1NVaU9ONg852evf+LdjrcynDHnA4IkDLijMplW2FZt6ol0fx7g/KtPPedJuJd7Eu4Rt28ZKwNt2FioL/rmZN8XOQkG/SxUaPN103mmzNNXSvaj2lb6QoOn/a42X/eIyutraBX/6IXff2BR9sx5B+11O0dy7XQ0kclyAACbJpVr8bUfkgGYXG2m/StFlwSfr303A8dwKU1l2T+GZDkc9hzB0lSpKl/CR2dqM3sytZl//vf+934mSkLl+dbljxYZOzPCbKw0yIbnDTZPkTnnmesrL/pFsTl30PLr8zJmnF4ebAr7oH6r5d26jZdsadtf8sCqr624ftZFR2AYC4DuWXLDUQA4CgBQmVb0/cW5s+Q/73jxgWAiolHSih27Og/ftKZw0UvripekbG7ad79BpX6zOqN0d1ugp2NJzuwGbzwQT9GY7gKAvwznfggyjWCcwJpokhnTe4EsA0ng5EkLXkVJ0BI4GR5beAiCTLQhOrwh4wglzBEEQRDkLKEmNZ8EOH+BK+7AK3XVe+zxHrUj0b2kv93azrh9qQJXPJauyrg3CaGeEIezt6br8McAUDbca0gcP+kBmEVh2V1iKP0RAMD52Rc86o57bu2N2UvHOdTjApy/OMD5/9gR7vi1n/W3dkW6PJ64JzN4Qk/1/iTEBNEd6fpZe6i9sinY9MGC1HkKTmJlGmf+rSCUcRWpeXeiYkaQs4hoYkxLCNr6ckgXWtQSas4abLCW0vpUpMoFADIGOOWI9444+WekjV1vNL+VFxYiegCADzo/Ou3959Xm1yr6/izIAumMO/NUlOoub8L7hFlhPilJ0xRoolmREyrNFRIAgIJQ9Jw633AkxARO4TQLENXGxWhhoSnDb44ba2t9DUP2zsZxnJRledR9mifbupLFR/NSjZUifPHjgcZpN0MoDkmylMNLXDZNME6Q5agv4Xn2sPfg1VXmWfuTHDIAAORq8/4vzIduSIjx03YpUjh9ZFbK3ONtP1ZlrHkzzIefcMUd3xjNvXAMhyrzzFWzU+btBgD4vOeTDx0x+59iQqy4bwwGGKSpbPcuS1855M6ki3Iu/dF/mp+/Wk2qPx5NPJNAztbm3MYGElviYjw72cEAoAdhU0Grt0vZX09tCqdMAOAYzhzfWnrjzq8vvEbO+83aEf2FZuhTvfOzZjxh1ZoT60qWjuRSZACiJDWH2Ojtelpj7gw7jtojrlUERoCW0XQBAOzuOURgAIXzM2Y2DDXXiaosMyQ4pZT8wqzZzxabcvLmZFT6HH7Xj6rTyujNHXtu3dZ54Mf9LWQiMBxonG4YKlk+HYXYyO8b3O1FszPK/3P9rIsOj2aObe0Hyl+ueW8xBqDWMepYdXqptsXbVfTjc+6seuPoJ1/95943/rK6cMF1dy+67o5AIvxIht6aXe9qLczQpbIfN26vaPf15KXrrO+tL1951rS3YMUEIfBCikyITg2lRwsGziyyLAE90ot4iacSXCJXq9A28RJH0ATNAwHtJ45ByXIEQZCToYQ5giAIgpwlUhW232CAB4N84PyDgT1rZ2jm/omVY7SX9fS7+6Er1vENmqA3FupL35rkUI/L1mabtti3zR7JNTLI+hO/ztXmPTXTMrNvNbacp8v7XW/M/sy4BTmAuBhXbrJvqhh65P8EuaB5c9emK928+464GH8qTZWmSlGkHM3T5Tw5UXEiyNmm2FAiAcA1PfHuVedkrH15a+/m1BNbLOgofZgm6G4AGYsLcasn4SkFACAxUkhhUhrdrLt4oLn7o6Y0iTaha9DEfH86w51FG7s3/vbKwivvAwB4r/39lY6Y41o/678QAwzf6djZalaYHy7Q57USGCGf2KN8WHGRajEmRLV9X3MSZzQqtO1DXUdLmpb97e0CLwnTJrunY5SiCP/rJ29kzH8+P3v9wwAAnrhLa1FaowAgO2K9ujRVejBpgZ5ipmWWry3c8s+EGP/picdVpKo2RWH9zSnD5VmWOfdt6910QVSIjrhUuCwDpKnSjy++WJ2x9sNjvsPza/3HXg9ygXMAACyKlGfPzTr/xeHM1xpqwWUZCD1j2DTSWCbL0vTlHazIXt0ebn2PFVlzsuMhceq0di7I5OovWQ4AkGlIHVayvI8sy7EZacXUEUcjM9xrSlPy/p6uS0kAAPRGe9WHPIeui4tx/rL8y54dyb2R/+FAiFAEEY5w8WM5+sxMAABRFqE36iIBABZkzBQ3NH4eeb3h49wrSs5tH+68zpiTwjFclaJMOf7zIl2d0k3ipA8AwGpKieXobM636j8dcOUDQzKxOenl20f94qaoP2z5d4E3Fpjzm/O+M29u9oxRVxHY1Lr3dzX2unUAABWphZ8fdTYrZVk++nHj9h88s+f1n8T4OLar83Dl4pxZql+uu/elNl+3ucZer9HSaieBwfIwG7lZy2k0APDyuL24KY4hFKIsxaMyYAwAJAAAeIlTUjgdT3JoZwvMz/ovNzLGN2ACKhwwNNM70msonOJlUvSzbGIGwyiOjHdMCIIgZyKUMEcQBEGQs0SqOr0jVZ3+w7Zw86uCxD+oU2l/QAn0hoHGS7JIhPnwbxoDdRnFhrInRnIvT9ydEeSDtzE4s8HAGP1xPh6WZVlpVVtH9DA4ISRoSRaHvYsxR5vdFeAC+Sce4yRuNQD8q+9rDaWpxQEftA96skgggYNzmAEA6vy1d9b5a0FJKqMzTFX+Al3Bv7K12VOqByyCTGfLbSs27nXt+Q0ncSeVPbcozB0dkY7KU8cLskDGxJhBS2rDYSGsPfX8QBJCYlS7x0RZhFpf3bf/Wfuv1QZG/0ZToPn+qBA93ms8yAXTA2zgJYvCfOtIk+UAAGpKxeIYLgPA8YQOhsGQ89jdoUSLt2tEi4GSTa2gj/8cUZIqR6G++C99X1uU1uM7a6ZSsrwPgZGRU4+pSPX7y22rGk89nqXJ5tSU5o2oEP0uAABDMH4aZ/oekNKSLKZEhehJ1U5MjPm/ebqC31I4xWKAnfQwtsJUFRRk8UolocxgCEWCxqn24cbtiNmXySBpywwVm4Z7TTKck7l296vNL7/Niu7bkh0LgZGdyY4BGR+/3fSP71fbSn9yxNE4rF7khebsptsXXPXrL7/EQIBn83X55VEhynzQ8QF+fs75/xp0AqR/Iij0jPY1TuBBx2jUfYcPOGorrim7YB8AgASSVknQ5QAn77ocTKoqlQeAk35erClYxANAcE/noVnzs2fWbO3cl1vraVnZ3+5yNaVkrWrzrptmXto8ylc2JW1rO6B7v2HLGzPTS4XhJsubPR16EsMLc81ZJ1V2KbPmt9XY6wAAwKIy6OtdrQa9QvuxQaHDsg1pBxMCR83JrHiWF4UaAIA8U6Z3d+dh3SM7n5rz3WW3fLQ8b77Xqjaeka0NOJFdSRPMpv7OKSjlSbuFv6gkhEwS2cgYX092EKeiSYUHSPCccrjf9iMIgiAISpgjCIIgyFknT1t4IMD6r1NTGs7EWL5GYMQqXuLvdSUcp+3k7op0aWiC/klUiBXpaf2T+brC0x7Qn8qb8JQ6E44/7nPvXkfh1EP52sIOBaH8GGRQ+DjPKwbG+EmaKn3QxK877tYc9hxZYmD08+NCYlg9dVWkKoHhgEniyYlwP+s7zxFz/DhNlfbLL+cunorJ8oHEhbh6j2v3012RzjtLDaVXzk9d0J7smBDkTBBgA/mFuqLWrkjnpvZw20oAAC2pDXsT3oyBrkmICWuerqA2HAwPWba8Dy9xqhJ9cWdDsHHEZZ8FWYD2cHsVhKGqv/NhPmw64jl6o4kx1ftY34haTWSoM1yCLIRZYGf0PdCncEox2DUa2dT0YffWaZMsNzDa8PXz1vQYdESlJH/xYycuxNLq/ceeT1FYLzMwRj7JIQ4JAzjp3w2O4SJDKAYscVtpmnl/T7TrwygfycnXFb5RbCg9Xja41nfUst+zt44VExYAADWpqSkxlN1WYZoxYDnOmeZZAQAIjDRuGqdbLQrr9y3KlFH3CZ4sudq8n7MiOzvMh6qTGQeOYaqhRyHTQbYhbdtnzbs0wx2vZdRdczLKWQCA3qhD7xE8v8UBd2GAvZOlyfq/w57DC6osVXdOXMRnJq1CVZ6jz/z0YO+xJQedtcerSPgSwdsB4HkAkLpCjlxJlkZc6vhE++xH8bm2SgkAYH72zIMAAIIkkrLcfz7qoqKVd2XoUj8cyz2nGnvIhT+x86X/q3O2Vq0tWvyt4V5XaMkJAcBpbVCuq77g+/Wu1qJjzuZzanobKtYWLdpcbi14qiw1X/jHVb/8Z54pkzv1mmurL2j7y46Xmr7x9i9/9/uL7n+VFbmeHPOAH+mmLwzKAWDTMEdPn196kVGL8zG1klJFhx4JkODixogUrjIxll04hqMFFQgyDWAYAI5aN02aadN3DkEQBEGQ8WNgjBwAQI42v6vKPOe5UkPloix17kMERh5/+EBjDIT5cIYz7kjFMXyNiTTvcMWcqYNMix3yHrzoiO/Qx/vde9YBAPASTzQE6/IP+Q7cech/4Jb9nj3v1AdqP2wM1J87WHz7nPtXb7VvfeuVptd+4U14h9W/vNxc2qom1WGGYE7azdkV6bK0h9su/PJLIsgFLhrOfFMNjuE5DKG4PtlxIMiZwsAYWo0K44YZpqpnM9SZbiNtcilIhTMiRIyDXdcd6SxJUViHXWY0yAcLRIwf1kOs0XAmnFcSGDHssr99DnpqcsNc2HDi7reEGM/MUNucA10TZdl4f7vlpiqrxhzXaaFUOmUHvpf1XLjXvfPnyYpruHqjdoaTuJP6l6tIddv52Re9MNA1+boCaVn6yk/Py77oHycmywEAyk2VnmJ96eoK44xl5cbKJUX64usHS5aPxVzrgq5zs6bHrtj5qQs751nnLzMz5reTFYOSUHpTlNYB/16R6eXWeZcf1Sk0NcMZm6ox+1PUxtDnzbu+X2Ovf4TGFPwM84y9BtqQvrFnY+orza9Y3mh9445Xm1/9+gSHnRTP799w/kTNnaPP/BwAIMzFvvFa/YfHf05Kksi8XPvu7fd99puPInx00b3zbvrPaO9xyFGfmqIyqk89riAZlsD+98iVxEkoNuW+c0Hh8mvW5C9+7saqS0ZcXnmqerduk+3xbc//65C9/tYLS5e/f331hcNqJdXm66ZhgF2uczMrI+/d9rc1F5au+GYwEVYcczanu6K+Ra8c+mD2icny+975bdW3N/x6Zt/XmfrUN+N8Av/1xr+v+qxl1wNjfnFTEI0zSW/VxYkJYuhRyHjgRY4BOL0CFMvFjQk+rmeFOAOyNOz8Dk7grI7Sb0PJcgRBkP6hHeYIgiAIgoCa0nCVpupfaChtVl3gyO0AADLIgp7Wt3hZT0md/2h5ljr7CQKInzQGGrbb1LbPNJTWBQDQEW7TdUbaH/axvouDXCC3L5mio3RuAiN7WIktjAlRDcAXJY07Im1rREkoU5DKu7I1Oe+cGos77iZbQ63fjgnxQXc6nqrWW18eE2Iw1zq7wx7rSWcl9vhukaZAk8kZc/4wzIdX9kR71o3hP1XS+BI+nZJQLkl2HAhypikyFD/XFmq9WZB4syfhmTHU+C8fMHkAYFjVLwAAOJE1ZKozgt3RHv1YYu2PRWGJRITIqOZVkIwnLvHH+6sLMq8pMGZ290TtJy2OwgEHLK4/crC7Ydg7JqcChqJ8AGDt75w77rpzW++mD5emr9wyyWEN21H/4etCXOikRV44hjfBGMpoLkhdhHpY9qPUWB5Rkeqr97p2/9UVd9422QtDDIxx28LUxQcm9abIhFpbtPjNt459tnyg8ylqU+yKGWt/X2rNf2tRdvXRLEMaBwCYLxZUHfYcvllNqa1RIZoCACDKImZiTPdF+eiLakp9WpuG6SzCRQMTNbcn7qMtSlPCpNAvpnASeOmLghe13pZ5td6WeQAAOTqbFQAeGu09ZqaV9rvITEOpeBzHAUQR9IzGsSJn/o0/X3nPp6O9z1S1s6OGefHgu//a1nbg3F+tu/frN8295GkY5s+o/naJn2plwfwX3FHfokJL9t/jfMKvYVQnfQ6xqI1uDOR1je722k+bd141N7OS39K2D7oCjtTdnYduPNTb8NzM9JL20b06ZCA0oZiQNmGcmCAmau7piiJoNs7FNUpaedJ7P0Mr/QAAnMDlYjKmS/CJNgWliMAQ338yyAkCIzUAEJq4qBEEQaYvlDBHEARBEOQ4PW08/tCHlzlSQ2l4L+sBVmKxz+0f36Ai1SIv8ReQOMFF+EhTT7RrviPuuNmTcC09cZ48bf6mYl3Zc2nq9H+1h9sqOiNt/24Lt87tO98d68pQkqqfkBi5w6bO8PYdbw22Mpt7tj7dEe5cNdLYY0IMAAD2uQ7k5OlzOliJzek7Z4/Zi+0x+68HvHgakEAiMQyLwhcVglB5PQQZP1KqKs1bF6hdOZzBrMiq9JR+RAkLEqN6W6Mdp7W9GA+ehEeTr82riQvxYSfw+1A4rYmf8m6CAZy2U87MmBOvHdpRGRfYaVULrjDFNmD/eE7ijB2Rtne5Hu4n+brCP+dq86fc+2quNv8Dd9zZLQh8LgAABhgoCWVtksM6Y2Vrc7hsbc7tH3d9+Lo34f5KlI+u5yRuwheJaCltR7mp8ozcPXw2q0gtfGJuZuW1+7qPLujv/PysGf/46Zq7f3rKYdmk0kdNqqpnP+n6ZBsr/u8997D3cI4kS385N/vcWyYy7sl2Xsmy/TBB/XTtERdvUZqgztfSyUtCTn9jonw8p97bSpaa88etfUS9p5XRMmpOx2hET8xPZOrS/nMmJssBAP68/YVHN7fuPXdJ7qx3luTN/ud4z39V1brgVVXrvgIA0Ohup4pTck9qpfKj1Xf0XvDPr1dtbN17bYSN2ToDvccXPtbY6wv/vffNex+7+IffGe+4kPGXEGO4glBJKGl+OiWtjAkST5I4JbB8IpWhFMef2dAk3Q4kAMezaZIsmXAM7xhsLoZQSHByshwLJgL5NEH3KilVbKJeA4IgyHSBEuYIgiAIggAAQFyI6dvCTcU2VeZmGmfMXeH2Ck/CfTwBExWixqgQBQCwbHVs+i8GGPS3A0tNaMQsJmeTmtK8DgCgo3RigbZonYE0vXrQv++cvuuaQg3zMMCe9ycCD1WYK/ZuaH3nwu5I933t4Y7VY30tFEaecSumWZHFj/qOmHmJL3LEHZVZmqwtRfoid7LjQpAzQVyMcwtTF7O7nDuGVdpcBNFGAgkCDO/5ekQIzyjSFxxuCrb024t8rHiZN4zuSqmfhLJ8WlJclvBQXGD73ak9FWloVbzMmmevzsouissDr23gJV7bGWn/IydxswVJuKNQXzylylOSGBGxKtN+JMoizolshpbS9a7MOOf5ZMd1hpPPzTrvfQB4v8ZzMLUt1HJtlI9cE+bDiyZq17ma0nxWYuh/lyoyfRWn5PIrC+bf3BVwbHJGPGmnnr9r0bWVg13fFenaCwDHKwv5WT+zy7nrJhInN6zOXP3GBIScFP3sMh6X5Hlv2GWtSil1AQB80r7DNdA4T9xvrPU0Lyw1528b6z37lFry2VeOvZ+vZ7Rem9b6+UVFK388XnNPJb/Z+PTVzd6uqxbnzPrD3Yuue6DAnDVuiw5Odbi3gTxkr/9znaul9ZKKcx4FAPndus1qXyygU5CMclfnodMqiOWbMusuLFvx3ETFdDYRJIEAAJnEyQlZXChKAqMgVCwAAIbhgy3OxGJ8hKYJRiZxasgKBWcQicQpCQDgxGT5iTAc88mypAZsxN13ZRWltIuCpAGAOEzA4iUEQcYOO70zAzJBUMIcQRAEQRAAAFCSqiBDKDYFucA9Vm36K46YPRsEbMDV3f09OCYxkreqUn+rVeoe09LasCPWS/Ax/gciiBus6tQXFxCLK1KZNOM7PW8yMshgj9tLWoOdP05RWm9yx91fG49kOQCAN+5PV9CKQEJMGMZjvqmiM9I5z8/6X3cn3BWOWG8bhVFfydXl7kh2XAgy3VmVVoVZYZF2OYf37URilD9Pl++PiwmJFRO8RZmiaQ0057AyS506Nkudc4zACVKUxNPOjZcoH0shMEIWT+nVPZSWYHtxnj6rPiKES48fxLDT+lJiI3/4ljQUQcnnlSxqLczUVQyWLD+RI2a/icCIbYX64qcnOLwRydMVRPN0BS8nO46zVbVllrPaMutPAPCnLfZN83tj9uviQuyqmBDLGK974BgBJsb80XjNh0wt9y27ucERdt/7+uGPX4oL7EnvrR83bn9udkZ5v9eFuXA2K7LLTj2OY7hcbCh+rCnQ9EmRoSg8QWFPul2dh/QLs2eGAUDqCTpXZuhTN451zhifOJ7Ym59eZekOO8CmscrHPM2n/Zz8pG37TxSk4okLCpZvOOCoJWanlY95d+s1FRc0mBT6c9cWLDk01rmmqg5/77lLc2f/6Q/rf/CbibzPPW/96oJDvfXf7Ao41uE4jm1p29/0+4vuf/OZPf992B5yXpSqsfS7UDrMRlM3t+59qtCSvTjXmDFhyfxJgiWEGKYgVUmphiPJgiTIAkbik9+Zh5c4ksJpIcZHKBKnSBWlSQBK6p6GImgOAEa1iIAimLgkJXBA/10RBEFg+jz5QBAEQRBkwlUYZz5Zoq+olGXpPzra2JCitP5njmXeqxdlXRpcZVuTGGhVI4mRfLmx8uVifekFy9NX/cSiTAkBgKwkldkYjUcxGkxpqvR/6Rj9I52Jjo50VUYEACDCh/JZIV59xHvkURWp2jBer8PL+iwaUts2XvNNFQkxoXUn3BUAAPaoPfuo78gzrzT/57kD7gPj9vAeQc5GPZHuvR91fhAfzliGUPAERlABzq9tCjZVdEa6qg+4DxRalCkN/Y1PCKzxqPtYSXfE3m852PHgY31qNan2Dj3yZDEhxuBAnVTeFGT5tIexsQTrH0N4k8qk0MeLMvQVI70uxAW/BoCW7iP9W25bueeawuu/szbrvIJcbf41Btr4BoVTw3rPGIxZYf58ZcbqV8cjRmT8+eOhwrHO8X8XfO/VSyrOuV/LqBMAADpGw55XsvR3l89Y+9pA10S4yC2iJOadepwVWfypY09lu+Kui8ca11SyMHtm8O1jn30DAPBtbQfqxmPOAlO2p+/PLYHO936y5Bv2Gysv6belRY2r/tz/1L57JwAAjZPjlTCSWgJdh8dprinn06adhvlZFeyqggUvTPS9/PHgsmZv5/msyOFxPoHVuVrObfN103E+UdEddBbt7zk2p7/r3FG/qcnTYWn39ZRNdIwTLcIHAceIpH1GoQmFrCI1E5asJ3DyeIUfCqdPWtzQ97WK0vA0waAd0P0QJYHu+7Mg8actfB0OQRR14xcRgiDI9IV2mCMIgiAIchKzwiICQD0A9oaSVP/NyBgDrqDzNr3CeHhJ2vL8CB95vMa7P/XEa0wKi71QV3y7kTGd1PdKTxva9LThHkesFwcA0pNwzarx7i9mcOb4L7paRu1tC7VdeXHexVUHPTXj9jqUpJKGKVVcd3xlabLrjvmPVQJAmZ8NLPMk3N86N2vdO8mOC0GmoyrTzA9MCvNmd9y1XZAH34TEigkqKkQk/JRfpQRJ6PdBZlQMGaosM7oPeGoyxy/ik5UZS+s6wu2jeiAsAndy73Ps9EXVBIkrRhnapFNQdEDGZNVIrwvzoXm7nNuXLkxdsnUi4kLODBnqTDZDnfkqALy6z7UnqyvSeW1UiF4V4cLzJJAAx3AgMRIwDONZ8fSKEyfSUNqudJXtF5MUOjIKRqWueTzm+cP6H/xBr9TWtXm7Lp2RXvLSd5ffsnmw8XExHsQwbMCkEI3TVwHAi+MR21RRZi3423t1m2bnmzO/CgB3jefcFeaiXl8ssBXHcPcNFRfbXjy2wXjqGH8itKDe20pWWovHbSfynXOuPWMTewkh8c3SlIINnljAPhHz/2XHi3n7u2ovc8d8i7uDjnl9x9O0lmihOXveNS/e5+kNebRDzbOr81Benilj6cqC+UcmIs7RkmRJg2P48MrgAICG0ssAMOLKBwk+plJMcl/qvl7kfV/37RCfzBgAAERJLCBwomWy75sMBE4e31kuyzIRTUQVaoU6OpI5GJoOi7JIEhgx3asxIAiCjAlKmCMIgiAI0i+bOvO3ACD7E36lVZ/6T0/MU22kzPsUhGI7AFyeo8n34ximagu3MK64I6fGu/8fq2xrr4fTV33Laap0EQCgK9pZDADASiwG8MXOdFGSlT1RO/l6yxvj1o8bBxzCfGja9NsdCQNt9BoYg6M93Ha892WQC+S2BFue30Pvvmh+6oJx68GIIGcLvcJQ40w4Z9AEnRAEYcjkMAZ4pCvaVXzisTAf6bf/OY0zngOemuzxivVUNpXNbo/2ZI+2v7IMpy0tOm2iWJztt9zpVFSelusCANtorvUkXGsBACXMkWGZa53fNdc6/1EAePSo93ARQyhwJamMaihN7MPO9//Diuzawa7P1xU8sDR9+aCJU+TM8dCauz8AgA+GM9YRczR4E179QOedcee6xkDj0mJD8Rnzma84JZff3n7gQkmWnx/vuWWQ+DAfDRUac17XM5rNJIY/8ezRt076PcET95s+aduxoNScv328738manC3F11eWfT4otzqfncdv1O7CV9fvnJUO5J3dtQwrxz64I0Wb1f1iccZgpaX5s7xbqj9fDYn8sPabc2JPMzKKB92YnqyjCRZPhaTnSwHADgxWQ5w+o7xyXK2JMtPRRE0J8kSwYmshiaYYf87I3Fqyn2fIAjyPxiGCqFNFlSSHUEQBEGQgcgAAEaFMQ4AYFFZanAcpwiZ/LzcULmjSF/UCAC+vsFdkc5rD7j3/mywCTNUmW8DAGCAgZ42tKhITXOtt6Ekyke1baG2i8YrcD2tFyN8JGW85psq9JTeF+UjhvZw22nlhkN8SH/Yd+Rpe9SelYzYEGS6szKp7Exz9S/TVLZjg43TkBpnXEictls8yAULTbSJBQDAZAzSlbZmAAACIya0zyyJ405O4tSjvZ7ATt09fvpv42olPS3KNOoV2sTc/KxRl14NsP7vNwTqRlzOHUEqzVVNRYbihkxNVvdn3Z/83Md6B02W4xgOalLdO1nxIdNLri73UyWpHDB5sc+1T8Gz/L/bQ+2jfu+fim6dd/nP15ev2jHe8xYYszdXWUr+nqO37cjQpTXmaGztl5ecGzx13FFP45LxvveZan3ZqtvzTJn9Lqbb332MHm2yHAAgzEZXtvl6qostuYeevvIXD+sYDZxXvLTFpNKHrq++cMmK/Hm/temsw2699fddr/681dc9YVV+RkOSxTPm3xonJkZVAryPIPGDVmM5UVyI0kOP6h8v8SpRFpWjvX46wTFcgWP48cUSgsSjDZMIgiDDhBLmCIIgCIIMKcKHLQAAdYGjvxJAqJtnXbiEwuhPAOD9vjFqUi0GOP8Fg81TpC/9W562oIHCqagsEsRRV0N+QkqM+1JJEUQgMGLEZeumOoZgunh54L5k3oSndGPP5292hjv73emKIMggMDkjISZss4yzKQLr/9tMQ2rsBEbGvKz3tAoWOlrbFeW/eJCXokx1d0d7MnI1BU1hLmaeyLBZkU0delT/8rR5HWE+dNJubFmW1SR+8nM1EeONWlo95XeeWNVGLy9zo37/01DanXpaXz+eMSFnl3fb377LFXd+c6hxJsZ0YFbKnI2TERMy/djUNoHEyAHL6YqyCO/1vJevpbV/n8y4JkODu01V52oZcVuNwSzOnO1U0UpvisrEeeP+Y1ql9jkCw/9lVOgAP2GNWCARWjme9z2TFafk8gAAh+wNpyUg52RWcKdfMXyt3i6awkm4a9G1m0osuX+6e9G1B9eXr377mpnnb9YrtY5nr/n1A5dWrL4wTWsZ1oLEWldL3utHPp49lpjGkyRLGlES7092HOOFJhQiJ7IUL3IKABjx7/WiLA73GozAyJKEkBhV0pzACAUmYzeM5trphiJoP4lTkiiJugQbN0uCjBaDIgiCDBNKmCMIgiAIMiQNpfUAAKQorG9LIJYBAFhVqT9Rk+peHHAwMxb3wtSlt863Ll4x2DxqSh1OV9l+oCX1DTsdu3PDQnhCErshLkQwuNJhoAytEzF/0mAw5Ar87mj3nMPeQzdPRjgIciYxKIwbl9tWfkNJK6/J1GQ9rKf1J71/6Ci9KyFy6p6YPa+/6wVZtCgoVUu6Mt0jyqKHkzilL+ENu+KutImKWUtppYSYGPX8XdGuLB2lP2lHPYZBTJBOrp6pJJVyXEhoRnufyYABBquLq0/bMThcalJzOEOddVuaynbGLbZCJsdHne+vskd7fjdUewQccEhVpT8G/bQ/QJA+FE4dGux8mA9jG9o2TPmFTCN1zNmSs6O95jYYReJtEHKuIaMNAGB2WoWkohR/m5NWuf/Hi+92pqhMxwfF+MSCV+s+mDfgLMhxO7oPfO/BzY89HeLD54/33DW99RV5pgw3RZAvFFpyfFmG9IOXVZ7zXZqgfhLjEyQAwNqiJfIVM859ZaA5Lq04Z8OJXxMYPmV2Fkuy+DcMwwetZjRVJBLx3L4/i5IwyOdAWQAM4+DLn2uCxNMwjO9hTuRMDKEY1gILXuKvFQWxCuTRtZfFMdwngfjsaK6drmRZVlEUnUPT9OFhDMe+/D+IkjDqxbgIgiDTHUqYIwiCIAgybBnqrP9ma3Kf6Ps6S5Pz5NrM8+delHNpWoY683kNpRmyT1qRvuRtNaH/p4ExnNo3d1y1hdozcIwIkRgp6Gl9FMdwwL78n4k2tWpIjXMi7z8RQlw4PVeT1zDUOJpgDJMQDoKckbK0WTWX5l3+03VZF1SUGsq+qaV0HSROigyuIANcYMCesiEupHTEHIU9sV5dd7S7DABAAHHCkuUAAGbG1MxJ3Kh/pxMkARdl6dSHyKfNF+XDGh2jSYz2PuMFx74IrTqt1HXqOYNCF0nTGy2jndvEmF+YZ13YPvrokLPZVvvm/J5o97OCLAy5M9aqSn13hW3VC5MRFzJ6/oRPGWIDo35PGatSY+mQfX9TVakT+jMmGS6vXFO3uXXvPU/ueHn+BN1CtqpMCj2jeVWUxFsfXvZtd98JJclEmv0dv97efWDKJFenonpvK2nTpL682DaT0zLq0z4z7Ok4PKb2UId7G29P1ZqPXF65dh8AyJdVrvkqAMC3l910eE5GeQIA4PUjH2s2t+69sL/rjUodV2zJ6Sm3FuwBALCoDP4Cc/bescQ0XgRJoASZt5M4+aNkxzIcCoWyve/PBE4OuECHJhQyhVPHy/CTOHU8eT4YmqB9Q43pI0jcqwSJvyRLknG415yKxCl+uGM5kVMLEjfscvFTEUmQDgInDsAw/i5EWUznOO4KQRSWxblERSgRvGwSQkQQBJlyUA8LBEEQBEGGTUkq4yd+bVWm9gLAiHtwrspa+UR3tOfrATYwY9yC60dHqKvKrDAFHBG30UDr4wROiDTBeJsCLflqUp3I1NqOEBhJell3gSALo+6JNlkkWVQBJg+6Cj+FTAnna/Iv3uva+/o867yWyYoNQc406er0RLo6/YmeaE9Lva/2h7tcuwetoNGHFdnj7yUkRoypLOlgGJwRo0JkTLu+bSpbICHGTnqwTWEKHwCcVHJeTeo8/ngoqbtNrGpT75VVq4I7O45y55ZXm4wq9dGNrfsrAQA0tCpx17ILIywWGlXyiMTIRKYm++XxjRg5WxzxHtK2h9teTIiJIZNEFE7xWZrsRyYjLmRsonyMIgA3i5KUZVSaDk72/Xtjvc1DjbFH7UlfyDQRVLRisyvqnQ0Auydi/kxdWjRTlwa7ug9uPuyu3w8A5wEAdIUd2V1hR/ZRT9OG1kDX7zK1aXP29R458v2Ft78LqCLEca/Vf/iz2WkVB2t9bSUaRvP37pCDztSlHf+8E2DDiwFgwN3fA3GEPao0rSVWmVb0/My0klJ7yMXYdNZ+F1g3ezvXH3U0pfd3bk5Gxc+MSn2wOCV3a6Y+9cdL8+b885KK1VOi6hiOYUYKY/6Z7DimIyWpFgEAOEg4+o7xIqfCMYIl8PFvxUYTdAwAIMqH/4IBVqeiNE8Mdc10RmCEnaCJ/wIAqHDVDABoT25ECIL0wQA7qYUMMrFQwhxBEARBkKTI1+f93RFzPOCOu21Djx4dTuLw3pjDBAAQE2J9u0U0AABRIapo8DfNAAAoNhYe8LKeKdPb7kQYYJCpzqxTEkrSy3qV7eH2QRcZVGgq/bvtu4v9ku9Ia6jlk2pL9fUlhtIB+2AiCDK4DHXGR66Yy62hNB9G+MiIdhuqSc2Efe+lqqwOd8KVMZY5PAmPvkRV0BHig7n/OyqftluMk1mlmlayES42IW00hlJiyWu7dNYcDUaKpesM5QDAwpKiMtoR8bfWuVrzzSpjXCZGX5o+VZX2uxJDWfc4hoycJfa6dmPtoda/hfnQwuGMNzKmd+dZF+yc6LiQscvUZobtoZ4qiqCloUePPzWpHjJJr6E0Q1Ydmo4WZM/8k5ZRj7rFxnAVmnIlluf+feesa/NerfsghcQI2RX3mdsC3WuePPDSGoAvPocLsvTVBxbdcdYnOR0RN50QWcoecc3JS2QKjqhnuS8evPGQ6+MN35p705a+cecWLxlxshwAwBX2rmn2dNTmGTLJuJB4yxHyqAZKmJ9fsqxpV+fpXQsUJA3fXHLDm/OzZtTfPPdS+OprP/5mqsb81mjimQg4RrgA4LQqOVMJJ7IkTTBDVrgYL4LEq0mcGvbnZZpQHE+OyyDzE5Es75ue49lcAPgXYNDv4iRB4rUkTkXgDFtQg2P4kWTHgCAIkiyoJDuCIAiCIEmxJH3xE/m6vCnx8Kkn3FuuIlVTskS7RZESCbCB0sZQY5GX9WYONb6b7ZK6ua6UqBBVtofbL67xHHrOE/dM63JyCJJk8qyUWftX2FbOKNIX/5EaZjnHPG1+hzvuzp+ooCSQx9zWgpM4TJKwkyqHxMRoWrGh8KT3Q0Iiw8lKlhuVuvjS/IooRoopJx4X8Kh1fdVc5erCeUeunrXcL2Oje1apIJSOUkMF2vGLjIo92vNjd8J9/XDHG2jDOxMZDzK+KIKOa2jNjmTce2n60ldMjGnAz6YMwXA52pwPJzOmyXLr3MuOXTnj3AldxLSru+buYCJMudmAscJU9OA9c2/0pqhNzkJDdodVZT6evJNBhoOOYz95/ujb1sHmOxukaVK4bd0HFvVGXKs/a995086eg9Tu3kM3zE6teLTe2zr7845dOADAro5Dahh+D/rj47SMJoABNu/9hs1f2diy54d7u48oBrpoXcnSTSlq02mJUkES4YP6LX9t8XZpAABIgvSsL1+FKm6NwGQmywEARpIsPxVNMMMusT6q+SmmXU1p96tITb8950mcCsMZlixHEAQ526Ed5giCIAiCJA1N0GXJjgHgi93m6XhacwxiA5YcVhAKL43TYogPTeoDMz/r0+Rqc6PhUFg9nPEGjcEAJ6S/2sNtl+9y7nzGokx5ZGHqwjNyJxKCTIZqS7Wj2lL96Fb71rItvZvXDTW+I9KenavNbdFQWkKUBXVXpHtc3zvCXCidwimRl3hiLPM0BZqLi40FNVEhPFMCCeMlTldkyOsiMLItzIfrVaQqgom0d23B4naGZOImlR7X0KquHIMt5o+HmIO9teWhRGT+YUfDLVE+Pq6tLawak/vW+efGMIat7O88TvHp84sy06H/jT/DoiJVG7I0OfGhRyLIyd7reOfq3ljvQyO5JleXv2+i4kHGjzfhoTAAgsBwry/uKzUpTfWTHYNVZeV1tG6nj/Vdeuo5FamKzk6Z/b1FaYuSksw/EyzMrH4SAGC/81ixPeJYX+9pe7zW2/JnAsOgOrWiU5AE0p8IMTLI0BV25L7V+OkHvnjgynvn3dyW7NiTZW/vkTl77Yf/5Yr5aFfMlwcAsKVrX9q27v1p/77wN39fnbNwfp2rRb0wZ2YMhkgibmzZTUcSsR9lG23/mGkr6QIAyDNnbHVHvcT3l91qNKj1nyzPnztg269D9gZ7tiF9qzvqW3nicUES4e+7X1sZ4WI3Pnrh9/96QcnyN+CLpDxKaiJnPVZgNTiG0dQwe8cLkoCTOJmUKisIgiDJgsky+syAIAiCIMjk8yf8zIsNL7V3RrpGXUZ3POGAQ7m59LAEIs3ynIDhGIcBBpIsYYIk6gNswBzmIvoiU369J+Epnay4UpWpdk7k9H7OP6yE+UAMtKF1cdriRTPMVVO6DCCCTHVtoVaVK+76RmOg6erOSMfc4VyTokjxeGI+U0JKjGuFryxNxjFPwlMxHnPNsc7aR+LETosiZbNNlfWZRWkJjOT6n33+l6980LD5r0F2bH3V+zAELd628LwmvY6YkPdbHMMlqzLtkWxNzh/KjTP8E3EP5Mz1Wfcns9tCLZ9yEmcc7jV62tB2btZ5xSlK66Tu3kNGzx1zqQmMLDUpTQcgCQm3d9reue6A+8CLgixgAAAG2hDI1mZvNTCGx9Zmrd042fEk2/b2g8SS3FkSjOPfxVFnfXWAjVQSOPnfZw6/trHO27KQwiiwaVMEXhLCPWHn8e/xlVnzD8dFtumPa3501XjGMJXVeVq0ZZaC8AFHLRHlY3U/2PS7olPHXFJ0TuLCgpXXRRLRrQZGhyV4Lq06o/QYDPLfaF/3sUICMNyo1BFtvs7FGQbbW5Isx8OJSLYoi/jCnOraoWL70Yd/LNjdeejv9a621fKXt8ozZTrbfN2phebs97bc9fxFY3ntCDIavMgZKIIOJDuO/giiQMb46EqGYj5nCMWgifAEl6iSJInHMXApGJV3smJEEOR0tjKbfPu/v5bsMCbEwwt/sV+W5WE9U5ksaIc5giAIgiBJYVQY2RJ9ycudka7vJDsWAAAJJDjqra0abAwOOABgE1r67aT7YTiQGCk7OeeYkuUAAAEukB8XYo+93PSiSUEouoyMaUuBvvDjtlDLjM5I5+0YYLhNkdnt492GqBAzUjjlUZGqo5marJ1zUubuHY/XgyBngjxdfixPl/9otibnsa29W55vCjZdO9Q17oTbUmGubKz3N+THhNg4/g6GjbksOwDAVYVXtwqS8PNSY+m7o53jZ6u/+YKOURuePfDW4ylqU7g75NCNdi4FyfDXzT6nXq8jZox2jqHggHNG2ngAJcuRkdrj3JXWFel8YSTJcgAAHa17BSXLpxcCw2WOT/TaOftsm962f7Lvvz5v/ctKUonbo/YL9LQ+UWmufLBAX+CY7DimiiW5s8S9XUfnhBKRI+cULeTGY87K1NIaAKj5vGMXblLo/g0AC3mZhzifiOEYJutoTUJJMl4Mwwy13pZiT9xf9eudT136wKKvvzke95/qyiwFYQAAhqCvfmjb4/1WysnW2SRfInD3ju6DP1iSOed7y7LmbB9ovnpny6W8JNZvbt3TsDhnFv5x847CLa37vj3LVnZ1kSV3c64pvS7Bw7CSc4+c9+0WAFhz79uPXH7QXvdtXyy44LySpY/9ded/fqOhVcPaQYucOQSR05MEHUx2HFM1WQ4AQBKkoALVFgAsFQAGrOAAAEBTdCsGmI3juSUAsGFyIkQQBEk+lDBHEARBECRpbFrbThzDvyPJ06PSV74+94gn4Z6wBM6pJFkCQRZ8AJAx1rkUOCMf8Oy/NCbEVAAAbeHWr9UHauMKQtnjY72FAADO+OnPYDvC7VKIDT5daMh/J0uT995Y40CQM0W6Ol1YnLb4HlGW0lpDLSuHGn/Mf7S41FDadshzJG+8YsAAN+KAgwQjew/VUtq4gTG8cUHOhbP2ufbtiAtx7wzzjDF/f9+35Na/pGtSLlJRynkz0oqF9c/fSYqjeH9fnje7NdXMTOh7rSALiq5o50MLYMlZkfRAxke9v45pDjY9GxOiI2opoyY1vcWG0j9OUFjIxMASHGvBCYLl+cSIFkeMpzVZa14EgBeTdf+pZFvbgQtbPJ1kqtbiA4BxLY2+OmehtK/36PEEkp7RBkVZJDEMBxWpIHL0NvvnnbuLAAC2dO17Wk2pYufkLPRpGfX+bJ1tevwiMwb/bfhwvjce0Pd37qmD/1GRBLn2vnm39IiS8PQ7zRuFMBu59fqK9SctMjnUXZtvVBs+xjCMva7qwjk2g3WfI+xRf6XqvEcUtFKxsmjRv0YRmvynS370OgC8vrF5d9Z/j3z8Nb1CE1qRP+9Xo3mdyPQ1XslyURIYTuRIJaUadW/1qYwkKA6GSJYDAOAYHgGARoZmGic+KgRBkKkDJcwRBEEQ5AziZ30LjYxpV7LjGI5t9m2X7XXtf2S6JMsBADAMm/SdYc64c4ZNlXHIHuuZOZZ5tLTOEeID6SceiwkxZUyIFQ52nSALOI7Dgt5Y9+1BLvA2TTAHVKT67Ux1ztGxxIMgZ4JMTZZnpnnmlQDya62h1lVDjXfFXaNKcA/EHunJq7RUtjQE6guGM57GadbIGLfm6fIeX5W5+h0AgHOzzx2XWPpQBPWHOJ94PM6z6jUFi4MfNW8zj3SOzkCvYjZMfLcOHPDwhN8EOZNgR32HHw9w/hF/06SqUp8sMZQ6JyIoZGL0Ru0UKyQsRoXpsCTzNa6YA7eq0qbPh9YzUJY+rfFwT/1Xf7337z965LOnOspSC/701JU/G3A38whhRoX++DPSpkBHVpY2LdIbdWsAAFqC/2shFWTD5j29h1+xR5z331C2vgF0EBqnGKacp2tevcwV8+Xvcxy9eKAxnMQDJ/Hwp33PZYiSmJEQWbix4pL3/nno9e/cNvOKl/vGzcwsb+378zFHU7MNrBiFkzezgvjWeUWLxtxiYFXhgq40neU3SkqR+MGq2xtOPNfgalOWWPPiY70HMrVxIqtKcGweiRFxlULdOvQVpyNwklXi5LhUcEomSRZzcIzoSHYcCIIg08249tBDEARBECS5pkuyHACg1Fj6/+zddXhcVdoA8PfKuM8kE3f3pG3qrrRAKbS4u+0Ci7MLLA67yH6LLm6LFgp16q6pxd1tMpNxn2vfH5BuJZ5JJknPb58+27n33HPeacLIfc95z8ZYWQwR6Dj6K0ISXu9inNGBGFvv7kgNEgQ1DKUPESHoHMzkhBBRSBWfIHNZYAkHbbvC5DW8pHO1HKmxVXzq8NmFQ4kJQcaDdHW6cVbYrCsiJZEH+2orIsU+HDC/jU0DAy2O1lA+zu9zq4hISWRplibr6tvSb1/UlSwfDqsyl2x1+JyHADiBh/YO6smGKTQjslcij+CP+RuJZm9nbqen40mrzywKdCzj3YaGtQ8b3Pq7BnqdSqAuTlWm/d8whIQMozBJuA8wzGXzWnEBIdKISPGsQMd0oYtRh1c3WtqdZR21k8v1dVcebjz1zWMb3phyRhPsjz+DggE8JOWJXV2Pm+06aU9t6yzNiv0txz/8ovTXAb8mjBW/VG69LFoW9uXG2t1vGN2W+L7a231OcNEeYDkOviz5NaTJ3vblPw5/fODB7S+/fWa79w99N8vj800/3FgYGyRRvXBZ9oIhJ8u7pGkTXJelzz9vZfBIJctZlkHvxQHEcAyDA9ZJkoQ+0LH0xUk54q1e87Th6h8lyxFkfMExbFz+GY3QCnMEQRAEQQIiSBTki5BGjJnPIkJSYLNQZr+VUh4ImqMFLsYlUBDBpxy0B5OQYr6d0adxwPW7D7VQI25391l97SxynrwlSREXy2JnJ9ppjhZ3ejpuA45zJvLTHhhQpwgyDkVKoyzp6oybBYRgda2tNrendkJCYKCB6XYPUAAAPs4HhUDho1lah2N4JwaYSUAI6vkEv0lICFsUfLlF59JNdtPueJpj0oWEMCZCEk6Vm8vE3fUnISWuYFHwN3xCUHlxzMVrhKSwYejPtm8innDfttqDl+5pKBjw6nIAgFCZakQmU7lp55QqS0V4sjK1zZ/9GtztmQzHJIpIyQEFX2XwZ99Oyh4h4claux47KNt9XtZzp4iQ3OCiHU04hntIjPeKlCdvsfrMQR7Gfa+QEH2nFYXt92ccF5otTZuWtzpbXhnI+y4AAA/n0dHSmCdi5fGOYQoNGUY8Hq8dOCxRIw4qd1EuV99XIMMtOzzlhJgnBBflgTabIeaHU5v276o5UiziCeqdPncGj+DxM0OT1lTo6xInRKSte+fypz/rZ9fc/JgpN+1sOLzLQbli+3MBy3FQZap/ZE9TwbdzovP9+j4SaDavg5+kjm1sdxjeCxKpHu90mwe84Gpr/QEeAEyfHJbVVT4fe237R/+KD46e2GRobo0ICn8dwzG/V96YFT/x3/7us79wnECr2ANIRIq9QEInADCBjqUvBE7oSZwI+J7rCIIgyNnGzE1qBEEQBEHGn1JjmR4AogIdR39wXGAr87hoVxhNMZ27mk9lAQCsSp3WYvVZInu7RkyKXBqhpopiKKiz1farZPOZYuWxJhZjexzD6DX8GbNhIikh/0eIJLxmoP0jyHiSr82vUfIVs1QC9bslpuIrPIxHdm4bH03Lu7tWyVe2hYhDvpoQnFceJgn7TSlQ9rYy5teuv9Raa2OrLVUzQyWhuV7GO9XsMU+nORrTCDXNqaq0F8PEob8mKZP9mrDtj6SguG++27nxZblACjbvwPKEscpwXUKoKouG4d8Bw0W7EmmOigYAfyU6sHZX8z0u2vkaB6zczbhOuWjHU2HiqN+G2rHNZ1G4GedNXsbztIt2vERxFNAsPYnmqPkAAG7GmQEAGQAAJMabZ6esYgCw0BylpVjvfRxwV4WIwn8CGGDG189OdR6PaXO23KwQqLwzQmf/I5CxdOdk54lEg7sjneOAExICm4QndTppZ3CLs/kThmP4A+0vVBz2+YywWZuHI1Zk2GEqoSpGwpMW2302mYwvbw50QAjA9RMu2fTlsV/3nmwtnw0A4Ka8ZKO5LQ8A8rra1BmbHwEA6HSaZ9778wvNH6x8dlt/+rZ4Hc2L4mZQnxX/BEw/qzIZ3ZbQddU77p0Tnf/MwJ/N6NRgr1lJ08zSWkvzT7ubCtQDSZbL+VLvyoSFWyptjeEWj60tURXz0eK4mb8dajyloGhKkBuR1i7AeS9KROLSydHZrX33iCADNuqT5QAAQkLkAAA0mQ5BEGSUQQlzZCzAAfy00SOCIAgyqsQr4jzl5vJAh9E/GNdnyePhpOKra3e0lSQCAERItV4n5Qjv6xqNQFOtc7XnDnZMESnstawgBxwYPB13uHFXFuBwQ4gIJc2RC1uSMtmRpEy+hcCJb1sczU+1Olvndp0jMALslE1xZvs0VVohgeHfpKnTvs7SZOkGOl6CIqEhQZHQAAD/BQDY37bvJZ27IzFHk/1mkjK5YIhPZ9AmR2Z5n5l3X7vBaRI8+ts/VV3Hg8QquH/K9ZYJEenSO9b8jTS4zGddtzBhem2iNsRDAz38G5j/odNjiAIAv2xnone3LXLS9ve7HjMcneuiHRtbnY0vREhiXoB+JKstXqPQw7if5uH8TRqh9mCHu22yj/HcynDMJTRHRQIA+Fjv2731QXOU8o+/agF+f612UNYfWY55KEwcFZCVd4c69ud3uNr/7KQdqyiWEnlZ76+BiKM7FeYyabm57AEn7VzppBy5DMf4ZYKcgBA642Txo25SANJv3B8JDZDx5fZOj4EMEgYP/0wepC9cVmjSNyW66tkU0/uPw+SyarZW7l/3/oHvku+bcW2fEx4mhKYzPtr78GVJCz5cU7Wtz8/ZXVodHXcdby95QS6QCpPUsfb+XtebQ42FKdNicir7buk/Zq+RaHe13lhtavyrzmZ3WinbpCNthTkD6UPKF5tnxEz8Ygqbtzs7JMW8s/Ew7mMp3OSy3Htx2tzX1pbs2HVR2qyjw/Uc/oDpHUa+Vqrpdh/q/XXHs2bGTywe5hgQBEEQBBmD0B7myKhn81lCAh0DgiAIMmzGxAxwAAAcw0f8cxOO4ayYFJtCRGH1P1YcSDB6rCIAgLlRExpYju0zHpplBUMZ30W5ztsDsDsO1j6l1dm0t95ec/NQxkOQ8WJh5MKtU0KmLJisnfx4mDjshJgU+xiOATEpcvFwHh0ljdq5In7FnCxN1oSrkq56fTDJ8u7MDJ/19KqEVdcEMlnexU17b78kdZ4qVBoEh+/5kbs+51Ju/13fQrBERbZYOsh9d30Lf51zt2VZ8mxvvDqqIT8iq+qKjEVvxgQrQyWkZMRWxbtp9yR/9GPxGlVO2vHeucc54HA343xO52pZ2Z9+XIzzegdt+5vFZ9zT4mz40UFZ93lZzz1dyfLB4oADH+tdpXe3z+w6ZvIaVEaPvisphLU6G7e1u5qeGMo459K52oiNjb9+XGOtPGTxmW+kWEoEAOCkHIvXNvy0fWvzxoDu/7uvbXdsgf7IwXZX28s2n3WCv5LlAABBwqBvMjXZtf7qDxl5BE7UAQBncOlFNEujBSejxJvLn/h4ZeaiN/gEr8+FFTavUwjAPVbYVtmvn9/UyLwNPII3oPegFrtO2+EyTvdXsrxSX88zOS0Wf/TVH7saDye8eODdf1aZy3/Qu3Ufm9x2amv9oZD04Gj1QPtqc+hDvyxc+3er276xwlA7SyNQil2Um5XwxNsAAC7LXDDcyXJYfWozebix8LyJzm/u+Tzkl+LtyghFyLCsbGc5Fr1GIKMR5vV5pgc6CARBhgbDsHH5ZzRCb+bIqCfnKwe24SqCIAgyJjTYGpVexjvgMuGBEogPc1I8qGxfU0lyp8d81g2rtdV7k/NCUoxaqdBkoyxJPXaAsSM2IcHHesO8jHvJawUfRicpY79dmbQEJQmQC1qaKp1NU6W/DgCvl5vLFp7sPPWkEBeyoZLwt5fGXLQh0PENt7lxk0/Wm1qe333H138HAOyZefcBAACf4OmkPElju0UfnhqUsCs/IuvdNG3C6VIjFWbZUTfjVhQaT+wYiTh1rrbHtzZvUiyOWnbPYPvo9HSE+1jvnxiOTuypjZtxPd/kqFsAwMlFhPhdASEqlvOVLvh91TkHAOCk7CKapV4AAOCAIz2M68rBxtQdivXNZFh6LQfsY3xcsM9B2V5lOGa6i3YU4RhR5macC0mMF2zyGr5SC4L98R0MO9FZ8G+DR3/HuSdojhabvaYFNoyY83Pd91cDgBcAMAwwn5yv+Hlh5EVf+WH8XtVYq3Gdq/15O2XP8nffMp68LkYW+6q/+0VGlotyCsU8icfH+lgciEir19KqECjRHsWBx71zxdOPtdkNzr11x/7eV+Pnt33w54VJ02TfXP/PW/vRN9Zm16v6bvY/LMdBraVJPJBrepOijaNTtHF+39u7JziGk9sbDj+mEIkKM0LCyAi5KtTqtcvNTledVqTu1LtNQSFijY7ACFxICI08klRTjI+mORbjYQRXb2uJWHP5u54nd7/JVZrqRRbaFlfeWdMo4KfnYhh2ZH7MVBYAjo/U87kydykFAFDYVknmhKecLkPQbNFdVtBUEnp51sIXhmNcHMNpgN8T511/R5BRgBPwhQcDHQSCIMhYgRLmCIIgCIIEhIQnOb6rZXdEoOPoL44dXGWeKElClcHTGkfipNdFuaRsL7uMyHgyM8MxHB8XGnR2O3ew40iak/YQ57Zz0C5sX+tJzTWps3tclarmq3QWr7nnZHo/2H12kAn6f//PSdsX6Z3Gqe1Ow5yVSUsWQYD3ykWQ0SJNlb49TZW+PdBxjLQ4deRzBxtPvBcm1WobrK2WefFT2mbH5Xed5sKU2vOuSVVlHG92NIokpLTCSTtShztGDjjQu3V3d7h0L4aIQwe16ozlmBgX7XiytzYMR6czHJ0OAECx1JU4bW8zeQ1ODMMcOODH5HzlGx7Gs9DHevtdBnhQsQKrtlPWT3HAnSywkj9iCwOAJQAANEflOCjbp3xccIWUJ/cMZaxyc0mC2Wu6s7c2DMeQdso2/8xjdsp+6bqGNXMSFUmPpquyzD1d2x2dq40oMRVd76Qdq4KFIU9OD51Vdub5E4ZjMXp3R56X8Ua5aOclZq958UD67w8+LnDFyePuyw2a0ODvvpGR0+poEQoJoUjMk3hJnCSB4cIVAiXaemYUmRKd/TyB4SH7G07cRTF0j5/TWY6FEJmG158+a01NIbkhaZZ9Lcei+xsHn+BBrCKyX/33E1fcXqU51Vqx8MZJy3+EYf48vbrit6soloZttQXhoZLFNXKBVOiiPeoPTv6UjAEGCoHUSLhJX62+KbjFqtdqxErG6LKc/n7y5OLbG6qNDZ1RwrCfI2JCdLdkXbHJ5nM4FXypx0m7R3zGcb2xhR+nifSdmSwHAMgISdxN4MQIVMPi0PcfBEEQBBmjUMIcGXO8jCdCQAjbAN2ERxAEGXE6p04cKgl1+aOvZnvzC/dm3fPeB8X/kTDc6K/MrnN2pMmFEq+X9Q6ozLnFayBOtbdx7Q6D9LLkGYUs5kkQ4AIXw7GMh3GLPYxHoeJrytrtdt6uumNJKpHSY/baUmi274UJjVazTC3he3ysT3juOR4hYB20nT+QWM/loF3SgbR3+qj2ImNlFokRcacM5Um5wWlVQxkfQZCxb3rMBAMAGOI0/a8oHiWNcdfaql9TMMrHvKyX8tCuMCftHLZtmjjguE6PPm6wCXMS5x0mMbKd5uh+Jbs5YHkMx8b88QAAYHKnp+M+bgS/3nQly7vjY71LLT7TuwDwp6EkzdNUmTWVlvITFp956kCu44DFTN7O20pM7ilmr+nmGaFz+lyZ2GCvw2usVbebvaYHnLQjEwDAQ7vTdrV6nuXhvE6GY4Q4RqRUmSuf9rJexWCfU3/EyGJfmRk2Z8twjoEMPwEh4Jw+p08jCuLEpNjt5tzlfV+FjKTH593OAcB9K798sKOvleb760+suOTTe3968aIH7siLSLOce35n42EcACBEEmxyU54/kzixh+5noSYpT+yKlIb4tdT4qZbyCS/u+M8Hu2uPpnx69UvDsiIaAOCNI59lVJkaHgYAMHoswZ+f2syTCkSnJypxwEGYSKtbX7ono+vYmclyAIAtJQc5s83WjGOE+cUFD37RdfzTwp+w23NWjfh9uzhN5Hnl2AEAGI5dIeYJNw73+DhGjP4vtgiCIAiCdAvtYY6MORwHCRTrmxPoOBAEQS5E/kqWAwBM0OZ92eHqePu29Fv6tU92oDloB08j0DQM9Do7bUuYFJZYJiJF1K6GorSd9eWiis5OXmVnJ8YxwkYcwzkfDfS+1sIkGlgwuE3C/iTLAQBkfDFNsdR5yXIAgA63LjxMHF440HjP1OkxJDp8nuL+tCWAaP+ieFMUAADDsVBkqLx7KGMjCHJhMnk7Q40ew5Vzwxd+FSdPmJqsSL1LQAhNwzkmwzFYs6Nx0Ps7YoDl9DdZ3pORTJb3h4dx3d7p6divc7dOGUo/iYrkDTyc323yoi8u2pnRYK/bsb3lt7sBoNdViiWmwk9anE0fdSXLAQDcjDux0VH/bY2tamuDrW5di735juFOlkdKotbEyeNRKfZxwEU5WT75+xxJlmNJDMOGVHEBGTbczZNWvJwdlrItTBZs62kLpXpTi+RIU9HKv295d/2BhpPnVW+aHzOVnR8zlc0ISvB5GG9DtCys3yWMZXxJY15oeo9VnwYjXZvUeGXOReURipCZ/uz3TC8f/E/e3uajaxyUS9l1zOqzK1vt+rgz23m8Xl9v/ZTpa+PEfPGkRUnTLzrzeCCS5QAAVYYGokRXndtgaj1rkViUIvRAuFw7rFVckNGLZmmcZin080cQBEF6hVaYI2OOkBTuDXQMCIIgiH9ohGrpntZ9A1qxHUjl5qqUSFlYu52yhw3kOgdjyl2SkFf2U+X+dACAU4YKFQBAWSceujxpVnlhR+2A93JPV8c1i/mMwMn0fC/K4rWGCQmxzsO4Qgfaf5cKc0VivnaCjsPYXvsoaK+xNjl0YQC/J35OGspcN8GKwQ6LIMgFyu6z/snNuO4RkeLtSYoUMwAUNNrrer1Z7w8mr/GJ/e17ds4Mm3Ps3HNGjyEGMJDYfdZ0N+O6gQPOKyYlh3gYv8jHekkSJyf9ns8dXUnvoaI5aiLNUo92uFvXhIgivhtMH5nqnJcJjDh0RH9wUHvSUyylaHE2/Wd94y9TcMBL+ARfoRKot0VKog6FisNZAOD2tO2YYfGar+6tHyVfU9zqavH7XuVnChYGH8jW5NwcK4/vee8VZMzAgBD6GA8GAOCgHQwPI9He5aPU8ox51PKMeUsBgLv6q4f/savu6KNcD1WxDzWemvnY+teLkoNj/pUekvjpH6vUz3LfhOuaMAxb5aI9v+icnX1OGrL5nEFfFv+SfHPW5X6rrDQxJr3qRHtZgd3r/MpffZ4DLzfWvtTptiT31ZBh2PNmIYTJgplL0ufa6k3N1uSgOJfd42jDcGxQVVr8rcXaIarpbHptemzu5QBwehbyxelzDqwr3YkWjl2gSJxkAaAt0HEgCIIMFPbH/5CRgRLmCIIgCIIERKOtac7qmp9vNXqMY+bzCM3SIMCFejsMLGEOAIBh3Hnl0WlgYU31nrTBxBIh09JOxhbXWxsrZdXGSmOLLT5M6mW8fJqjB1yineEYPoZhZG9pIIwjqtfV7Dlrr2E+zvMOdCwEQS5s7a7mJR7GdYOIEH8hJiWnS8IKCOETJEauoTlaPFxj+1ifutXZ9O1xw9E5E4Mnt3cdb3TULjR5jb9hABwL7On3Kw/jvgoDjMMx3MxxnEjJV5lpjlINV3yB4mFcq1hOkA8Aq+GMxMNAmL3moKHGYfQYbu36e7uz9dk6W42FwPA6Hi6o8jCuCb39bogIkb3TaxjWVWUynqwhQZF0a6w83jGc4yAjJ0oe5dA5dEkAYIuQRDIt9max0d1JaERB6PPN6MQAAPxw01uPz3n/ppyyjtpFPTWs7mxMr+5s/Njqccx9e99/H35g1g36c9vcm3dtu83rePG3un3rvYyv17vUZo812OAyLQKAfifMjzeXprIMM50C5ovpsXndTrK5c+qqh/rb30A9sev1mxutbcv60zZMoT3v+0O73UB8fGS16rbJVwimxGSbS9qrKo40Fv44M26C/4MdoPmJU+xluppavd14J4QmvX3mueUZ89GEJgQZIjflChHxxB2BjgNBEGQ4oJl1CIIgCIIExJamrS8ZPcYB7ZEdaAq+3OJjfYOKmeGYQSUaeiLhE9b+tGtwNGQ5fC6plCdt77v1+RLk8SUsMD0mOwggbL/UHBDQcPb9JyflShrMeAiCXLhwjGjhE8ItIlLy4ZnH54Qv2CLnKz4f7vHdjDup2dH4ic7Vdrpcr4dxT+GAJc5MlnfhgMMYjlGzwIrgj2TNeIQBth0GmSwHAFAL1IUERvgtScECCy7aqbRT9gkmb+c1LtrV6wpJAuPXeBmvxl/jn4uH872xsvg/TwieVD1cYyABwQHGNVi9FgEAcBK+xI2S5WMCNzkq66lgiaqhr4b7609c/+3Jjd89telf87o7/8TUOzcmq2Pf7M+gHU7jgLatsnkcGXaL42qNQBk1kOv84ZeqbTFlxto3Ga5/b1t6ayevp3P1xhZ+qjZeIuELtzwy99ZRUw3yopSZX89PmvpuoONAkPHE7rNJPLSbxDH8vG0tEARBxguUMEcQBEEQZMTonLoIAIDdLXseqbfVD9uefMNBwZdbVCKFxUZZB1w+HQCAZn0qrUht91c8JMH1e7UcDTTIePJBjS3ny3u8SQYA4KbpxmO6sujzxuSY+MGMhyDIhStEFF4aJ0u6WysKPS/xKCYlNSMRg8VnXlagP7ylQH84FgCA5dg+kxliQlJCsb4hr6IerQicHFIiOFWVUakSqP/tr3gGQsVXF3e6DbnD1T+OERAni3t2VvicDcM1BhI4HMcSRk8nCwDgpX0KAFQPczRoMLX2Onn19UsfOz4jbuLX/emr1tg0f3P53h+2Vh64q7vzq5KXZCgEUqqvfmIVEf3a/mh/zYl/HGsuvVkhlBnkSnFtp9fScm6bfXXH5b+UbI8489jWiv2Zq0/9pu3PGN35umRt3FO737zl1o1PffPxqR8PGt2WPiui8HCSywxKrtdZTbKe2uyqPUoWNBdjk0Iznj/YcHLUbLOFAdYCAMO+mpzl2NPfkxiORvfYkXGNAdpN4ORiASkc1ER8BEGQsQC9mSMIgiAIMmIIjHACAOZjfUv7u6phtEhVp3RQLNXjDaO+uBl3yNSIlFp/xJKojHbZfbYB3TQTEsIBl2MHAMAxvNeS+cd11ZLujne6zZN2Nf+ecEIQBBkqB2WfNlJjGb2dCzo9+rsBADgAUV/t+bhAiGHjN49Gs1SPpY37Sy3QfCYhpYX+iKe/5KSiQefqSGHh/P13/YHACC5RkfT0wqgl/xyO/pHA45MCTogLpQ6fXcYwTDQA9LZDDTJCYtURDgCADw5+/+tXx9Y+XKGvP+/e5qXpc567fsIlD/bntbnVpg/+x65Pr+16vLFsz+kkqMvrOZGsjuuz9HCxoSoUAGBn42F8bdX223tqZ/RY2l2U+xjGcS4aw56fEZt33heiWfETbZdnLjxrP/DC9qpQtVjZ78/+v9XtjfukcPUd7x3/ZtM1a/9y5LOin6v2NBd8Xmmqv87itfdr0m2yIrb0l8M74opbq7qdDDAtJofLi0jjNGIlGaLWalw+z/39jW84HWg4SXxXuEk+EmPhGH56MgWBkajcOzKuKflqlofzNgF6L0SQkYUB4Bg2Lv+MRihhjiAIgiDIsOtwdfC+Kv/6r7/U/fripobNa492HO229OFodkRXkCIl5UYSI32D7UNAEINKWp/LSXkwEif7XO1ypjJLebJGoKnrrQ2BEZyMJzu9El0tUNfzcLzHUrckxm/eXH+w25XkFq9NuK/12DUDiRFBEKQnNEdnjuR4LMdiene7hmJ9S3trR2I8HccxcSMVVyCQOG/9UPuYHjq7RClQ/YCN6AJdzMZwjF/ed7sTI4v9YGHk4peHq38k8AggJCJSzEr5MkeEPKIo0PEgZ9M7jPtXF215DAfsWG1n01krppdnzGf/77Kn3g2Rakz96cvstmU+sfHNzTtrjsguTp9zeguKy9IWPM3HeU+kquNP9XZ9panuT3/d86+PtGJ1kpNyHzjVUd7tNhCXZc7/v9nxk0pFQlEZDpi6P7FV6OuU6cEJxzRiRUe5rlbcj0t4R9uKP/yieM3H35StX9pka5/sZXy9ToDtjogQ9viCzSNIqDe1Yha3DXtw7SuSGe9ez/u8YM3igY4xHKQ8sSwzJClnoNcVtlWSnxz56dLhiAlBEARBkLEBJcwRBEEQBBl2e1r3vlViKn25xlr7p92tey61+exj8jNIpbkqWUbKqwebNGeBJSaHptdPDk2vSVJF6wYbR7tTLxIS4oaBXicmJWftvUlgBCvGg8vlPGWlmq8tM9jp5lK9wRMijCwHAEhQxHs5rOcJ5A1Wg4Xtpdqh3mUc8qpEBEEQAMBYju33NhT+wHCM2uIz3cFwdHBv7WQ8mZnDuHG9lyOJkazFa0waaj+LIpe+JuPJm/0RUz8NW3Y+UhK1cbJ26kPD1T8yOvhYr9nJOFxu2hUJaEXdqPP3xfe/8fziP2W9uuPjDYdrTq2Ds/+bxw7Un+D4BM/Yn76aLe1B357YuPj9g9/dCuf8rF+f//i39+RdM2tu9OQjBNb9VxgvQ+G7m47cuavxyLLrMi6tzA1JMxfqKhJ7GA6jGRomx2SX9ye2VG285eLMORaXzztXbzdF9NV+T9PR/AiZVpakivX21bYnGGDAAEtoxMpuS4JRDA06eyfUm1pB7zCBj6Fge/XhJQ+tffXJSn19r9s5DbeciBRrrCZiy0CuWVuyU/t/+776x0vb/7Pmy4JfJwxXbAiCIAiCjG4DnmGIIAiCIAgyEIWGwnidS3dDoOPwBz7O9+pceqVWrDFZKWu/9io8k40ypyj+WBciF2iLqs1NA+6jS5PVyg+VCb0extPv/QJbnK1pMp6s1U7ZIwAAVLzgiq/Ktqef267e2qK+JGFmlYgQKjlgnO1Oe12rXU/wCJILl2h8Wokiot7SYfiw6Jes3sbrcBmn7mk5GiPnS8152nTbwJ8lgiAIgNVnzoiRxporLeVKPv6/BcNdGY04eUKlh3bRABjDcgzLAscBcBiBEUIOOFpIiMhGe0MqwP+yKSROsiywnIt2dZvs5mOCpV7W22uygY/z6xmWSRnvuxrbKes/SYz8E8X6HggWhQ0oCXEOjuWYMf1eICSEjkhp9FupyrSX1ULNgCq9IGMPHxcoeLgAOp2dRJQiOtDhIN2YEJne+Zc5N71zuKnwtz21BaI5CfmuX0q2RwBHXx+vitl686QVH+2tO5Z/tLlouZvyCnvry0N78SZz202/Fm/ftaF8z/0uyu399vo3HgIAbnJ4tkMukM7kOO7jw22nbvYyVLev/Efbi28taCk6mB+ZfSQnNLWmuzYHGk7iM2LzXAN9rtPjc1f3p129pWXeZUkLJqyp2j6oChsCgk/nqNKqfjj6WzrN0n1f8AetVGVptejvZjn2MwDQt1h0V0cqQ38YTAxDcbKlTHCqrSIzNzx1b19t99QWxNk8rmS7z8Uvb69dKRdK7bkRaaiaBIIgCIJcoFDCHBl3PIw7x0t7ZAqBan+gY0EQBEEAvIw3xOyxSAMdx2AJCAHtZbykjCdv9jGkDThw8wk+CRQMONlNYiQrJsV2jhW0FOgrY4YSV2lnfUy4PL1fK0cwwEBACBwUSwlEhNhEs7TQzbg1ZsqQmh+SVlvQUZ5wZnsn7SF+qNyevLPpuE/Ol/pqrc1nJcZJwIEGts99FM1eq/iEvvRFEgg2T5v+VwBoB7RCC0GQAWI5RiThieImh0xxMiwtOX0CwzgexnOXW8pSeruewIimdE0a98eLz+9JDo7DSZznJDGyxeZzyDyMGxpsdeFdVTOCxUF6ivX1usqMxHhWwLgxWTFlIDjghBRHJXsY9+UAMJSEOeA4UQEAGf6JbGRpRSGHIiVRD00NnX400LEgI0MpVJl1jnYNjVFNBqd+arBEezjQMSHnyw5PMWSHpxi+Pb5hNgDs9fh8KQzHeBViedkDs2449cCsG+C+n1+4rFhX/WqFvi6tt77qTa0Tn9v63oaJkRmO7dWH0y/59F5+gibquMFpnvDt9a/f9+rcR2795NTqz3c0Hnql0dY247zrrc1Zmxr2hudHZvc4Rnf7lg9EYVsl6WV8KyZHZf3U3XkZX+It0lc5BARfBYOotIFjOO1yu+UDSZYDANw4YbknNzLt/9JCEvRFbVVSHMd2R0IoBiP82T9YquHyo7I8/WkrE0jaPzu65r2M0KSnp8fmHmxzGI7lhKcM7IkjyIUFAwAwe43pKoGmDNB3ewQZEdgo3e97PEIJc2TcoWl6KkfD3SCAiYDeuBEEQQINi5HHzM8Kytx6WHdkWaCDGQytMLqeBa/ncFtVjMFtjsrQxNXEyEMHvCoEAIBjRSWba4uyXbRbMdS4gkQKD47hdgDotVwwAICYUJ461FqZmqgMr8M5O+2hWCOG8dvkAgGNY2ckn85hcJv5Brf5vNUpdC9l2M91vKPkoiWxszcfaS/MmxKW097vCxEEQf7AcIwMAOMo1nf26xUHGAN4n3cP5HyFjeGY89r5WK/EB94UksBASkhgonZSO8uxHrPXQlMsRfDxPqrKYlj/XwzHOAIj6sWk9Lmh9kNi5IiVZMcw/9zvkPKk7TGyuJcSFUkfRkgih5ToQsaeUGmYsdHSkEPyyCF/dkOG13UTL9kLAHDthGU7AWDnmefeX/nsWp29c+M1Xz+ytkxfu4zjer5V1GrTR+srTcBxHFTq62/COXxqq72jK/nM3ZF75V6GY68/1Hby/5ps7Ss89P/mr7IcBwSG/wkAfhmO5wgA8NfN//plUca06GZXe+PKlMXHSgzV0szgJHvX+b3Nx1ILdMX92h+9OyJS4DS6rAPefuqzgjWy+3nXNy5OngHZ4ckOAHAUNBWL86Oz3DAC9+ZWF24hY5ThyUa3hV2aOqtfE5s+O/rz4wKSb7g2d1mJxWu/MSs0Cb3GI0gvrB5rJB/j5ZA4b2ffrREEQcYelDBHxh2pQPaRjmmt17s96VpRWGmg40EQBDlXq6OdFyENuyDKeG5r2v7P/W0HHuUT/FE7U5/ESZCRIRUmj11BYpiZA44FgD927uYwm8+t3NVccHrv1lJjfWK8IryQj/O9PtbX73LoAAB2r1vgot1+ibvJrhNqLcr2ULmI52U8yjPPYYABD+e5SBBVumga9rSWpJm9NmGHy9jrKszhoHN1Bn9ZtuYmHk7eNCU05+3npj3w4EjHgCDI6OOg7KkMR2cq+KpuV8idyeqzPM8B20NinOszYU7ghITm+roHzoGX9YQBAMj4Ek5MSOudjL2PSzhsvJdjBwDAMUInJMS3aoRa3VD7Yjm2x0la/jf0H06IKHR3vCLx9rygCXV+CAgZo0iSqFaJ1IWBjgMZmrUlO8OfXXTf2jXF2+CHws29TuSlmN+/ulg8drGAz+9M1ESf/Ojwj2qZQEJcm3ex/u68qxvvzrv6imf2/vva0s6al3VOQywAQIo6jtrddHROpCw095bsK075+zm8tP0/ueUddQtJkuycmz5py4cnf9iXrI5N2VS952C8OupPOqdBqBDK8gUEn/Myvm5fBDHAgOslf63gyQxbSw6lDjQ2o8sq+b99X65uMLcuenP547sBAGLVEdT2qoPYwuTpw54wV/IVN+yrP3ZlrDriPwBQ0Vf7elNLgovy3LG5Yl/UkqTph1bmLvkP/P7GgQEMYHYwglxAFEJFM8VSwSJcPKgFBAiCIKMdSpgj4xEXKo7YGuggEARBevJHsnzEy9MFQrg4fEOUNOqmKmtVn+W7A4XESO6YriLV6nMAAIT155pOt5mNVCibfD5fUt+tAaIksbVOn9ezq2GvX8vQHuuoiMvH0muDJKSE5mgeAICYELc7vDjFI3iutfUH8/w53lBQLA3Ndl2v5Y0RBLlwMBztAoCTfbXTuVqXeGjX9F6aYDjgwPZyb5tlWWdX7lSAiQwMUDKao3vcy5YDDnMy9vi+YiMwYty/j+MY0SYlZcu0ovAhJwsP6PbMt1P2G/0RVz8NKWMeJ4v/Njso97YISWS/tj9Bxq8IaRRKDIwh26oOptQZWy4p7ai2v73ibx91Hb972lVNAPDR+we/u24g/e2uPboQAKDW1JyZE5ba/M2JDWEZoYkP/ePiR46+OPvBbw+0nNj+denaDXGK8JhEVaQzUhIh+bV250wAOOXP51XWUSv+9sTG7XavU3i4oTAyShtSVmSquCRCGoI/MOmmqN1NRxcU6isaPbRXAb9PACa6rg2XaCtZJ0d6aUocLtdirIjhKox1YV2J82hpWA2P4AHGgtPt9MkGG6PN6yTXFG/bkBQc89PUmJw/W91290gky/fUFqg2Vu3O+ObE+mWPz72NA4D1fV1jdFo8++tPRNAsA0dbirmddUevLmyrfGZqTM5/37j0sdeGO2YEGatoHx3CkkycgBTWBzoWBEEQf0MJcwRBEAQJALvPKZHxJY5AxzHcNjTsvKLDZcAiZGHmDle7KtDxdAfDMIZimQF9JsJxYAWEsM+bp1phSAMA6fypcl86zdIw0L0A+6NAV5aQFZzQnKqOMPlYlxLjhNYdTft73jgxgJRC2bjf6xdBkP5R8FVN/WnnoOx/Y4Ht7bWD6y1Z/jtMhHFEqZN2EK3etiQCI5hQUVgx4GxW/yM+Hx/nRVPc+C0YgwHGCXHhS/5IlgMARrP0LKaXiQr+hg0hYZ4gT/xoSfSye+ACmNyIIOONUihz/1i4+cY6Y0uimCc68drFDx8787yYL/wBAOYMtN9Gc1u+WqRg+ASpJjE8FQCOAgDMiJygrzE3fjozMvu6Znuji08SG7KCknZvrzqkWZg8zdifvot11URf5cD/e3xdltVj1wAAsCwLPxz+Lf2KyQtKS0zVGY/u/If4sqQF4YX6imiNSOmU8aUur9v8v8S3B5h9NSdOV5oKlqipjMiEOqlU5CCBxH49vnNI74dncvhcks8LfrnuYP2J4DkJk6+Zk5Dfa7mW9w9+99ymsr15ScExazJCE213TFk10HL22Jriba98d2rTPekhCfUXpc664twGu2sLUuYm5FfBGa/pb+398nKz24ZL+CJ3akiC+Lkt777vojy4WizXDHB8BLmgYCRWR+CENNBxIMiFAgMAHNCttJGCEuYIgiAIEgDjOVm+pmYj1urQXWOnHBMqzbUPMBwDFEv58oLT6ios5X2u2BtpHMfB9PD0MqvXxXP63JIyc0N4X9fUWwyplaZ2YnZ0SoWdsp5VshDHcGA5FoIEYSVb6o7HdXqsscMW/B+KDbVRpYb6KI1I6TG4TTHDPd5gYYD5px49giAXBDftUohI0QmGpSN9nDeuh2Z9rjBvdNQlnPmY5RjC7DXJVCLloGPj44JGH+uLwbDxWZOdwEijgq+6WC0IPuKP/rY0b3i33dV2nz/66q/BFsxPUaatnhM+9yVAyXIEGZOiVGFtk6Oz7qwyNB5cV7rrFz6B3fTCRX/Z1XV+VvykX/bXn/iX3esc0NZKAADtdkOmmCfUYRgx6S9rX7u22aLb8NCMG36i3KxCTEhXluyq/lEYYbyz3tVy1UbbPi3LMNcvTpt5Evp4PWHZ37cdOd5cGm33upi5ifmt57Zps+mX+pizJ2ltPXUoY1725KIKS232r9XbSRlf4hDiwnYWWIlCIAMJKcJImqwpbqxOPvM6g9PE211p8vv3spzwVH1hW4W2ztjMqzM2LwuRBX305p7PH3pkzq0d57bdUnkgLl4TJdhTUxB3pLlo+ZHmouWp2vj1rdaOOKfPLYhVR7QuSJx6wMdQzVlhyT3uqX7zd0+9cqyl9BaO40AmkKzrru3chPzKc48lBcVEH2kqsl6WMf+5TeV7MzngOAHJpyOVoX1Wv0HGHg/tETEsTUr40j7220H6xllJnDfkbXoQBEFGI5QwRxAEQRDELxpszYq1db/d3GhreULv7jwr6Wz2Wvm7W4/FTwzOKPUw9njAgDV6jCO4j2nPPIyH9DBt6YABqCQidzwT4aiztfY6Y7rNaZAAAOxqKIuZF5teYaesqWJSbLC6wBUqUXk4jKJO6mqDOj3WEXuOLLBgcJtGbOXeQElIEVwaP39joONAEGTsEJFiiYxRbjnZefzBcElko91n0wL3R87hjER13yvMz+eg7bFaTFtPcb6eEvG9IjDCjGHYqJ2gNBQ4RlhFhPhdfyXL62w1wWav6Sp/9DUgA0x3Y4BBgiLx33lBEx4mcR5KliNdMLvPJpTx5WjS3xgRKguiV2Yu8nU6La9vKt/75JGmsmUAcDphfueUVR3fndhwrFhXPWOgfevsndK5CZOrKg0NS+uMzapoZajsaEtJTbw0fF5NZ/NxIkTCaMQyc3zk5NUnmyseYhn6suL2qtKssOQet3YobKskc8JTaAAAykdlqH+vyHRWwrzFohM7fO7z7uE6fC44VlmSPjUlp1gjUYhqWpvlu8sKknAch3h1pKvG0SS2eBy5A32eg6URKywpwbFHXT7PZA6AONh4asKipGmic9sdbDiZcLy55Pbi9srGRkvb1V3HK/R1l1bo6y4FACBxAt478C0dJFFX3jV11W/F7dXJnU6zz015qqOUYdaU4LjmHwo3X1LeUXuli/IQN01cvvrGiZf949yxKvUNwSnaWMM5h/G88LSTqdq4YqvH0fD18XX/yo/KPBmvjnz63Sue2eT3f5hz1BmbFXavy9n1c0eGn5AUotdwP+EYbpoHc28VEiJnoGNBEATxN5QwRxAEQZBRoNJcK09RJdhhDK9m+rZyzVtlpqrbejrPciwU6IszRKTQl6KKrxNgjmQv5+WNZIw9kZASs5KvbnUy9pgQsdTdV8K8i9lrE+1sKI3N1MRX1zo6IupsLcErk+aWFunrw6utTerhjnsskQukujmRk/8v0HEgCDJ2OCmHweQz2kWEuLXZ0ejX5LSIEOkYlg4fbNFujmNH7QSloSIxcneoOPI5f/Rl9hrFjfb6LzyMJ8gf/Q3IAJf/JyiS3locddEjwxUOMmZxMr7cbXGbI5UiVUugg0H6p81uKP74yheK5rx/U76QJzi3LDqXFZa8cTAJcwCAffXHlyUHxR6TCyXN8Zooo4dmUo+2l1KzhFnzE2PjvqBZpoSm2b9nhiS+AcBRvSXLAQBywlPoBlOr2Opx+KYm5G7uro3JaUk0u6yZ3Z1rt3eSvxzbcVZJdZZloaazSTyY5zdYeRFp312Vu/TdlVmLDu2rOy7ODE2iLB6bIE4dedaK3t01R+Wv7/7s47KO2vwYdbin1tjc7Up/mmVA7zCReocp49H1r2fQbM8V6ydEpBffMumKW7LCk87bMqubZDkAADRZ2rLWlu7iN5haVgMAxGuiji1LmX2qUl/PS9HGDet+K+32TseM2LxeS/AjyGglEogHum0CgiDImIES5giCIAgyCtRZGjVu2iPNDc5oC3Qsg6UWKAsAoMeEeRc37eGfMpRlzArP09XaakLPPCcgBJyX8Y5ofdswcXz1cV1FhM5VkxksVNMGj0nW91X/Y/HahfvbCpO6Hv9cvTvD/1GOfQ6fK8RNe+eJSMFugEEsB0UQ5ILT5mqZggO+lsAJv27aphZoihV8hZwGasDleLtQHK0WcEIfh7F8f8Y2SvRY+nagjhsKnm9xNi3zV38Dw/V7EmK0NOabxVEXPTqc0SBjVjgAgFKkioPfP7+M2c/qF5LlGfNZAIDrJ1z6FssxDeeenxqTs/7n4m0ve2nfgL93MCwD5fraSQAAnU6LYX7iFFpnNxROprOa4rRhPzk8Lr7NbtsZGRK1IzkktrY/fVYbGrg4TaSsQl/HpGrjbeeez45ILZLwRec9j9FCxBPArLiJb63MWnQMAGBW/EQnAIBKLD/r/aSwrZI80lR0cYW+bqZcKG3h4bxtSUEx81qsusRoZXhRRkiCWSmSMTtqjuSqRYrKzLAkL8txTHF7JSXiCbHCtspFHtpLnNlngibKuThlxi/dJct7weZEpK399uTGyyiWptO08cUbynbfsavm6JJrc5a+Ojshf8PshEl9TpApaCqOz4/OqhvAuAAAgJLlyHjiZbx5AkKAtjJAEGRcQAlzBEEQBBkFlsbNry/oOKnaUL/tjkviFn3SYGuKjZVHNwQ6roFw0m6i71b/U2FqkqhF2qoQkZLHcLSAZimphwELR3J2H2tLsVG2EfmcUm9pU+lcRjEAgMFjQp+NhomdcmLfVW64s87S+HiULGzT3dnXvh3omBAEGTkWnyne7O1cGyQIuUXGVxzvzzUMywCHcT8wHHOrv+IQEeIOqUAWQ3OUfCj9YIDTY7goTK9EhOR7f/TTYK/D3Yx7sj/6GgwcsH59LgkSBh3OVGfdA+P1B4r4w9RTncd/zg2amBLoQJCBuWvqld2u2M4NT22eEJFuOtxUqOH6P7fmLMEStXFydFbzutKdSx0+l8Lssq3508zrPl2eMd+7vmh3gt7acWdySOyT/elrUcoMNwD0WjI6WKo+KOWLb3X4XEN6/xoO02JyDz2z6N4+39sdPhe3terAbUKewHz75CvmPTDrxsbPC36RiHnCSBFP2CgViKn5iVPYakOjwOqx+yZFZXJwxmvzHT8+e3u7TT+TA+BrxIqGWHXEicXJ0ytmxU8qHWjMxW2VwSsyF7xea2x+7OMrX5jw/clNefvqj8/k8/haF+Xuzy8FRrHMiE70RpDRxMt4NAJCaGRZxkNhvigezm8OdEwIMj5hAy2chQwBuimMIAiCIAHyedn3C4WEIPnalMvfBwDID8kzA8AnAABjLVkOAOChPQMqT2vwGGUGj1FWaf79MYHhwHCsHABgQnBGOQCk2CibX1cVngsDDLwMPSr2Ur8QfFux7hoAAJ2rM2yqIe+9nOBUtLoCQS4QIkJ8iY+UEQRO9vumNo7hEjlfcUkwE7KP5djpLto55NdrISE0cxwTMtR+pKTEwgITPtR+RhshIS4Qk5JuE0wDVWerudboMcz2R1+DwQLX53uMlCdrTpAn3Rorj3eMREzImHXkj2R5daADQQanUl8vcPrczLaqg4/wCJJYlDLjH08vvHveW3u+vPZoc/G9dq9TOdA+DU6TZl3pTk3X45Nt5VeU6mryU4LjTogFfB+L4ZdurTywfXHKjO3+eA6fXvXSj9d8/ciEHTWHn/BHf/5086QVAP2YdNRkbtN6aSo6QRP96QOzbmwEALg1/3InAFSe2S4pOMbT3fWfXPXCpwDw6VDjPdlcFpYQFG1qt+qN68t2CwAArslbdvKavGUnAQAazW0RAABFbZWi7PCUniYyYNNjc/tVQQBBxiOK9eEMxVwkFkp+C3QsCIIg/jKsN6ERBEEQBOmZWqDMOmkofhEA+PW/73eNNdtbR3SvOX/5sXpdVJuz476h9MFw/6vSfcJQmoaByDYrbHbVzPBppTHS6GGZrcwn+GDx2kXD0TfSsyZ7e7bZY73B4DaN2z2AEQQ5m4AQvqsSaKaISUm3N8G7g2GY/Yj+QFS9vWaRP5LlAAA0Sw/5OzAGGIdj2JCT7qMTVyXhyXpd5dhfAkKg90c/g4VxGK+38wJCaI+Txd81UZtfMVIxIWNSGwC0AkAVoCoEY9KumqNxVo8jpLmzbfWy1FmHH55zyytZoUnM5Ojs4u9vfPOvyzPm3znUMeI1UZY7p1z5Ec0yuhRtHLUgZfoTJ+vLKqwu54Ky9lq/Ta5KD0nQZoel0P7qzx/EPCEISX6/YvIx9DM+hnJPiEjf2935f+76FPvw0I/R/o3wfDqzfpFaIJ3QatOTVo+Dd7Dh5FlbtMSowlsBADy077YdVQdvBAA43FC0Yn/Nsfu/Obz2523l+/fc8u2TOx9f/8Zfz70WQS4UUp7cgJLlCIKMNyhhjiAIgiABsKlhR0ibo0MkJISOr8tXX35Id+zZryt+2h0lixjI3mujws7m/cojuhO7rT5bvD/7bXfpRSI+iVGcKyNKESJfFD2vXIDz/boi2ct4IT80sRBHH4lGFMux8H7RN1+8ePg93dMH3vrtiX3//OX9wm9eCHRcCIIMK5aH8+0DucDqs/j9pjnF0WKWhaKh9IEBxrIsp/BXTKMJjhF+25+ZxEivv/ryNxIjuUR54v2zwuegG70IMs7NS5xcPzk6q8nks/98uLFo3rnn5ydO2RCpCBn05NwIRYh+YdK0mhJdlSpGFe5qMLXK99ccS2ixd3iqOuuxQl3F9UN7Bv/DsGxerbF5VFULdVEeqDE2/dKftiaX5V2GZeKvyFq4p7vzM+Im4B32TlmTuf2qky1l7+2qPvS8f6MFKOuozXaC72KK4ypFPGEcyzLKn4q2zOmu7eTorPdMbvtxAAAWmM0sYFM8HB15vK2C5TAscVv1wcc3lO257tzrjjYVKwFVdUUQBEGQMQfdHUYQBEGQACAwnGh2tl6UH5L7UoH+1Af52twvJofk3b+zef+NB9qOXhno+Aai1Fh5WYfL4NdkOQCAxWsTHNdVSGV8hdHHehVWypg2I2JypYwn9cvKty56T2vOoticQgVf6vNnv0jvTB4rlJlqFId1hUuO60tX/Naw7/F3Tn61HACgzdEhDXR8CIIEno/xTfV3nx7GFdnh0sVRNH0C47BBTcLiAHAMg1G1ws9fMMDq/dWXjbLG+qsvf8sOyv1iTsT8rwMdB4IgI+dIU+E0Po/fdO7x5RnzPNNicm+V8sXWwfTbZtNraYYip0TnbLlp0mWdNrc9osxQ+26do1X7t0V3P3lt3sWvDz363xW0FNc4faNrfjWBEzAtOuefPxVuUffVts7YEt9kaZcdbS6e2N35GbF5jFyouuJEU8UjPobmx2qi3thXeyzFn/GmhyQUGezm6PcOfvveocZT194+edUjpbqaa5stOk2TuZ04t/2VOUvKvjz267zpsXk+lVj+aGJw5EGWY6ozQhMfeXXZX5LunLLqm662j65/PXva29cevua/jxhz3rxcf8mn9/5nTfG2xP7Eday5FFXeQgaNZumIQMfg9jq1gY4BQcYrDMPG5Z/RCCXMEQRBECQAlsTMa3tl+l9nA4ArUhrepHPp7/LQXu3q6vX/KTdUX97Vrt7aRG5u2HlFAEPtE47hbN+tBqfYWBnGsvjpkq4O2paeHZzp9/0jDR5dTpo6psXf/SL956LdggPtJz5YW7tjB8txuuMdJfv2tx4/2WLXPdhi16EEOoJcIFy0U9Duar1V79L9YPaahrTVR09ojpLp3O0TOMAq+259PhEhKmGAGZc3tnk4329l1GmWCeg2M1wP5bOjJNHlk4Lz/z7S8SBjk4t25TkpZ2qg40CG7pb8y1/JDk061N2591c+u2NCZNqgEtsascIlF8rK/rbw7k8BgMuOSK0wue0fTorMeHdIAXfjlvzLX35k1i17rsu9uI3Az8vtBsRfZt7k0ggVsCpnibmvtvlRmXKVSG4v19cpe2ozMTL5kxU586ZOicm+M04daZ+VMKnys6Nr7rruv48emPHu9WVv7fnimqHGjOPYhokR6VUAwNh9znoBKUjcXnlwWmFz6S0AcN4d/Jsnrdi1o/owDzjIlQilf1+VveTVx+fd/sNFqbMMcZpIX72pRfbXTf+3ZEPZ7m01xqYpdq8Tb7PpVUeaiu5+YuNbBfeveXFVYVtFxI7qwxlrirdFdRfTydby/EfXv/7mW3u+uHxH9WH+UJ8jcmHBMbwj0DFgOK6lWWpaoONAEAQZClQeBkEQBEEC5IOiL24s6Dj1uY+lCJZjG56c9Oedf8q5bbGMJy0+oS9KmKDNrt1ev/djIKEWANYEOt7ueGivuNnRtmS4+ufjfHBSTu+Zty1UAnkwDjiw4N88vYDk9XtfXWR4dLrN4e+c+iocAEBCiqYAhvGen/bAq/GKqFea7e3HCAxfb/c5i1PU8VsB7SOKIOOSmJR4LV7zTU7KEU9zVK97UA8FjuEcieEh9ADfS0iMbOdjvBh/vweNBhhgDA/nNfqrPwLD/VoRZqAYoGUERlAMx5z+PZLz5C0TgvM/JHEemiSH9IuYFJ8MdAyIf0yNyWkFgNZDjac0PJy0T4rKPKu61PUTLn1N7zBPrdDXXTKQfjudFvGnR3++xOqxL/rnJY9uAwDu4vQ56z0+LwcAcKy5hN811rrSnXiMKgLPCR/cPuShsqCmzwt+CYqShxjC5Vpes6U9eDD9+FNCULS13WHUhatDMejl8/ljG97ILWyreCVYqm4/1HDq2d8q9p28KHVW61lt1r8xIUSmnmB2Wz/bUnngpmMtpQ/zCZ5YRAqM0apQidlljT7RWpY01JgJDN9KsczuvPC0DB9DLXp6/t13dTiND2okyle6ew41hiZVlDLULSQFOxpMrT+a7GZFp8tSJ+NLPnx+27ufVnc2pbbZ9N3uZW5x25Q/FW1dvbF8DzAsA1Oic46mhyQsTNXG2wEA6o0t/DhNpC8zNLEAc9APbGk48sjBhlPXOn2ua5ZnzB/VHzZaHC2ElCclWY5h1UINFeh4LmQ4hvf7NcVJO4Qcx3FSnsyvW+cIeaIShqX9WhECQRBkpKGEOYIgCIIESKw8+rDN53hTI1RZs4PSvwUAyNCkHAAAiJZH2AAApkflP5OhSWntrZ9A+bz0+6nFxvItnR6TfLjGmBqWVSYmyQgn87/vckavIXhmxJTCdoc+ttpa67c9ZIUk22cZQWTkOGk3DwDg0b2viXDAYGJIZl6CIjqcBc7LArcmVBx82OA2bU1WxY7LssgIciHDAV/DYdhTwzoIBxiG4aL+Tr3BAONEhLiYR/CDWY4Ztve9QCIw0qXgq493PT6iOxJeY6251uw1L2Q5loXfK9Qxf/z/edXquLP/MTEezpMEi9TFHtaZwXDMiFe3c1C2YK0o5FS7qy2361he0MTVEdKIf490LAiCjA7Pb31/+s9FW7c8s+je+yZFZZ61LUO4XItfmjandKAJcwAAu9cp31J5YF1hW+UhiqFr4zWRlk+uevFxAIBzE/ODTZYDAIh5QstV2Ret+rVkxxcpwbGl7Tb9XJod1O4ifpESHLsnTBG8YGJ0Rp9BFLVVPHiytTym6/FTm/5VuqXywO3/uuzJnwEA/rb53zHbqw9+a/c6I7RSzRPtNkOcw+ciAAAWJE79+pOrXnrxjh+fuTdUFtTt/ucDccfUVQXw+0ryAwAAm8v3CXg4blAIZaLu2tu9DkdeZDoFABCtClt59dcPr9tbd+zO/1v+JO9ka3m6zevsdYIfy7Hg9P0+h6zV1sGmauMdf5zCfqvcv//e6ddMnhab6wmVB92213Dq2i2VBz70MZS3w2F6/s4pq2ph5CcKdzv5ocXeJBfxxKARBtkAACKlkQz8/rkAGUMkpHTYFgoQOFnppBxSCU/q6Ls1giDI6IMS5giCIAgSIEtj51cvjZ3/xJnH1tRsuu+KxGXvdz3O0KSMyhVQelenODMote2YvtDIcuywJQ6UAqnHyTjPWjnBcAzJcM6cMGlwY4Q0rGNv68Fkf6z0M3gMoZmahPYSY23YkDtD/IoFDgo6imUFHcUyAIAkZUxCnDySVAnkR8qMNVdEycKCXJT7zhBJ0MOAVp4jyJgXKgn/udZafQ8ADNvrMQssMBzbDgAJfbXFAfcqeMpGBuhsjhvX94VxH+vj8XG+DwBAxpeZDG7DTRafJXuwHerdelDxVfXh0hDcydhi+r7Cvxy0NUvGk9XaKXtCgjzpYLQsFpViR5ALWK2xKbPdbpBuKNu94sqcJWclzOtNLXRaSIJJIZTarR6HbKB9t9n0wjabfh4AzGuz6Z0/ntr80lW5S60AANWGBlWILMi9PGP+oBNVBxtOEgzDLK43tYQ4fa7WS9Ln/FXvMK0taq8MyIrOCRFpR9NDEv88IzavzzfGJza+uaK0o/aWM4+1WDsUDebWhQDwMwBAQXPx6y3WjhQAAKvHcXrf74mRGbsSg2N2XPrZfQdumri8rUJfHwEAfweAIU2aXVeyc1WHw5Rw59RVry1Nm+VttXa8Xt/ZctZ98iNNxdNJDKPb7eZ7bLUFj8xJyDcDAMiF0m/i1JHTvjmxQdFXsvxctcbmqdd8/cgD39/45r8BgJsak7Og61ycOtKeH5X5U1Zocr2b9sRnBScGnWwuz8yLSvt1KM91EDgAgGprFZ6kSOYAgDN6jALg8BgccL9vj9ZF52oXhorDUNW3MY4AYikA/ATnfC/3Mp4YASFsdFB2iZQncwYmOgQZm/DzdwtBhgnawxxBEARBRpFgkXpH198PtB3NP2UoGZXJW604yJUfktukFWuODOc4Ih6/x2S8h3XFuFhbclZwRp1fxiJEVr3LLPFHX8jwevnoB8LrNz+Cl5tqc2R8yTaL17aaZdmFjdbW9EDHhiDI7yiWEjkpx2DLprbbKevb2DDfGMD7+XVYRErKGKCThzWYAMMAAwEhLODj/NMlVdPV6Z5kZfIDYlLcOZS+zT5zXIW5OhLn+KdIjO/X8p99YTiGkPDEpJgU24JFwX+R8WX2kRwfQZDRZXn6vP9GKkIqqjobFh2oPznjzHPX5l3MJQXHvjE/cepnQx3H6LJIKg0Npz+XJgXHmuVCqQcAsEMNpwZVIUvCF2NBUvXhi1Nnr95+z2cr5yZMrg8SKz8ZaqyDMSN2wj9vnLh80b8ue7K4P+1rOptivbTvvONVhoaVyz+7b8fKLx/8oFJff9m550NlQfVzE/Lv6HSYruY4zkzgREidqeUKGOKq5gMNJ2Usy1zyY+HmO2/85olP99efCItQhNhmJkw0n2guD6rtbBIDAEyJzjo4MSrz6CXps27j4SR1oqUscUf1Yd7HV77ww0WpM59stnYkr8hccFLEE/S7HDnHceBlfEFdj/Mi0hy/FR9cWdBYtAAA4M8zb7A8Nu+2bc8uuu/DqfG5hxUS2fpzusCe3PjW4r9u+r+Mofwb9KbTbVAAACQpkln4PemJAcfFRsojS/iEAAMAMHvNMuhmv/fBqrFWq0pNJWv92ScSMOuNJuP9PsYbceZBjvs9f45jeGhAokIQBOkHtMIcQRAEQUaRWRFTK7v+PiN8ckEgY+mLw+sUOynX9OHqf3pYXjnFevpcMSElRX4p9yUkhEa92xTvj76Q4Wf12fEXjrwr/evke2V7Wo5GpanjGxZGT/8IAGb0eTGCIMOOh/PcPJw32FVIXG7QpA+tPusKi890kV8D+wMP59sB+t6KAwOM4+P8EIYb31tzCgnx92pB0M1wzmqgZbHL9jQ7mte7aNetQ+mf4RiiztaQK+fLW6IkoR4n+7/Vg8PNRlljMtU5H04InnR0pMZEEGR0WpWzxPVLyfZ3t1UfetfksvwdABafeT5VG8dqxMpvhKTgfg/tHdI901Zrx5nJIuz2H59+N14dFfZb5b65M+Mm3v/qsr9819++dlUenl9qqF0UoQh5IVIZ6gMASAqO8Rlc5oi+rvW3OHXEoUXJ0z68YeJyW3+vkfBF/O6O6x2mYL3DNB8A5p95fF7C5Hq71/X90tSZ7z8w68aWf+z85LOL0+YoBCR/eW5YqmB14Za5V+Ys2QUA8J993+bUWdqWCklBw4qshfUWt7V5ftLUtt7imRGbZ7/i8wfttcbmcKPLsuz7E5vS6ozNd9006bJStURuiVVHnLV6vai1IobA8c6GzuYokserAwB4dtF9n85NmPy9UijDEzRRMW02/R27awvubrcZhL2NrRYrOrPDUr4/4xA3MS51s95hUv94bOMH1aYWV3lnbb1CKNPdMWXV3ryINENXw8c3vJF/sOHk61WdjXOCJar6GmPTPx6adeMXHtqnDJcF06kh8cbexu4nLEgUbD3zgMGt5wWLtNUAwEl4kt9ry7MQCQDlfhgPAAASFUlmCS55u9nePEFICtuCRcHtAL/vk/5H6XdkjBDyRB6hWvSeh/ZIzzpOihoBAMSkpDYwkSEIgvQNJcwRBEEQBBkUqUDiInFyIwDc6+++Q8XBlgiZUktxvj6X/xEEpl0Wu7DyWEdhuN5tGHD5xC4c4GjV2Rj0eelPwe1OA9lsb0ucET4xpM2hzw+Xakf1ZBMEQfpHQAiKAGBQCXMZKe/wsh7Sx/o03Z0nMJKhOEqFYb0vZBIR4hKGo7IGE8NYgQNuERLCvwoI0fnL/wCAT/BN/hrL5rNFVlBOLkwSWijh8eO8rHfYtnXBAAMOOMhQZdclKBIfHq5xEAQZW765/vX37/35BcrktAR1d/7i9DknC5qLPy9sr7xzKOMIScFS+L3cOPflsV+1Re1V0480FoVKBGLe8ebSWwHge+jnVkJCobDwTzOv3wkAsKZ4G5EflQl7awuizC7r1UOJcaCilKHGVG387vtnXHe6wlelvp6Xoo3rdVaZhC/S9dX3kpQZjS6fx95q7RA+Pu+OrElRGadLcz8x/45T357YeLOA5G++KHVmuY+iMo40FkaL+KLg6ramB78qW3+jhC9imqzthozQxM52i75jT93RMrPHIY1WhXXOjZl2KkghPzgtNrehq89bJq94VECs2rIkddb6o03FysnRWRYAgHOT5ScaSua/vPvDldXG5msBgP/MgrvnAUABAMDs+ElOAIDs8JSSEy1lzx9vKbuqHQy9VohTCGX2yZEZ8wCgtOtYsFTtCpaqXRmhifftqTr8l3J9Ta7Bblrwzt6veXKx7FR2WPInJ1vLZ24o23O/w+cSAgDoHaY4fc2R/5R31P49QhGy5bVlD/vlO3mrszUqQhLRdOaxYJH2vM8HKpGqx2R5i6MZdzPurhXq/RYmC9947jGULB+zOCEptAMA+BjfRD7BPx7ogBAEQfoDJcwRBEEQBBk0GU/qj1ns55kTldviZV2Z/WnrYdyhHsYdGirWVg8lYU6z43tj2vGq3WmQAgA02dvh9q1PyR6bdOcMlDBHkPEhSZG61UU7b7ZTtpCBXhssDqYBw/A6a02350PE2nYWGGVvffAwfgsf40WzMKD7vWMOhuG0jKds6em8mBQbejo3GAzHYC2O1hwxITbGyCNLXIw9s6+JCwNFYiTMi1hk42E8L8MxT6sEGpdfB0AQZCzjPlj57EcnW8ukG4t3T2+3dCrvmLVqU9fJgw0nmYzQpNVDTZjbfc5Zd/z4zJdLU2ff/1PR1g0d9s4MmmXIDocRi1aGJQykr2kxuae/c12RtYgBAJidkN88M27i49+f2vR1z1f6V7NFp9GIldFdj0+1lStJIFSFbZXNOeEpPe4p3mLtuKWvvhtMrYprcy8ubLMbnj4zWd5FJhD/tDhlhvNUc1mWxWWbbqc8WZdm5rwZGxHVep3gkg9j1eHvqkQK+pb8FRX/3vfVxNzIDNLhc62cnzjlyUlRmee9kS/PmOcBgPUAAF3J8u5MiM3cpZUFhymE8uS8yHQsIzR57rHmkuPn9jkhMt0Sp44srDI09Jgw5xEksByr4jCoeXv/f7OnRefq8qMz9Wc04eYkT31rTvJUqGivizdaLNIZaROKAAA2lO4OWl209bzV6zp7Z5jO3nnLnT89m5uoiV771IK73swOSx70RPBzk+UDpXPqBE32podbnc2zCztPEvHyxM5Yaew+mmMaMAzbTrM0hEnCxnfZHuRsHNdrxQcEQXqHAYC/vyshPUMJcwRBEARBBmVn877L25y6a8481rWaa7BwwGFF4rxTXtaVO9DrXLTzvGQ5H+fD/KiZ5XqXiX/CcCohVZVi5OGEo9hYFnNuWy/DEoMOHBkVViQuami0t07senxSX6YSkcKYVHX8qQCGhSDIIGmEQTtCRGH3OCnHLwNNWvsYyoThXFawUFto8OhzAADUAk0JyzHgot3RgGFxvb9dYSDlyYQMRw1qr9mxhMAICwtsj/8aXsbrl61PzuViXJpyc5UmQhJeKuULovy52jxIpKW9jLeBxdn7oqQxB/3VL4Ig40deRLqjrL026HB70f13wKrN8Mdq78fn3c7d8O3jUUPtf1vVwSSFUKacFJUZPjNuwuUXp82W8Qm+8F97v9xk8zgit1cdymy3G8punLh80JN2RaRgxL+/RCvDFv3n0A8z75l29f7c8DRLbWcznRAU1eNzeHrzvyedbC2f01e/lYYG5QeHvp86JSZ7BQCUwDmr79USpedYc6kQfLSI4Ii1i5OnlQEA/Hnm9U+d29eDs246DgDw2PrXL+URPBxgSDPfuA9WPvvNutKd38UrIy+lWKq5uwQ8AHBp2vg7Ouyd79EsY/TQ3vksy9JivmgvBxwRItUETYhIjyhsr4zjEfya2XGTPCKewNpNPwAA0ObQWz4/+cvtdc6WVevKds480Vo+m2F7/lVpMLXmNphac8s7aq+dHT/ptbcv/9sX0M8KBv5wpOMwphaqMRkhF8r4sqQQLvSk0WOUWbzmU5Qk4luOhSiTzxilFqrbAAAlzC8gfFLQHugYEARB+gslzBEEQRAEGRStOHhPqET7rZv2/MXDeGWJijidiBSyxcby8MH0JyVF1NL4GRUU584d6LUssJCgjIZQSXA5y3GsyWOWqQQqSiYQ8ky+zjQRn+dbFD2nysO6gnyML+biuCXVR3UnQg1nrEj30LS0tzGQ0W9t7Y7YcKlWFCkNXRQuDYnBAa4lASc8tHfmi0fee21m+MR3l8bN6bMkJIIgo0eGOnuD3q0rslHW7N7ahYsja3AMc3oYL1AsBQSOy1lgQMQTx0QR0cVuxs1K+OIE4PAmEue3MyyV0ttMfRwwAJZVwzifzE9iZKGUJ79YSIi6XRn4ffX3z1q8lsuGM4ZWZ1uG2CMyR8kjC32MK4fDhn5/XyPQ1IsI8eVhkvC6vlsjCHKhun7SpevctJfcUX04bkHS1NOvF1Ois38tbKt8VGfvTBts327KCwuTppn31R3/vsHUYiZwonpm3MTVMarw/UeailZ9dvTnFbdNXlkLAH1VwDjzneisF8gJUelHvz21kfXSfW9j5Q9x6ggo66jVTIhMP71iNCEoqtdJVS7Kk9nf+DocRu2Gsj0vPPjrq8X/XvHUr2eemxGbxwAAAwBH+xsvzTLbNpTtnpMTnrKjv9f0ZHnGfBYA1vbW5m8L727928K7VwAAHGg4SRidZm5tyc5r5ibku40ua7PZbbvveEtpVkpw3LxL0+bGkwT5fE997as/Meu3yv1//a1y/4DibLXpk787temzo80lN+IY5poem2cPlWnKFULZzjunXjmwzgZgSshUDn7//bSGSkNva3e2q9JUhM1De/IplpoLAJ0exm0KFYedVz3gTI32xvgKc9ljIkJUn6HOXK0RBdUPV8zIyHFQdoLmKE7JV4/vsk0Igox5GMeN2GQzBEEQBEHGobdPfbKq3tb07vSw/B8wwDLW1W9ZwHID+x40ITi9MVkT6fEwzhT/RIVBXxPqJaTEBhyv42Db4XgfSxF2D89aZWkc9ysJLwQynoR9ZOLtvwWJVPMPth2HUlMNr9BQQQQL1fpL4+dtnxqed6eEJ6JDxEE0DG3FCYIgI6DCUprRaK/b4mE8ET21CRGFneSTZJ4/x1XzNC00UJH+7HO04eOCfdHShDnQzZvmzpad8450HNniZby8kYonSBhUrRWpRS7WMah/d60o9FC4OHI1n+D9nK7KGlJZWQRBLhzP/PbO7W22DuOnV730a9exu396buG2qoNr7N7zq1j1V4QixNtq7RB0PV6WNvt+D+UV76w58joAgFaqbr9l0uXvPDbvtle72tzz8/OPN5vb51+RvagwURP9Vxwwtdvn8y5Om26Hc16rT7SWxd3+w9NHWqwdwYONcSAMzx+AdaU7/7U8Y/7D/Wn/2dE1q94/+N0rjea2pO7Oa6VqQ4hU06p3mNI7HEZ+1/GM0MTtu+/9cpG/4h4p60t3BXU4jLGZIQnyqbF5O6//5vEntlYdeG1KdLZBzBM2FzSXpDt8LuGM2LxKIU9QujBp2natVP3hH8n40z47+nPUFwVr/12ur73cX7Fdnbu0xeKyv3vTrAVsjDz6pxRl6ogkopsdTZlR0uiS/rQ1eoxqi9fMlJiKvyFxcnK2Mnc1g9Ftdsr+WZYm+/Qq5cLOU8kkTjoy1Jmo1PcY4aDsBIZhPAkp9QAAeBlPuIAQop8fgvRDVHok9+C3DwQ6jGHxWN4TxzmOmxToOM6EVpiPQwxL30jg5IjtYYQgCIJc2B7IveOnzQ07XDua930yM2zKv1iOXdCf68IlWltmUGKtWiRWeRh3rIdx+jGqvicEOmmnnMRIcZQsqrPDpZcU6mpQsnyciFdEVX5d/mt+rbXprH3+DB6T9rOyn6+rsTYtzg5KMdp9Dn6lub78+rTLHklTJ1QCAJQaqyM6XJ0TCg0V6Vav3ZOnzXBMCc3+MVQSbAvMs0EQJFWZUcqwzJ9bnE3veRh3t3uD8nE+iXEcy2GcX1bZYYABYJxq5IqZBoaP9c7Su9v/ohWFvXXuOQywGJqlRyxZDgDQ6elMsvqsvmhp5AkMZ7Npjur3PQsBLmDzgibdHiYOLx/OGBEEGX9SgmM5h93+521VB3YvSp5hAQD4cNVz2x9b//qqr46v2zLQycBdzkyWAwBsqzr43vUTLv1LhEJb32rVxwEALE6e/t0vxdszLs9aWLaxZMeDLMtefrS5eOrx1rIlF6fOqb918uWfLE6b3m0VkBaLLl7MFxWGyoKydfZO7ZnnhKSAplmapHsp4z0QeeFp7OMb3mATg6L7db+xytAg+fDQDx82mtvU3Z1PCY49fuPE5VfOS5zS/GvJjr2v7/5sWte5JnP75Ad+ffnqt1f87Qe/BN+HH05tDnL63DE1nU3KMHmQ1eK2Z+WEp/53fdmu5ziOK1ueMf/H5Rnz+iwj3mBu3fCPXZ9OyQhJtEv4op8LmkuuBwA40lQUDACnJzUcbipKuSxjXltJe7V1adosGQCcLs2+tfKA9KPDq3fWGpsT/fwcI5VC6WuzHbFMk7PhkTJT6Vfx8viXc4LyeiwLP1BN9iZSSApAKwrp+n3FPIynrL/Xa4Qak0aogQRF4qUAAI3Whgku2nVXp8fw1tGOw19ODpn6GwCAQqC4Ty1QPwsAUG+rk+IY7ouRxfr89TwQ/5PyZF0VIgAAACXLEWQAMAAc7WE+YlDCfBwicPK/gY4BQRAEubCYPBZjqFj7U4uzva+SgpCijGvO1sabOaBTaI7O8zDukQixWzxcUFFjrc1U8lX1NLCoJPs4UdhZ0Wv5zL2tBUF7WwuC/ngY12BrnSYihVY37dG4aI/I7nOS3B9Zsv1tx2FfcNr9yaq4J+/KunrLcMeOIEj3MtTZv+AYXtvuav3GTtkyzz3f7GzMEhJCXZg4nKCBGvJKOxwjKIZlJOO9JDsAgIu2/8XoITZrhNqzEs0CQrA3U5P5lzZH2x0GjyFjpOKhWIpfa6ufoOQrm8IlWszFOvq1l7CIFHuEhBDdMEcQZMBumHjpZ5UddbE/FW37alHyjOVdx1+/9LFt+xtO7K7pbJrrj3EohoZjzSULFyfNWGXx2KeVddTet75s9xvZYSl/L22vCWM4Ir7e1BwpJPkcxTJYflRG08y4Cd0mywEAOA6KJ0dm/Xx13tIb3tzzxQf1ppY8KV+8Nyss+VcfQ0041VYxrc7YfNZk5iCJsgM4wDtdlgG9V7528cNsu9VwPFIVWtyf9snBsS6pQLwJAG4499y0mJy9N028bOmqnCUuAIDyjrp6ADidMLd7nfLDjYUfHa4vFCkl8q9StXFDrQiFHW8pDa03tWKrsheflahbU7TjlcONhRn/PbH+9M9dKZLZkhsLHznaXJwBANBm0z/0ecGanziOkzy98N5XJkVldFtWXCGU/XzvtKsPfXFs7Y0Wt+2WM88pRXJ6dtyk9g3lu6MYloE1xdvn3TzpMlGsMmIXANgAgDvWXBJR3dn0Ur2p1a/J8i5amZqiWJrHct6QFtr1mMVnvrLT0/lrtibnpWCR1jjU/qNl0XSHS3d6op3Fa+ElKZIH877MAQDEKGKPtzlbayQ8ya5KS8VFGxrW3aMSqJ4Jl0S8X2mpyM7XTtnvplw5IZKwE0ONHUEQBEEAUMJ8vDq9DsJFO1RiUmoOZDAIgiDI+Lc4Zu6xClN1066WA72uOIiRRVpyQuIFPtbT6160I4HACKrW0vTHiges1733kPFN5+pUAYCqp/OnDOW5leb69Q22li9SVfGv3pR+OdpLD0ECIE2VWcTH+ctrbdW73Iwr5tzzGGB8jmOV/khyYwAsC9yFkC8HmqMjGY6eDABnJcynh02vA4B/f13xddJIJsy7WHyWaAEpKBLxiH4lzHEMr1cJ1LXDHReCIOPT1XnL3mwwt/5W0l4dlBmW1PnHYS4rNPm1JnP7bB9D+aWCSYmu+uJwufaXb67/53tbKw8cdVGeuuWZ84wAABaP7Y2c8FTt0tTZumpDY2qiMqqot74uy5yvvyxz/ocAwK2+6V9XwNn7Uv0y+d9Xbzz3minROZtlAsnHervxk3pzi67e1DqvP3GfbK3ARKSg4OLwlB4T+GcqbKskPLRvWnfn6owtMZWGhnQAOHag4STRYG6NPrdNvalVXmNsvDSei1oLWhjUfc0vC37N+6l461Otlo45BqdJK+QJLWtLdrz/9XX/+NuJlrKIY80lNxbUFSVOiMtklSKZzeK2y4MkqjYv7RN1JcsBAAqaSyYBwCQAgL9t/r/sLXd9vKK78W6adNnrAABhcq3z6d/+/TeK+d8/VVZoUrnT5ww6s1rBnpqCrBsnLM/+7uRG3bV5F8M3Rzfe90vFtmsHW9GgLwqhzMNyzOmEtoNyxJaZSx9qtDesChZpvwkXh787UZvfAgDQ4eqIDxGH1AEAlJvLwvg4n0pQJHb21HeXEHHo6ZX4SoFyyJPYwiURrwMAxMhij21p3rxA79a/bfPZvktSJn8DAOBhvQs1Qs2Bnq7vcOlIi8fCT1GnuqE/ZegQBEGQC5pfPuwhoxdKliMIgiAjodHWeOP25n2/VlnqeizHnq5ObJsZkdvmYz3antqMJAJ4JS2O1nAAAIYFb6DjQUY3N+3hHdUV3XlEV/jTZ6U/zQ90PAhyoUpQJNfnBeV/TGDEeee8rE+GY7hfJkCxwLEkRvRZNWW84OH8lu6Or69ff02rs/XOkY6ni4Iv79fNbTlPQcXLkz4c7ngQBBm/MsOSrC6f+69Wr+Os+2gfXfn8lvmJU26SCSQmf4yTpk3YcP/0a9cCACxOmVGwInOBEQBgXelOYkbchKZlqbNvnhiZ8egHq/6+NFwd5vylaJuw9x7PSgKe95oZr47cc1HKzBtStXEH5ybkP3ZF1qK73rn8bwfvn3ndvGCJ+lSEIqR2bsLk15ODY0+maeN7THD6KE/ppoo9mnf2/Te/P88z5/fEej0AQJw64qytjTocxphaY9NkAIAPD/1wX4mueua518+Jn9Qer4naIRQIbOtKdw7q/nWbTS890lR0ZbNVp/XQPrC4bUq9w7Tsjh+fuXJ3dUGqTCjZIJfJS+VC6V8yQpI+SdXGN94++Yq5S1JmvJWqjds0J35S4aXpc69dkjLjva4+W6y6/Oe3fnBNb+NGKkLeeXTOrZ91PQ6RajitVC3bUXPkrG1lGixtklt++Ov/fXty44vLP7v/lV8rtj/o9LkF5/foHwIer9uV8U7aGdlgr3/imKGg8r9VX/72ffU37xzTH51bZa56DgAgTZXerhKo3EaPUTlcsfXHkqilOzTCoMctPvODJabivwMATAie+HzX+SZ70+JzrwkRh9JSvpRptbZMHMlYEQRBkLEJrTAfI1y0kxSTkn7N4hxMewRBEAQZrBJT4aMWSv+3YKHKXWtt6LFdmjrGQIN7WMrLDRSJ8ewVxrr4rsc+ljs/84Ig3ag010/ocBm/5zjuqdszr/w00PEgyIUIw+C1EFFYZJur5R4CIzxBwuAKO2WXyXgyBwVUjj/GEBPicgaYCf7oayzwMG7luce2Nm29qNxc/o6H8YzoPuZn8jGUFMMw4LDe8+ZaUcjhTHX2OyMUFoIg49RVuUt3dXf86+v+8c19P79Qt7/hxEftNsN524IMxKz4Cf+cHpd33krd5RnzGQCA+UlTT0/kTQ+NN6eHxp/btN8mRWX8vDJr8X8XJE31AcA3Z56bHT+pQ8QTPCsXSJ9I0cZRx5pLhRvL9zxXrq974tx+1CJFx9ryXbpQaXCSzevk93f86bG5n8+IzfvXNblLK+9c/fddTZb20xVD+ASfAgDwMZSiu2vjVBGNXsZ3anpEHjMhIh1+Kd52y+VZi77o79gAAE8tuGv/sZbSz/fWHbu169iJ1rJcIY8f8fBVN68GADC5rCknWsoemxadQ4fIg3aIeQLlo3NvewkAoKitUpQdnuLeUX14DctxJdWGxnsazK05++qO/QkAvu9p3MUpMzoInNiTFBSzstXaoViRucDo8Ln2RyvDxCqxQlvYVnG6bYu1I7XF2vG3gTyvweKTZK8rvn2sT+zz+pYAwBKDxwA2ynrc7DPtmxIydYdaqHECAHS6O4Mp1keFScItIxHzuWaHzynQuzty6mx1K492HHkmXBLxSqQ0kgEAYFlG3901EdJIb7W1CpVtRxAEQfqEVpiPEQNNfp/b3sO4A3aTA0EQBBm/juoPPlVjrXrV4jMpZQKRpbe2Yp5A5GU8khEKrVciQtzoY708GU/mAADw0rQo0DEhY4fFawv+pWbbB0/uf33n3tYCuZ+7JwC6rwLd7tRH+HksBBmTgoRaJl877T6VQL1VxVeX80lerlYUrBYSQr+8x+CA+0icd17J93HuvO+bRo/xfhft0gQimC4N9oYEHPiFBEf0Wp/WRbt2jlRMYwnF+gQAADRL9bVCFUGQPry/8tlDl2XMf2yo/bRa9bl+CKdf3r/i2c/+SJZ3Kz8qy5GijaMAACZFZXjSQuL/wyP+t7ZKJpDYMkITP74mb+kUAKzJQbk6lmfMO9jf8V+/5LFv/3nJo5vsXpfJ5nWe9R7NciwHAPDnmTe8ujR11mc8gjxrZtSvZTvTfyz87fRq9oEmy//APTznljuvyV32WLwmqiEpKObAzZNWXHZN7rJPuhqU6WpDJkVlYglBUc/fkr/iTg7gdMWV7PAUNwDAgqSpvm+vf/0/Ly97aNr02Nz3VWJ5e18Dv7Ljw2XVnY0KL0NBhaH+7evyLvnzNblLd0+Jyq4exPPwCyGPN6Cqap2ezomnOk/8fMJw/HW9s2Nthbn8L0GiIEOgkuVdtKIQemrItB8Mng5pg73uJvjju1OsIu5UT9ckKZKHp849giDIsMPG7f9GI7TC/AIhJERU360uTAa3LkpACG1yvtIa6FgQBEHGkiLjifkdbt1DNEeRcp6y0eLq7LF8XIoqvs3NuOJGMr7e2GlrZrY21crD+K27Wg6ke2gqoAkBZOzxMF7esY6SeRwHnyr4smtyglMZf/SrcxjUNsppTlbFnpW8qjI3kAKCJ/bHGAgyTnBaUehLDMe85mVdwACjAgxUQ+2Uj/FbhaTYwHJ0rh9iHDMYjskCgLVdj7c0bbm22lp9SQBDOq3WVp8TLAwuV4ukYV7Wqzz3fJQk2hkqDl8dgNBGPR7O9wIAkHj3ZXgRBBmYzNCkMpVIbje7bbLB9mF22/q9QnukSfm/f9RUieT6OHXkJwuSpn74+LzbmwAAXtz2AZ9mmR1ZYckD3gd6TkK++eK0OXu/ObF+BQBAiCzI/dT8O78CAJgRm8cQgN89L2Fywss7Ppxk9TgkAAAWt11+oP7kC9+e2BAVrQx7YVPF3tkXp8/dPCM2b0CfuWfE5jEzYvPeONZc+m6brcOHYbi0oKn4CQB4BgDgvZXPvH9m+6tzl/aYDF+cPN29OHn6/XtqCiaX6mpC2m0GTZWhXn7fjOsOn9s2LyLtRFF71dUJmqjaRUnTT06OzrKoRPL7DjeeevFvC+5uL9ZVid2UJ6ZS3yBtsrSPyORtPkkO+L3Ax/oUB3T7HhUQAm5iUP6sox1HfouVxzXZfFYmUZEU0PeWHM2Ev+5r3310U+OGi5bFXHINAHANtnoSx/D8aFnMoUDGhiAIgoxNKGGOXPBEpKSN5qgBf+BHEAS5kDXa6yN1rvZ/eRmPFgMMnD5WsLv1SGhP7SOkwWaao8JHMsae8HG+V0aqWgHDORdt08yLnFX2wan16YGOCxmbjutLVoVIgl7ICU71SynFUGmwIRSCzzv+RwI9YCtSEGQ0SlVm7DN4dLfo3G2HKNY35IlPPIynFxCCCAD2gqvmQLPUtQDwEgBAmalMXmete5TlRs9iLIPHkOam3e3R8nCbi3FEn3kuQhK9JVWVXhqo2MYCivUJupLnCIIM3tW5S5t21RxZvqv26Dcml3XA320UQhm1OHn6L8MRmz/wCJLODE16Z0Hi1NeemH9H25nnbpq4/J8Wt71usH27fK5TALACAIBlGc7ucwkBwAcAMDU2h5YKxe9enbN04UdHVt/ddU273SA/1VYxr81miN1YvndqrDpi6ozYvJbu+u/LpKgMD0AGAIDt0vS5zwz2eQAAzEnMPwoAUGmoT4xWhTd31yZSEbr6wVk3FGeEJFU2WdpzAACSgmOMScEx9zWZ2wmFUBr7ydGfdzVZ2s//4D9MRHz+oN/YvYwXO9ixX8XDeScYjv4LxVJbExVJg/59GIzDHYcW8zAeBxh4RIQ4XkKIhQJCuKbWVvPSjpbt2xdELvzY6OmM4wAM0bILrVAQgiAI4g8oYT6+ddU1QMngXkh5Mr+sCEMQBLmQNDrqH7RR1mwAAA448DJu8y3pK6xV5kbe4fbCeBbO/i6uEckZinMFJNbfYSAlpR4xKTWbPU7by0e+SgEAuC3jsma5QChy0e4AxoaMddsbDzypFMhEM8MnPX7uynAEQYZXsDC02sO4bzV7jV/RHK088xwP43dQnC/kzGMYYCyJkyYJKdVZfZYMDjgMAEBCSAt5OF/Fnl+Z/ALBKQAA2926O7vT3flqh7tj1O3f7qAdYdWWeleiMr7EzdgzAQB4OA98rO/1QMc2WvkYr4RPCJw0S9/GMswOAU9UFeiYEGSs+8+q53Y/tv71JZsq9q7TO0wDqqCFY5g3VBZkH67YhmpR8vSWRcnTHzj3+OGGQtXU2JzSoaQgbV7n6b3KMQzjnF7XWbVYM0OTfjraXPL3M49pxEqqztgSxHLcgb8vuu+qK7IXDSpZPlyuyFp04FhjSfDOmiPE/MQpZ91bfGj2TfUAUA8AsK/u+Fl71kerwphbJ19RqxDJJn9/ctMHe+uPr8AxDChmeD+DCPi8IQ9AsZSwwlLxRKwsltrTtouYEz5vxCb0NtkbrjV5TdfLePIDfJwnjJHFPUtgOA4AYHDrZwDAxxO1+afjsfvscTK+rH6k4kMQBEHGPpQwH0dolp5F4uR++CNBbvNZhAROchJSisqvIQiCIH7FcWzsmY/lQr7WQhk0oVIpe03qolYPzdjW1GxPAwDAAQcCw/FA1PKQ8mRWtxfvJHCeaF9TSfCRjsIwAAjrOv9Z6dqokY8KGW98LIV/W7H+L0a3Rb84Zubr/irPjiBI/0RJ4tbjgN9g8HT8zAIrAMAA47DS3S0HImdGTC3lMCYDAECAC5vFhNjLcEwCzuFODDCKA47Px/m1JMZLY4EetWVyh5vd52TfPPmmgwOOdlAOeaDj6QnFUuIKU1VmrDzmVLBIlR4hiTqQrck9Eui4RiuKpWMpllLycN7HgMGIlPxFkAvB65c+VmL3ua4+1Vr+z1pj89z+Xmd226R76o5NW5m9eN0whudXnU4zb2psjnmw139/ahN+Te4yts1qiO06xrCsUCYQZwLAga5j357YEFXd2ZAEABAmC664fcrKbxYlT9vQYGy76q29X0xrt+lVV2Qv6vf+6f5S2Foe4qOZ6fkxmd1WBmhz6I1yoXQKAPRYAnxW/ERbd8evyFqkuyJr0RXfnFifLiQFrs0V+6ZYPY7IU23lT1vcdkV31wyFkMfzy3cUB2WPLTEVf6LgK+sK9EcXUayPsXgtk5fFXDLg7VFMHiOP5ThlkCjI0FfbEHHoTx3ujltMXuNcAIA4eYKd5Vg5AIBGqNlybnuGYRYCwMcDjak/dM42kmHY5Ah5ZNlw9I8gCNIFAwAcwwMdxgUD/UuPATRLJ/enHYmT++CM1eRyvtKNkuUIgiDIcCBw0nLmYxft1AAAsMDiLsYRISBxOYn/Pi/vmtQlpR7WkTmS8eGAQ7gouvVYawP1XuGPCW+f/Cb8SEchbyRjQC48O5sPvfJ+4TcVHxX/MDXQsSDIhUbOV+0WkuJODHA3cFjJ6uq1GWKeyCHEhayaH1RKYjybmJTYGaATAeMwAAxngeXjgPskpFTBYcwFmywHAGh16gx2yi4ezcnyLhxwUG9ryNUIQjdFSCKfAlRRrUcEhntwDLuSTwhoPiEYtataEWQs+s/Kvxe8vPShJRMi0rb39xoeQUKaNr5hGMPyu/rO5tiCppJBTbip1NeLEzUx8OPJzdObLG1Lu45TDMUcairqOLMtzTJcrCqiBQAgMyxpV1pQbMs/d33298+PrUkicCL1lkmXB+TzdU5EWkdPyXIAgOUZ81kv7TMeaDhJDHII7voJl5auzF5c/8lVL36/+qZ/vfHkvDtzLk2f+2CIVNM6yD67JeDx/Pp+afVZ4mut1W/5GF8mAPDqbXW5A+1DLdRQLtqpbXO2zu6rbag4rBH/I5WBYzjHcDSdIE9cm6xIORQtjT4vYa4UKc9Llrc724gmW6Owu/6rrVV4i61F2Z+4QyXhNEqWIwiCjD9ohfkYQOIkKpuGIAiCjCqx0vhHnJRjop2y5XV33s04I1YlLSwxe1wymvP2uLf5cCAxkg0SRDY/e/BDtHEZMqIolsZqrU2JElL0xr9OfH4wTBL8wTUpl6AygAgyAmQ8uVNEiL40u83L1tf/lhskDLLNiZjuBgyyaM4HSr6q3cd60rvacxyjVPE15cBxfIajEwIZ+2ggJoVjalIZgREQJgozBIm0R5psTV+wHFsfq4h9PtBxjSQHZcOlPHmv+9EKSVEtADw0MhEhyIVnQdJUX6O59dogieqxguaSO8xum7q39jyc5DQSpWmk4vOH/Jjsnkpu4wDQ62tQijbOVaqrIUxum8hFeU4nKSdGZa6+c8qqmjPb3jTpshYX5Zmis3VO1ogVyipjk2xj+Z4VV+cs3WXxOMp5BPHE0J/N8FiSMtOv921vn7Ky8fYpK99eU7Tth8L2ytuOt5ROqje1LNY7TNKh9CsgSczfc8wMHsNloeKwT5bFXPKtyWMc8GeJaktVZpIyuaTrca21JiRBkaiHMwIt7ixa3uxsyuSAU7DAgkqgrpTyJHumhEw7BgAQ6gq/SCvWdruKHwCgxlotSVQkOQEAwiThDPTwe5ukSGYBwNLP0DFAE/YQBEHGHZQwRxAEQRBkwFQCNSsgBBI71XMbD2vPFPEBfOzIVaeWkjJjp9PnefcESpYjgVNkrJxRZKycESULu6LB1tqiEMiguLPK66V9ITK++Fi8Ivq/D+TdtDvQcSLIeKPiB798xH5iOQDAZfHLOjiMSeo652M9YWe2ZTBGBhyTNtIxjlZacXAEgREcwzFY360DL0Qc4hCQgh8AIJxjuHgzbe6MhdhAhzWiCIwYEz8rBBnvbpu8svO2ySufeGXHR/s/O/rzt1aPo8ekpkIkM16Vc1Hr2pIduJv2wjW5y3pNOI+0Ul1NSEZoYkffLQGK26pkWeHJVgCAo03FSrlA4pGLpBAu155V6ZJiKHGxruoujvtfblFA8GpKdTX8jNBE35lt75l2tfHjw6uvxnH8h2pDoypSEWJNDIoudfhcqR7a1zD0Zzh8ynQ1qvTQxEGXru/OFdmLOq7IXvQqAMB/Dv2Qtrl87+sFLSUXD3avcwGPxAF6+QI/SNHSmEkAsEEt1JzuvMneGCIkhUatKKTXYM9MlgMANDuansIw7JV4eYIe4PdV36XmkhsNHv2qrjaJiqSHpoZM+63rcW/J8qrOykXl9rLFiYqkx844POREd5u9NTRcFqHzR18IgiDI6IFKsiMIgiAIMmAexuPl4fxRt2cox5GdX5Stiwh0HAgCANBsb0/Y3nRwzs/VW+ZUmesXN9pbc0qM1bcfbj/10/amAyGBjg9Bxhs5X+5iOfYTAAAP43EFOp6xhMRxtVYU3NMqwlFHhIuKQiQhO5sdzbpOTydDYMSpQMc00kSkBN2kR5ARtKVyv/Tpzf9+ZF3prm7LOWeGJm5MD0n8tbc+BAS/FgC4yzIXcNfkLht1/w33N1kOANCVLAcAkPBFbhfliQ2Xaz2FbZVnLc5SiRXuQw2nzqpKprN3Tj03Wd5lXdH24LrO5myOY2dfmjHPdKixcObOmsMLfira+sTRpuLI13d99mJX22PNpX7f53uwSjpqzpuw/cbuz2/rru2emoL4beUHrhlI//dMu7r81WV/WbUkecbbMoHEMZgYVSKlZDDX9UZMSqw4hn907vFqa9WtJwzH/woAWLGxMA8AoNRU0mvlueOGY/kkRkK8PMFg89kEAIA12RsvPjNZDgBQa61+ut8BEsDSLO3X/EeHS0fwSb6hyd5AOCiHwJ99IwiCdAfDsHH5ZzRCK8wRBEEQBBkwjTCIipHG3eKgbKF2yr4o0PF0Mbptg5tujyAjSO82anY1H/nzwugZ/b/ZgyBIv0RKIyqLjEXAJ/gitOhnYKJlUY52ly7QYfSLRqT5BQC4KGkUkEAeC5OGfRPomEaa2+eKEfHFaNsPBBkhS1JmOlqtHV8GSZTdvrksz5jPtlr1D1s99mCdvXNqqCzoQFlH7TKFUEotSp5x5KeiLTN5BNn2R3PuhxO/hWgkCsvClGneEXwaPTraWDR9ckz2wcFcmxGa6F1XurNqQmQ6kDhBdDrNWJBERQEA1HY2XTYjbkLz96c2JWml6nYRT0gphDJphb5OmaqNt5zb12U5i58QELzQGyct/+d7+799Y3X7lj+9uuzhyzNDkzbmhKfQZpf1t52Vh26bnzLts0lRGdbzggkMLCUotnVL5YGMMFlQh9XtmCPkCw63WjuSz224tmRHLgH4/UDRuQDwAwzgw0p6aKLn82teefDPa14qWl289RNmgJXc3IzL76XfaJbmjuqP/KvcUnY8Thb/S6oqrQYAuFRl2r9MXmMQAHAERlh/rl39bpIi6fN1Db9ewbBMLsuxXoZjIqOlMZsZjgaGY6aavWaek3aGrqv/9TkX45ohJsVtRnfnZAAAMSluVvKVhQzHhKqFmlf7G1+wKHhvijTliV2tO55OV2V8FSIObRrqc+aABZpmNQJMoPD6PA4pT9rW91UIgiDIWIAS5sgFx0k7hD7GG6ESaGoDHQuCIMhYJiLFfBLn7weAUZEwxwAHi9ctD3QcCNIfFq9tRqBjQJDxyEk5ciZrJ5UTGCZhUcJ8QDRC1ZD2Rh0paoHakKBI+LjCWDGfwZjdGeqMx/q+avwhSNJOsT4ZBhhF4jxP31cgCDJUt01e2dnb+XunX2PwUN4//ffE+vUz4yb+Nz8qqzRcrr1IJZLfUN3Z8BUAnE6shSo0Dq+PEgPAoBPm1YbGIIqhufTQBBP0kXh9Y/fn18xNyP9xUlRmt2XgB5ss77I8Yz4L8Hvy/Mzj85Om/iwg+Yf4JO+ecLl20yNzbjm8r+64Wu8wqbtLmN8xZWUJAJQAAHDAnbhn2tXPXT/hknXwx/NbkjrzwPfHN/NL2qtTMsOSqg40nMRnxOaN3B5g3TjQcBIXkHyHjCfOkQnErQan+Rmn0/1FsFT9wbltWY67/dOC1fMnhKc7VXVBwTPi8/QDHS9coT0RJFa2dTiM4QO5DsdB0Puu8wPnY73KDrfuqg637qome+PL1daqdzLV2X+Lk8e5I6SRrQAAIlLSTnN0Xouz5QjLMrFtrtY7We73QDrcuhXn9mmEzoXnHgsTh51cFnPpZQONr9PTyZaYi9sMlOFFF+WyXhx76TsDf5ZnCxWHMwDQ8ccfpB9Ylo3Acbw10HEgCIL0BSXMkQuOhJR6JKQUJcsRBEGGqNJS9o2Tss8MdBxdZKS66oOab86bxY8go5HFa8sq0BXL8kOz7IGOBUHGk5nhM94xeHSX0hyVRgBZ3ekxmdy0lycg+HwP7fZ5GR/Jx3mciCdiSJwEF+XmGJbGAMNwDIBlORbDMZxlOIbAAIcQiZbgE0RWoJ/XSPAxVLflcUcbMU+8OUWVYt3ZtPOvCcqEagBoDnRMIwxz005cREp6TdwBAPgYL49PCPy/YS2CID36y5yba2xe50NN5ra8ZWmzX08MinnHaLPGXZWz9AMcw+Cd/d/8KVQWdDxCHlLj5FzUzuoj4XvrCpLEfFHD4/NubxzIWC1WnS1MFnx5s7n9tyhVWK+rrWUCMaeVagJS/3RG3IS2GXETnu16XK6vCzveUpo/O35SXW/X/Wnm9d1WD9FI5W0byner6kzN2PKM+QFNlgMA/JGwdwPA9sMNhcmV+rpjkcow7q8L7jrv52n3Oo9QDH1FsFTlDZaqBjWz76kFd51ssxle+/7UprcHch2OYaLBjNdfPtZHNtjr/2L1WS6qtlb9m4fxPHK+bPdEbX6jl/beKCKF5hh57H9PGk5s1Lnan66xVZ+XGD8XiZFUuCTi1yCh9t7Blng+2wAA/MJJREFUxJSkTGYKjSfNQAGYvKa7CvRHt+RrJ1cNpi9k8FCyHEGQsQIlzBEEQRAEGRQCIw5ywC0NdBxdGqx6XqBjQJD+6nAZNVWW+kvzQ7O+DXQsCDKeSHgyV7O91VxsLCkuMZVlUCyVNJT+0pSp+unhk+wcxsn8FeNo5WG9Y2JbEylP6nHRLn6ttZYvFUjvjJHHPNv3VeOHh3ETGNa/7VhRshxBAuPvi+/bAgBbuh4fZ0qi7kq98vuHfn112daqA59QLM2oxcrWzJBEXWpIvOmDQz+sjFBoi8Ll2vk3TLzUDNC/dcDzEqf44Pey3n26e9rV/Wo3Eng4mc1ybJ9VTQ40nCRmxOaxcM7q+UUpMyrdtDdsecZ8tqitUpQdnuIetmAHiEeSrvtmXHdHvbGFf+65/x5fN8Xt8/yZ5TiZxeOweOnBv0TPTZj8xfbqQ891Os3qAVzm9z3Mu2P2mtPMXvN/AABEhKiZYqhFU8OmV3adzwuesKfd0V4dLY7Z2uhq2GDxmqcZvcbZZ/ahEQY1x0hjv5WQkjW5wXlHhxJPpDT6dQflnGvxmXObbU1PhgnDHouURxmH0icydCzHCHGM8ALaQwlB+oTB6NzvezxCCXMEQRAEQQZlSsiMN4uMJ0ranK3vOmh7YqDjCZMqR82NEgTpD73LuAAAUMIcQfzsUMfhqmpL9SX+6KvcUqGdGj6pCgMY9wlzGU86rCvP/MXqtcbV2+rpdGl6sZNyXg8Af4cL6GarkBAxDspOABHoSBAE6a+JUZkHAQBKO2qXGZxmCQCAxW2X1xmb09aV7QIAgGaLLvvVnR9XfH9qk0PEE3yqEiny/zTjupuyw1P6u083BmPktRDHMDI9JKGmr3ZGp4V3qOGUYFps7nn/Bssz5rcDAIymZDkAwMTIjBYAgDhN5HlVW+RCaVaJrkadpo1v9dK+pkZTy8Ks8KTvBjPOyuxF9n/u+qSq02me2p/2WWGJdh/nHfGtV9yMO6rF1fwCAFwDZ/x+hknD2llgczOCM+kqS9W8ElPxqlBRSAjDsY3AQUiwOPiRVFWaX0qeTw2Z1ubyOR9osDe83upuubXQKIy3U7aVaZoMlDQfQSzHSnAMd3Y9xjECbSeDIMio079pyQiCIAiCIN2IlydzE4On5EZKYp4TEsI+S4MOJ4VAivYvR8aUU4by2X23QhBkoNJVae+KSJGz75b9w3LsmFh5PVQaoTJRwVeM+pKZPtY33eg2vpUSkvIUn+C/Feh4AoCT8mQXxO8kgowHPxVumQgA8OrOj5dZ3Na83trqHcagI01FsbtrC178pWT78ic3vfVKf8a4c/Wzz+b/31WVL2//cII/Yu6yrnQnvq5056DuHe+pLehxkVaMMqxpVfbiXetKd+L7qo9pAbpfOrc8Y56nu2T5WNXptERhGBYeoQihk4NiPG12w+Gh9JcTnvqshC/qV9Jx1cS57RRLBSQPYKccl5k8RvE5h7kIaQQNAJCsTN51RfzK+6eHzVw1K3z2I7MiZt/gr2R5l/lRC/fJBbIOAIA6R82cCmvFA/7sH+nbmclyBEGQ0QolzBEEQRAEGTQpT7o1WKR1Tg2Z8XyKMn2qSqDePdIxCHGRCRhp7bdl20NGemwEGQoX5Q6tMtcPpIwigiD9MCV0Sn2kJOJrf/XX6tBdGMlJDIjZETN8QkJoCXQovTF6jJLdrbsfLDOX3T0jbMZ7MEZWVCIIcmES80UX/d/er25dU7T1pQZz2/SBXGv1OKbVGZvDC9sqyX/u+rQrqXxWcnlb1cGUY80ltzaYW5O2Vx96+aovH35uxed//seBhpNEYVvlkCqLxqojBlTLotms43eNGSLVqM+NFQCgtrNJGixV26OUYd5wuRZwkhDXdDaNyVqznxf8ot5aeWBaf9v/9/h6RaW+jpehTSh0etyld027qn4o43905fM749WRJ/rTVqMQC4Yy1kDwcB6j5KuOy/mKGpVAXaoRqDe7aU/Af8Z8QvAbjuHcHzFOMLo7NeXmktv2te9a3+ZsUQQ6PgRBECTwUEl2BEEQBEGGxOw2JahE6tokRWqtkBDdUGg8cdLDuINHavxKo8G2ueFAwkiNhyD+YvbapLuajyxLVsX9N9CxIMh4kx+S/4SDck5rd7XnDLWvY7rjyTHy5e0csGGDuR4DzIIBbmeBiRpqLMNNIZDGXRK7pH1jw1bazbiDAh1PT1hgocZa86DVZ7VcGnfpxw22BiJWHssEOi4EQZBz1ZtatuMYNjtUFvxTVljyVzq7Maaso+ZemmUEXvq8qt1nqe5szLvq64cLtFK1g+Pg0OaKfZiIJ1SpRLJf+CRfECLVuJw+9+QWa0csAECJrvoiALgIAKDh55ZbwxXa3xRCWXOcOoK9LGPBK58X/PJno8vi8zEUhwFwbsorD5aqGv573T+/KdPVqNJDE00AALuqDud2Ws3veznnhxnhGZsPNpy0aqUaSWJQtKm3eKNUob4oVWjXQ3dhS+WknMiUgjPbJARFOw42nCwFACBxIlEoErSVddRAYlD0IP51AytUGpSuEiuO97f9ouRpdqvH8a8QefDGpOAY21DHf27Le4mdTku/tkbzeFjPSG2BKyJEp25MuXnSOYcDnjBfHrviPxsb1ndwHJeUJ8vrAIA/yXjyV4wew9xC44mT7c7Wv03UThlUiXwEQRBkfEAJcwRBEARBhkQlUtd1/T1KGtNq8nbe1GCv/4lifZLhHpvEeFS9tW3EkvMI4m+TQ7MfAgCUMEcQP8vUZNpOGE5+1e5qf3OofVkoq5BhWSuOQ/8S5hzQVeb6ZpvPBhwAmD1mWYQs3JWhSR5qKCNCyBOE5YdMLNrbtn/UJswBAJocTRGAwa0A8PGFkiz3MT4Zn+DbB3+9N4JPCEZ92X0EGU/un3HdkT21BcWTorKAT/DYSVEZntWFW779vGDN3wqaSy7r7VqO46DR3BbeaG4DADjzTeTSvsZttemDW236GwEAcAwHmmWyfy7eurzrfLBEpYtWhbdNjspe99yW966YH5dfd8RTSE6JzdHHBUWVYTj2GcuowqwO+0qekPdRX8ny4vZqvkosF0UqQqyV+nqe0W11zYjNK+iuLUXT4p9ObP13Xkza4xaXndKIldy60p3E8oz5AXstf+a3d2558aI/fzGQa2RCse9ES9mSY80lmnunX/MZ9FHx5KkFdz0DAHCksSjSTXuHvH+2TCi2BEmUte12g7avttvKCvhTMkZmUoKX8SZVW6oWJimTt59xeDRUg+Ey1JnraIr6mWHZn0mC/FekKJoicfKOItPJXXp3x/MexvOTkBBSgQ4UQRDkfzDAsYDPObpgoIQ5giAIgiBDddaX3xzNxN8sXstqg6fjluEfmMXjlRHtFeb6fs2sR5DR5j9F31k+XPhioMNAkHEpSBjUhgEGnB/u0dp8dq9SKOtXWxwjOva3H4w781ikNKLTR1NFGIbjHMeyHAAHwIGQFIZxwPZ5o3ukRcnC0iWkxOKkncpAx9ITOV/uyQ/O/yDQcYwoDLxDuhzDOv0VCoIg/TcnId915uOi9srEovaqPpPe/sJyLDh87uj7p197SZ2xJRnDgMoJTy3Mj8r0yAXSolPtFSKVTMHHAfcCAMSqI3yx6ohPAAC+OPzr4lumrugxkX2g4SQxIzaPkQpEWKO51Y4BhKRo4zpSeolnTmK+GQDu/blo203AQc3KnEUHAIDbX3c8d2b8xFP+fO79sbPmCBGjDG0byDXHW0pzNpfue0EhlhYGSVX7YQAJ4Skx2S0DDrIbj8y5tUMmkB4u3/LONJrtfa6BSiIb0vvHQHhZr7zCUj73nIT5qIDjmCpRk3zWRJVQcbjP5DHeaaUs31VZyn8TkaL/JClSV9fZqnEFXwUaYRAbqHjHK47j4jAMG9KWBAiCIMMBJcwRBEEQBPE7pUC1eSQS5g4PVrOpfn9v92MQZFQLEWvwQMeAIOPVstilqyvMFa93ejojh9rXuvpNObem3dDIABXTV1sMMD4f54OP/V+p3cMdR1MPdxw9r+2ViStOygSSUZcwxzCMjJBE1FdZq/ICHUtPZDzZwTBJ2G+BjmMk8XF+7/Wb+8DD+SOWMEEQpGdLUmZu0TuMd1jdjgSdvVPkpjwZbtqb0W4zDPn9qidHGguj/3nJo9ueW/Knjeee+3/27jtOrqrsA/hz69zpfbb37Kb33iCBIE16U5CioKiIiiJ2RbG8drEr0kHpvfcU0nvZJNt7m95vv+8fsLgkm2yb2Tu7eb5++Lhz59xzfhPCzsx97jlnbtG0E/5uuGHZxW8Mdrwp2G4RZDHfyppaa7sbfDMKpnRXuIoBAHqHGUm7bM5ZDz6x99UFO9sPcYtKZvLN4c7yVZDdgvlzB9+e6TY6kqurFrb0HztjylKl2J73/rFt+3MNPPbK4Q1rZFX5/L72Q/y9u545+1trPvfC55Zc9mI2Mx/r68//ct7ujtpvpSR+gcfskBYVz9yekvgl+7vrTniOy2ZOjmQMlmRFWZMZVVMJEkhYVXBaOCWnlJ3+7cNafUbT4LymWNOGSlvloH9/9KKq6iIAePXY4zNcs2vjYvzClJy4WuSlW1pDzas9Jt89qqb+X3es622CIN/Ot+bv0yHypHSyYrmqqYUkQY7oBhaEEMoULJgjhBBCKOPmuhc8GeT9t4aE4KpsjmNiaMFMm9SknMKiI5qQLpnyiSK9MyA0iSlOg+O1AB+4aawdyaoMh0JH5GmuqiHbdid7+0RVHNZ2IQaKpcaaLVtmuqe66qInvviuNwNlqEtIiZCmaWxICC2Z6py6Se9MCCE0HKsqFoRWVSy4f+CxzS17zb99774fHe5r/EogGTEBACwqnnlE1TRLU7CdsXLmbn8iPJOXBWY0Y/qTIdcDO577/RRP6V9fPbJRNrNG29G+5oooH59S7Sl76Kurrx1RgUrTtJTX5Gr3WJ0SAHSPJhMAwJXzzt3d//O1Cy98brT9HOsnb/z1c7KqtO9sP/hZgiBci0pmfeOnZ99aWx9orSQ8RBIAWga2r/GWH1dQDqejzncbtktrpyz5aHUOQRb9DEklnj387rWljoImO2d5KlOZh+P7r/5x+quHN74eSkd9AABRPg4/XPelhvu2P3PS80ggR/R9WdVUqtRSto8kyGlzXPNiAFqDz5jHpuSUuzZ8cMi1gVsTzfMpkrxXVZULpziq94xk7Gwqt1V+rFh+NFx7AS/y17nNnquKLaWtVtb6SzDBL6NihLSxdjUpJa6gSbruUGT/V2Jy+Ms1zumn1I16esBiOUJIT1gwRwh9JCUnC020GT+YIIQyQXMZ3PdExPBKVVOzttmORvJzPjXtzNp7D744I1tjIJRNzdH2nvk+/Os7niRFrGEoNnergCijFuct3tAab7tp4Gzv0dreu7NqqnPKEYLQpg08TgABoBGyRqg0AEBvqs84nP5IIMFIG0sUkMecLRtMDFfmYB3dETEyvL3bx1lvuvc6SZVebku0fV5Uxd/onQchhMZiRfm85DM3/Onbh3oafvHnTY+e3pcITjt76qrHzp66Mnqgu27qBTPXbv/zpkeX7+06PKsh0LamLdx9aUJMccPtPy0J8NrRjbfs7z5yfVxI0f3napoGxfa875hZ06obl152cLj9PX3gTe2OtTfm5KoVX3vuFzduad33fVEWXRpA/Pzpp31uZfn8NgCAb6353LBmg9/15t9v2dlx8LTvnfGFbwEACQAqAMCC4hltD+54Lm1mjT2fmnfeVTctvbwve6/k43797r3Epubd/+gvlgMAlDmK+Cf2vZY41Ntw0nMtRlb78CWcVIGpgE/LaZ5XeIeJNu8vtZT+PiWlWlia6RUkITDFNuVfRorjDoYPrFA1zQkAIJ3gM1ZTrLFY07Q7Odp4abGlWLf96U/Gzrrakkq7MSQEa9qTrbOX561+8oPjDhUAwMxYUgBQ4jK4/9aaaH6UpQ1fS8nJR2c4Zx+3BH9vqrs0z1TQNs4vYdJQNZUkCRKXv0foGAR8+H0TjQssmCOEAAAgIoRmUgQ1oiWaEELoZOZ5Fj2kaIqvNdH862wWzW0GlqFJGmQ1NwsOCJ3MHv/hI5dWn613jFNNAQBgwfwUMcs965ENXRu/2pHoWDTWvmRVhoZws3GqqzIKAFFelmJ+PgBt0Q6nqIlEkaXADwCQktPDWq4UAEAFNQoAzrFmywaCIKDcVta9N5CbBXNe5k2apjkZktm70LcQZ5cjhCaFmflTov+4/McvAMAL/cfKXUXbAQBuXXXNFgDYAgD33PHSb2cf6K77ycGe+ot5WRz2d62umN9y7DECCLHI7uMBAO7Z+qR9d+fhtZfP+cQrZ1YvO+HdZnesvVEDAHJ94w7uYE/9NEVVol9dfW3jgCYkfLCv97D39gYAqPO3mPtne9+3/WlPTzxY9L0zvzDoUtg98YDFnwynZ+dXDyzGkuumLJeunHdu9cry+drT+98sumzOWe0AAP/d88rCT88/bxcAwNP73yy5bM5ZHSfKV+UuebE51GHrS4YjMKDS3JcIahaDueubp3/2hxfPOnPnSF7bWEXSsctrextP63/M0SzMK5za+ti+V+eYWSOfkniu0Obr5iXBEkxFrAPPZWiaBBj65sHuVDc31zWvJS7F17s41+5qR83DxzS5vMxWDoXm4hoDbSjdF9hzQ1ey67yknBj0s0xbovX8uBQ7WGop+8nKgtWPjeZ1Z1NCjq0uMZf9qyvZcTVFUKdt79uy0E7bCqa6Zl4/oJlW7Zj2JUkVA0fCh/5sYSw3tMaaflhmq9wysK88U0FG9qY/VamquoCkyN0wnDs7EEIoSwhNG9HnFoQQQgihEdnW+/6v25Ot38rmGPt7u9s2d+0vzeYYCGXDzbM/fcMVNec8qHcOhCaz55qev3l77/Z/ZKq/TN6kdXbpun1F1ry5GekswyiCDgmyWP9E/TNL1Ry8djnFPmX78vzlK6vsVXjHHELolPXAjmdXb2zadTpD0ctDqagjnI5VC7JI243W6KGehrK4kPyomO42OYIsRSe744GPfW+aU1DzFk3SC+JCsj4pphxdMf/UclfR3ivmnH3RHWtvbPvzpkcdLx9+77t5Fs+RW1Ze/eKS0tkBAIA/bHjw5hifnP/vbU/eXGDzHfnyik+dsbP90DmlzoJt4XR0Xbmz+Lmbl1/50YzbfV1H6Rdr3z3LSBtc5a7iFy6bc1a8/7mHdj7vvW7RRQH4YDKdCgDw1/f/c1VvInhRe6Tn8JqqxX6WYqobg+3JWfnV/97XeeSbkipf8EbdZlHVVHZOwdSf3nfVzx7a1bfzjoW+Rf83yB8VBQAKAMDv1z+4uiHQOs9rcc1jKebe76+7efPB7rrpuzpqVy4rm/vgVF+FBADwZt3m+Xs6D+/98OYAeKNuszGciv2uJ+5/9Wurrx3XfcsBAJb/+dObGwJtywEAWIqBc6et3lFiy3fk2z1/3dq6v87EctxfL/3hc599/Ptnvduw7emkmP7o5oifXXZ9rUikTrisFQkksBQbtzDWwwbK0FZuLX99gXfRv4eT62DowO83d2+6TVBPvOCAy+Dack3NdStO1k99tI6stteoAEAkpQRpZixZn5XelehYYWGtO9JyanYoGn40KoVtNEEnCqyFfy1ylPzp2PZ1oaOXdKXbfpgQE7YSW9mlc90L9ncnO2mOMtKyKhd6Tb5mGOFNIgghdDJlM0u1bz9+u94xsuKW2V/bpWnamG9szyScYY4QQgihrKq0Vf8lwPu/mFZS1qFbj87C/MpUc7Qr1p0M2LI1BkKZVmIpkE4rWhQfuiVCaCzmeuY+VRep+3VEiGTkPSKTK5p0JrtdRda8jPU3UhRB15EEuYMEsp4i6ThoWjdNMh1G2txqZeztAAAe44an+9J9l+gW8gQMlGGThbHQADm6pj1CCI2DGxZfsvGGxZds7H/cFu4uD6YiC+cXTX/mcG9T9WtHNi4/2FO/dkZeVdJjcf7KbrAueqPu/bNaw10XbG8/UAQAUO4qPqyo8r/VqHpaZ7T3RgCAvnhw9pG+5s8CwE/fbdz2xq6O2sVOo00+f9rqmw73NS1/Zv8bxnJXEXXhjDNqj/Q13XXU33ztP7c8sac92uM7b9pp3aFUdNNNSy4/8HrtphUFVu+hw8GmcxsCbVffvfHhuQAAhTZf4NUjG5oIIB6458qf/sNqMC/6z+6XSJfZcYSXhKlbW/fNawl1nbusdHZzLxUofmLvaxdP81VuP3/6adufPvDmi2XOgke3Ne7fVOLIP1TqKDhY4SreBgDqQt+i32zs2rDaZ/T5G2ON8wRF8KTkZEVKSl1mY20d8z0Lb/jG6ddvBICNA/8cZxXUHJ5VUHN44LGzalbsOavmfzVeQRYZj9nx9avmnTP2fV5GaGPTLluVu+SNYnv+/SRB2DVNi1oN5rDb7Jh+WuWiv928/Cqpv+39V/38jVueueuyVw5veCIhpuwAACQBzMn6tzLWxqmO6Y1W0mZQQC4mCXLYq8sYKMPtBpq7VhCFE66wo2hq/sn62Na7lXCwDqIt1sKYWStLaETRbv97Z0yx1zxSYC5MDDfLSBVaijcDANhY+24hLXyPpqmlSSJxVpfQcQ0RIWsLHUVvDWxf45r6rFfwvt6V6HjLyJi+CwCfLjAXyS3xpqm96Z5HYnL0gipb9UlnmnclO2cVmouGvf3BqUjVVAY0cJMk2aN3FoTQqQUL5pMLoajKFIqk6vUOgiamiBCiHAZXTu4rhBCauDiK8/uMed9pTTT/NVtjSFp62ifKF+9/9PCbc3BpdjRRrCtdUZdn9jyjdw6EJjsba40TQPAAkHM3VRlpTtf9XymC2lxqqfrsydpU2atuY0imlSZpR0+q53JBEY5bzlcPKTk1lyKoQgBo0jsLQgjlilJnQUups6AFAGB6XmXd9LzKOgAYuJpR+8Wzz3ymNdT1q5cOv/fFN+o254uyWOG1uO594FO/fPzzT/7o8IHuumuumHPOk99cc8Mf3m/eDU3BDhcAQL7V8/prde+f/8qRjVcoqgKbW/cCAOz8wbov/vO9hu1P7Og4+OmeRIDY3LLHvbB4ZkU4HVuiEuoFwXA4efeGh+fVB1s/2nu7K9bnef7QOx6CIJYEH4h8qiHYtrA75jfPKahpNTLcf0iCWOkyOd4L8bG311Yt7eiO+2fwsrj1jOplfe3Rnj3XL7q47o61N/V3Rz7R8NgvHzhy3wpFVaaFhbCHJEhQtP9d3rKz9maHwfmNGmfNyTf7PokLZqyJjfbcsVpduTC2unLhncNt/9dLf/jGl57+ye1P7X/jHgAAmqacJ7u9LCpFq7b7t1bNcMx62srYmvK4vHuHO1a1vUY9Ej78+5gY/cWJ2vBK2vl626vXn1167qAray3NW6YBgNIeb6fcnDvpT/kTPmNBYUpOVwHAwc5EB11kKc7qZ6ZepbvUZ8zb72Er7mqPtW9sD7X92m52rDQz5vTAdk6DKxUTo9czJPvRHY/l1spD9dEjpKSKd1TZqr96snGwWD40VVUrKJLq1DsHQrmCJHAP8/GCBfPJRcNiORqL/mJ5a7zxx3bWGXYYXH8K8v4Fbs67W+9sCKGJy8ra0g6Dc1dXqiMtqZIxW+MYWXXOpdWn7Xvi6Ds5ubQtQsfqSPS8qncGhCa7hJTI29K99e6UnMq5YjkAgMfg0u3iOwAAQ7JD/h46u/TsVgC4DQDgvtr7enrTvd8UFOGkM9XGQ0+y57TD4cOLVxtXY8EcIYSGTwMAKHMVttyy8urv3LLyavj+q39cHUxFWQCApaVzdnx28SXEm4e2y3s7jhRF+cRL03wVjtn51cHvnHFT/U/f/MdyRf1fIfq5g28vbAy2/zQlpg8tLpn9nyp3yZyvr76+hyBgg9Nkf0bVtI1JIXXlqsoFSZvR0qaoSpWkyJIG2uzDfU1TCm2+lIU11ZU6Cqx5FnfL4pJZD1IkJSwtnfObT85YEx6Q+6NC9/WLLq4b+ILeaHv9grZ42x3agJWw+4vlDoNzfaGp8K9THNWvTHVMTWbjDzRXnTtt9X37u45+NpiKrhBVcdA9xo/VkWpfuKZg7e1JOdE7krEWe5f+WQPtltZ4S9FgzwuK4OhN9/4QAB6CkyxZXmItEQEAvCZvF6+kazXQOgFASSkpLSJEDA6DI2tF88W+5X9qiTWeHeIDqznGcDNrYS5LinGPmTG3H9u2zFpRH0qHYr2Jbm+epcAPAEARlOIx+NzZyncqoSm6buhWCCGUeVgwn9wIOAX3TVFVdaaiKaUMxeBF6FEy0uZ3GJLpBQAgCfKkyyYhhNBwVNunbfOn+zZ0pTrOzuY4HhNXM8NVGawNNeEXVZTTrKw5VWD2PqB3DoQmu/pI/d3be7dfJWu5ufqI3WAj9Rqbo4x/KjCVPDGSc5bmL/0RQzJ/WN+5/qXeVO9cWZPZbOUbSlpJM3nGvFsB4HG9MiCE0GTw83O//tHy5DctvXwbAGxbUT4fAADmwbRlswtqHCkxPTvf6tmjqMpT5c6iiInldloMpvZ11SvuybO4+q5e8MnGwfqucpdsBoDNa6uXAgAQm1v2sCvK5wsvHHqX2dlx8PTPL718Y1ukRw4mw9qFM89QR5L7/ZY91L+3PfXDT8yef6mRMvWllKQPAIAAAvJN+Q9zFLfRY/S+vKZobdco/2gmtAtnnqHu7677TGuk801RFaqGau8z5jU7WMf7ZbbyNvhwH/nhyjfnJ+Re6a0Ka8VlXakui6AcX9cWVbG8Oda0Ki7FWUHhz8g3FaglltIfnqjPEmvpY/0/V9tr1JZ4c6HD4GgO8aHP7w/unUsS5M7TCtc8MJKcQ9DKbVWvDXi8o/+HsBCypeXUN2iZpn32/B8AAMFQtJAQY/fXhQ//X41z+jYjZWw6HDlwtY21vVJoLn40g7kQQgiNEyyYT2K8wi/iKG7H0C0nF5IkD5FAHtI7x0TmM+Z/9GXJaXC/omcWhNDkUeOY/npYCK1OKylTtsYwUJw/wEdOuHcaQrlinmf689fNuAQ/ryCUZbWhw00MxYAs52bBnCDGv15OAKEYafMthabSf4303JmumRIA9NU4apa80fbG7AAfuKgz0fm1pJzU5b33UOhQRY2zRo+hs0JRZTNF0qfUDEiEUM7jSxz5PQDQAwDw1PV/XNMe6TaXOApG9LtqZ/shblHJTH5F+XwBAODCmWulC2eufQsAoMQx7O2y4YVD75BGmzwzISRv+/NbL1Qd6K47bX55eS1l1Dg359lgok1vFZkL168uPH3DSPJNVj9Y98XmA7216w7H9//UaXC+GRbCiwGAdzAOG0tyU5oSDYWyJuXnGwt+NsM580leSccBQH2q/iXi8upPjmgS1qWVV9xQGzpkb443XzzY82k5Rb3d8ea7gipSqqbAOSXnfaf/uY5EB1UbPvjteZ75vyaAcNEEXeDkXPv6n+9L99JOg0sCAEhI8QfLbRXfaYw23tKZ6NhcZCmuAwCIi3GrlbXGR/HHNCSnwRUTJOEVhVRLBUUg2xKtq1iSOWihrU9rsrYGALYZKO6nHMUt9vN9i7FgjhBC448giEoA+D4A2DVNu/zDY2YA+BsAiADwnqZpJ/39jAXzSWxgsVxUhdksaTigZx40sYSEwHdcBs//DTyWkpIGE2PWdZ9FhNDE5eG8fyi3Vp53OHJwXbbGUFQyvrxwRsBAmhyHg83FB4L1J5z5VmYpSOebvcK23v2ObOVBaDAVtuKDl1af/S29cyB0Kliev/yPKTn19eZYc9a2BBkLE8M5tZFN4hozgiBDLGkoHWs/nyj9xAEAOLC+c/0/2xPt3+xOdt+UltNudRxfj6zJNACQMMKZcGOVSMc/rxHa6QzDfp6juPTQZwxNViWOJhksliOEct5QxfK367eyf9/831v9yfBcWVWsHG0IMBRdeuvKa647f8bpI1rqe6D3W/ZQT+x7/efnzF74ybSSpg50100DAEiLQqLGW/StSyovHfGNYKeC2XkzWmbnzbjuw4cPD3iKKQwWLBUk+cbZ+TN/n4mxCIL4Vpm1fGVrvMU72PNpJU0BADhY54FqR82v+48LCu8J8IHPHwodrBYEobvaVfOkk3N9dJ7PmKcE0oEwAIAGmlJurfippEo/K7IUqwAA3akuUlM12cpaM/EyBpVvKdgOANubYg1rDoX2vuoz5t0la0rCRJn2lkEFLPAu2e9P9/0oLsa+fTh88LTpzll400YGCIowy0AZcN93dOoi9LnJOlcQBHEfAHwSAPo0TZs14Pg5AHA3AFAA8G9N0/5P07QmALiRIIinBnRxKQA8pWnaiwRBPA4AWDBHAFgsRyPlMnh+dewxLJYjhMaKo7jnCCDWaVnaMUTU4jMLrGYAAFhjnaZNc5U1PFn/1pRj2xWZvamb5l4Qfq9tnyUrQQCAIWmQ1Nyc0Yj04zW6kssK5n1ptqemU+8sCJ0KKu0Vfa+1SYcAYJHeWQaTlNJhE2MoG88xVU3xRsTg9wggnnFzvl1j7e/0otP9APCdI+Ejv6sN1V4Y4kPrBFUorrJVPbMvsO/baSWdl4HYgzocOuzb0rPl6uX5yx/J1hiDoRn6YVmT7uUo7mOF+rScYo20SRxVnyTDy4rkoymmLzMpEUJIH+81bp+7re3Ar3hZoAYe/9vm/z60o/3gH+48+5bXYRRbSP7qnXvu3dK67/p3G7aDkWY1AACGorVoXP72JZWXvpeZ9JNbd7LbUGAuEAAAjoQaXNPcUzcBwCYAIOpCTYyDsxEhPqIszptnBoDoSPu3MrbmhZ5FF8mq/IvOZMeaE7WLidHZTzc9uYEhmZddBhdwFPf6Et/SNV3Jrhv6pLavOHnnVK/ou9rG2vqvQ2oeoycJAOAwOD0A0Fttr/noPbjAVKgCQEZuYBsKTdABkqCgK9X58w8fJ6Re6Y5pjpn3eI2+B8NCKF9Q+G8CABbMMwCL5Qid8h4AgL8AwEP9BwiCoADgrwBwFgB0AMAOgiBe0DStdpDziwGgvzaqDDUYFswRQifysS8vPanORTRJ/8JMW75lpM37TnQSQgidTJW95m/dqa5P9aS7VmV7LEkViRK7Q6OBBHnAxLNqZ2nogqolwZ5UV3FYiEUBwD7WsQwUCyXWgsM21rI3z+QJxsVkTZEl78mn6l+7R9GG/DyGThEcZdA+UbbqG5+dedkmvbMgdCphSaYWcrRgvqFjc/l5FetiKii28R5b0eThr4E7DNOc0/zTnNPuBYB7G6ONTkER0gkp0XA4fPh5RVOITI7VTwUVomJ0AQCMa8Gco408r0ChqAh+ljJI/ccJIHy8zIsczY2q6I3FcoTQZHDXOV/dQQBxUWu4a4nH7LC9fHjDLcFUhNnefuATe7oOn9Ud77vin5f/5OmR9Nkc7GCbQ50XAACIigiiIhI0ScEFM9Z+/hfnff29rLyQSaY52kZX2Es/mggzzTWltyHSYrPQpmRK4b0KqCFeEswRIRqZ5poy4mI5AECxpVgBgC0FicK7TlYwV0GFrmTnKoZklsqK9DeP0cst8i1pnWKv/okr6DpCERQ7oFj+MXbWPupVCjKh1Fp+sCfd9aOwEFqjgUbwcvo0f7r3rhK2THQaXPfWOKb9qi3eXAYA0JvquTbPlP/wUH2ORigVrHSZ3M0wiptPEEJootA0bQNBEOXHHF4CAA0fzigHgiAeA4CLAGCwgnkHfFA03wsfrEx2UlgwRzlNVdVSkiTb9M4xFikhucBkMO/WO8dYOVjXUV5J34/FcoTQGGlG2vg+AGS9YA4AoGhi2SU1px/gZVEBALCyJtJrMTtTSryaI42h3X2H88c6xkx39fOXV5/zg9VFiw7BgC+rjx55YREWy9FAVY7SVz8787J79M6B0Kmm3Fb+SnOs5bpsrW4yFl2pLsf2nj19i/LnjGvBnABSNdPWLdnqv8peFQYAmOGa8eK/Dv3rb13JrluyMQ5JkOBgHfMao42mKntVKhtjnAhHGbuOO0YbO0RFMI9nDoQQykU/PefWlwHgZQCAfJt3/QM7nvtTXyJYIikysbll7+//75179nznjM83Dbe/h3Y9/1lVUz/6cmViuNTqykXf/Ofld96bhfiTUoW99KPlz7Z07loww119YIqjPN4R755KAtGcZ/RoISEcXVawUAUAaIg0O6c4KsKjGctj9LxXaC56JipEzlU0hVU0hZJU6bh2kioxHG1Mnla4Zmv/MQNteDIlpd57t/PtVWuLzvwSjPO2K8OxxLfiNwDwGwCAhujReQkpXuy0uF7tf77UWtEKAJBnyh/zDX0xMUrbWLsCxxTGVULtiwmxCpvBNuz/jhBCKMd4CILYOeDxvzRNG872KkUA0D7gcQcALCUIwg0APweA+QRBfFfTtF8CwDMA8BeCIM4HgBeH6hgL5iinTfRiOQDAZCiWAwBwtDHO0cb/6p0DITTx2VjHfznK+AVeSTuzPZagCqzbzM4G+N9W5oLy4UptBBiPnX0+UisKF7x4QcXaKxfnzzlu+dViS/4+N+cIBvmIe9QDoEmj0l5Sf2bJ8q8DzgBAaNytK1n3RHOs+ebmWMtavbMMpjHa6F2cP0/QQDWM15gUQbWbGWtoPMayMJZtAJCVgrmqqfBa22trzyw+c4OVtd7lM/peAJ1/z5IEVQn/W/ZvRHgxPYdl2HqSoMZlWVmEEBoP31rzuec6I72Fm1p23xVNxw0es2N3gc077PegB3c894OGQFt5WhKM+VZPo8/ietprdu175Opf/SebuScxojfZ99mOeNcby4sWbQACmsrtJdLW7l1Ef7EcAGC0xXIAgGp7jWqiTZ+LCtHTg3zArWjKkrAQ9s1wzVzwfvdGq6AINlmTGQCApljj9x6pe+h6C22+p9Ravq/MWtbYley6gyXZBfBhsbwn0W3MtxTk5HvjFPvUvfDBzEXoTnYa25NtV5ZbK9/m5TTpMDg1G2tvP2kHQ4iJUVVQeJIlDUWyJne4OY8KAOAxehMAkBhrfoQQ0lFA07TRrAQ32OplmqZpQQD44jEHkwDw2eF2jAVzlPMkRVrCUMx2vXMghBDKjGr71H1B3v94R7Lti0O3zh5JlYwuzq718eERLxNbZS89UOOsuHtF4fzHByuWAwDs6D2wMiYmsn5TAMp9BBCwOG/2dy+sOrNe7ywInaI0r9H3eK4WzJNyilBUpYkkienjNaYGmgs+WJIu60uhMCQzqj29R2J95/qFncnOf60rXnexx+gZ9gWRbKBJelTFcgAAjjXuz2SWwaSkxFLTBzcxIITQuLlh0cX3Xbfw4v8e6qv3XLvwwuM+E//otT9X1XjL/J9ZeGHsmKcIq8EcpAiKW1wy+87L55z1yBVzz9F1Se6Jzp8OspW2sp9XuEr7rKzlowL5soKFGb3hrMhcHC0yF7/w4cP7+4+zJGuJCJHpGmhXtcVbUmmFvyEuxYoNlOG8tJyydiW7uqbbpwcJAv7dHmszl9hKkxbWqgT4gMnDecZ1NZmRElXRRgJ5QW34wGUV1qpf0wSzY6x9Gmmjzc15I32pnjyKpDsykRMhNJEQQAxaHz6ldQBAyYDHxQBw3Opfo4EFc5TzKJKaFDO0EUII/U+BqejOsBA8LyknS/XKoGgyeIyuZB8ftgynPQEEUAQJhZa8Ny6qWnf1eRWnB0/WPirE50qqPOT+OGhyKzT7utcUL733c7Muf0bvLAidyua45/y7J9VzWVu87Sy9swxG1TSFHMcLIaqmmCJCsNRhcDdneywLY8n67CdZk6E31Rdujrae6TF6SMjB5VtzBa8K9SYY1kcfhBDKmHnF03kA4BeUTP/YrOWjfc3Mro7aM5pDnTeZWO67APCxgvlfNj365UK77+wHPv2LC8cz72TWGGmRREX6Un2o+S8O1mqodJV3PFX/EnF59SfHZYWWCltlAgB2AMCOansNLarC6a+2vewJ8aF5DtYhVFiqpkbEyOMmwmgucZTuAwAiKASUMmu5CABEXeTo3KSclOZ7Fhwaj7wjUWat6LUw1qf2h/b8YXdg+wafMe/FlflrLhpLnwaKS4uKaPCZ8sdcfEcIoUliBwBUEwRRAQCdAPApALg6Ex1jwRxljKLJJEXQGb8wQRKkPHQrhBBCE0mZtaI3KoZ/WB89+qCee8qyNJ0GGN5V49meqf+8vPqcXx0IHGWHKpYDAFw25ewn9vuP/Dopp9mh2qLJqcZZsffsslUXX1S1rlXvLAid6irtFYrX730jFwvmJtokkQQ5rt/NKYI6qII6LrO0luYtffNg8GAsKSezsk87RVCql/MdbIi0zN5H7T9SZCm4pNBS+HQ2xpoMXAb3uCzFjxBCQzna18xM9VVIU30Vr1+94PzX+49vbtljqO1tPOuVwxuutRhMBavoBVnZ1uNUtaxgIfFc42taXbjxdwvz5v4TADrHq1h+LCtrlQGsp68pPOMyVVVFljTsJUlSs5JWo4k2dwGA1hntKDWyxmggHSCSUmJZSk4FklLSF0wHmt3G3Jtx7uY8j9XYp/HN8cYvy6q8rDvZ9Q1Fk/9WbCnlR9pXY6yuipf5R4206XClbYquK+iMJ1VTaawHIIQAAAiC+C8ArIEP9jvvAIAfa5p2L0EQXwGA1wGAAoD7NE3LyE1UWDA/9RCQrT3dNMIJBAxZQEAIIYQAAOa4FzwU4APXhoTAOr0ynFYyJ1AXbvMuzp/ROcdXERZkiagPde9sj/cQGsBMDbSipmh7fpElr25tydKfrCic372icP6w+p7nm96db/a+3BhtuyTLLwPlIBNtFFcVLvwyFssRyh0VtvJHj0aO/CQhJU16Zxmo2jGlgyRhGgGEpoH2wTRzjUglpORRK2uxK5rKm2jTQV5JXZmpMWmSedJl8I7Lkra1oVqPrMkZ35+dIijFaXAd4GXRVhuqmwMAAATRQwAhZHoshBBCmTfVVyENdnxF+XzhQFedfMOiSzZdOGvtXyBb1zEzqDHSMiff7GsxM6Y4jDFvR7y7sNhakJGlZQdzONhQub1n9xITY1raEmsTYmJ8y+nFy3X9My62lDwNANASa6Y5gtMkWbb0yb1pu8EORfbitv52mqa9o2iqIc+Ul1Q0xQYAOVcwBwAoMpc8V2QueQ4AiAgf9Di4wlF9Nqmy1TQF+cAaN+cZcbF9IsNiOUKon6Zpnz7B8VcA4JVMj4cF81OMqikcSVDpbPRNkRQWyxFCCI2IjbVt0LNgLmqx6TfPOzsuqEKhpMWLSApgaVHllu8X3/J5AIC79zy42Gt0zf/MtAsfmu6eMtIvqYSqqTOzEBtNAEvy5zx+9bQLtuidAyH0PwXmwpSqaYzeOY7VHm/3Lcmb3/J+13aTzWCNMCQjdiW7XY3RpvkAADRJw1VTrrzAabRuT8mJ32ZiTJpks75Xdr8KW0V8Z9/OOkERZo+1L4qgVAfrOEwQpCLKsrUu3DRv4POapvbSJJ31ZeYRQghl180rrnoNAF7TO8eT9S/Oq3ZU1s7zzhQBAPb0HVww3zdrNwBAfaT50jAfmZmQkmFeFlYrqnILAMytcVXtHe1423p2m31Gz2UA8OeMvIBBtMTbLC2xjnM10CCYDq/68pzrqaZIK1npKNO9SFluq5ABAOojdQmGZMiuRCfdnmyX3AYP6zI4aUWRvUbSOEOTVSmpJWsA4K86Rx6K5uDc/rGc318s96f6TKqmWPPMBeNywyNCKDcQAEASuIf5eMGC+SkmW8VyBCAqgoGlDDibASGERoAkyIMm2tySkpPlemVIK2nrwMcxKfrZbX3vP7rUt/K9r82/fgd8sDfOaGgaaPi+ewo6o2RZbK53+vf0zoEQ+rjGaMPClJzKuYJ5SAibHzr8mElQBQIAfMc+L6syNEYbKxcb5ztJIEMGyngXSxl2UgQ1LST47xnpeASQEkcZD2Qk/DAUWYriZbay2/kw/x9e4d39x420UUjL6ZPOPC8yFe1LSGmPieYCKiiGuJC21UdaBr0ZzWv0iKsLVz2vAbQMNxsvp5mIGFqXbyp6ddgvCCGE0CnhQOBwkaKqP2yINLM7e/duJoCYHxIip9dHml5dlDf3G93J3hvjYrL8vY7NJTPdU58tsxXXHA7V8zWuqlGPSRHU12Ni4k8ZfBnH2d13YFH/tmiyKjsNlMFUaiuK9j9fG6yjYmJcW1awMOPbbg5XtaNG6f+50FIEHYkOWVRFMDCGbifnavkgZ+28A/79l3Ms90y1vUZtjbX8tTvd3bosb/mvs5nNn+6t8Brzxv3mPEHlSymSNgAAFswRQihLsGCOskLVVIYkyEGXVpqsNNByfokohBDKNQs8S55tjjVsq48efSsmRafrnQcAQNVUKsgHftcSb1pRbq0c041QJZaC+9ri3Xermm7XGtA4s7FmuHTK2UemuSo79M6CEPq4vrS/VO8MJ/JhsXxQBsqQnuWetdtCWzdzlPHfToOnBQAgwJ/8eikJZAIIQlQ1xTXwOE3SOx3sBxebx8OhYK0xkIpYvEbftqSUKDFQBgtNMnxPMlCSZ8w73JvunQcAYKAMMQtt4UNCyEcRlGplrO09SX+Znw86AKBoqHH86QDbm+rVprlqksPNJqj8jIQUuwIAC+YIIYQ+rjPR842OeFfZ4XD9wjJr8arD4XqHnbWqToM9VmkvCxlp45Xvd22/89zyMzZv7Nz6nR29ex6wMOb9xZbCT1Mk+enFefMeGu5YjeGWMllTrnVzzv9U2Evj2XxdYT5yef/PJEEEUnL6Y9czZ7hrlNpgHZXNDCNVbClWAEAZeMxldD1cHz16TzwVv1lRlc9Mc07/SpmtXOtIdFAfts8KrzGveUfflkdJgvzLQu/ScVtRrNhSesSf7qXqo0cXVNun7h7JuWEhRDsNLt1XEEAIoVxH6h0ATU6nWrEcAMBAcaLeGRBCaCKqsE3pKjIV/0HvHAOl5OSClnjTbWPt55yK0x6d6Z6Cy3KfQoy0UTgabrpB7xwIoeMpmjIhv6MYaWNPpb0ybGUdqf5iOQAARxk3m2nr/9EEc5AA4rg7sxiSfYAhmMePPa5pWhl8sLrfuNjr37/2QPDg0/v8h85riLTOPhSsq9jnPzS9N9Vr6UkGp3gMvr15xvy9pMYE6yMtPiNpiRspS09ztKO/WD4sBBDgM3k9I8mWllMVKqgFI35RCCGEJrUNnVtnOzn7RXEx4a12VGw7Em5wsCQrVdrLfnPTrGu+CgBQYPYlZ7hqvjPbPe2lQks+EeIj1YF0aF1jpOUeURbJ/x597vq32zauOLbv5mgb3ZHo/mjFm929+79JktQ6A83eb2ZMVd3JXku2XtfDh5+a35cesCUaQfBWxqxt7d71sRrBDHdN1grOmZJvyu9ZXXD6hYt9S75AkZQfPtw7PpvF8n5uzvs9jjKeua33/d/4073jenMBAXDmSM/BYjlCCA0PzjBHCCGEkO6srP1lljQkRVUw652lX0yM3H4wtPfhWa55naPtY2n+3ODmrt2/PxxsfFLWcv6aA8oAF2d/96KqdYf1zoEQOh4v8+V6ZxilQbf3sDA21cLYvpuWk3fGpMjFvJK+mACC1ECrAgA7Q7JPm2jLzrAYqJRU8ez+82RNKuxINt9vpMzfc3O+rmyH70p2X3Oi58JC2BIWwvMGHutIdlkBwDr4GSemgQZHQkcLprumDfscjjK+CQDz4YPJBFldDqY+0nAWQzIHy21l3dkcByGE0NiVWAoPy5oy6/KaT5IezkW92PzG5Uba6L92+uUvDWz3YWFZaYq2bgWAxSk5bX+p5c3rDZThWoak5ZnuqW9Lqvz4OeVrH3qw9onpS/LnR9Iyb1jgm938cvNb1VbGfJvb6HqRV9JHaIL+ngDUwyW2wkQ2XlNtsI4KC9HPS6r8UXGcl4XS/9Y997NzytY+3BbrOFBqK55oW01qXqOv2Ws8bkebrKq0TWkFgJ81xurXCIrAwDGz37PFa8xTvMa834z2fH+6l/Ia8/DCBEITDIF7mI8bLJgjhBBCSHc21pHvNfre7ky2X6h3ln6iKrp7Uj3fmuWCr4+lHzfnePor8z5z3tMNb9zfHu/Oy1A8lIMIIGCmu/o/eudACA0uLIQ/oXeG0SCA4OHDWVODMdJmwUibHweAgbPJif5z4lL0FQn+VzAHAOCV9PWKpngZkb3UxjqEhBRjRFWcxVHcURNtSWUq+5tt7xSnZf7ifFOe2JPqZTPV74nwijiiGVQOgysJAD8ecIiICuHL00rKnm8q+ncmMu3x7yOLLUWc0+C8pyfZ8+Ax4yGEEMpBFfZSGQA+ek9Zkjf/xb5U8LaXmt70fLLyrAfgw/fZQ8GjFdt79nwmIkQvGHi+oAikoAjstp7d57bFO5dt7Np2W18qUCyrSt3y/AVn/fvgo3dFhdiyqc4p7xdY8uc3hJu/+n739tPXlZ52oC/lTy/Mn7sv06/p+abXb5ZU6YqBx2Ji3NuXCsyhSWpfqa14Qq7Eo6cqW/V7emcYCSyWI4TQyWHBHCGEEEK6cxgcu4vNpZ9TNe0v3amOT+mdp19Cit20L7jrb3PdC+tG28d1My7RAOBVN+ecet+hp15rjnUsy2BElENqnBUbvjjn04/qnQMhdLz3uzd/NsgHj1sWdSKIibF5G7s2zl5duPrACE77qMDuMnj+GhFJiQDCl1aStyqa4gYAkFTxvKQc+56kik/xSuo6XknfXmgqLQKAjBXMe1I9MwJ8wJSp/oYy3zv3PAC4c6TnBXn/r0iC3Ok0uJ9MK+k+DbTZGYpEFJoK7AcDh26gSZpgKXZuR7zDXGwtHvY+6wghdCrqTfoLNQ3y8i3ePXrmqA3WUSpo5iAfvnlLz847elP+5nc7Np+rgVbNkkxjkA+fL6kSIyjiCa+xdyd7nQDgBAB4u33j8u5U725/KlgU5EPm7mRfDUmQbxgo9se9qcCm9R1bbq+0l+1fmD/30ky+jm09u7n2eNcdYSFy3NYlNoO1V1QkOwAEMjkm0keIDzhdnCesdw6EEJqIsGCOEEIIoZxQYikLKprylyDfd76oiiNeijUbZE02x8X4FwDg9rH2tbxwfnRD546biq35n+5O+mf5jO6Nfeng0qZo+xWqltVVYFGWMCQDkvrBRAyOMijL8ufeCVle0hchNGJEa7ytbHvv9tskVZqQ33/trG0HR3ENoz3fSJsVI23+OwBAQordG5ei1ybl+C8AAJJy4kcpSH6fIuh6AAJYiotnKjcAQIWt/Ohe/z5NUuVxWUcwwkfaR3Oehbb8yUAbOwEA8k2F6wFgfaYydSY779ob3H9uS6y11M25Cm6cccM3AOCuTPWPEEKTUZ7Z2wUAXQAAW7t3kcsKFo77Z+zGSAsXSIeuScnpb9Ek7TwSbqABoDosRKs/bDJ/pH1qoMGh4NGa/sedyZ7S7b17z4gJsTUJKcnM9kxX42JizN89j3U03PgZhqQH3Wv7UPDoVZW2steLrAX/dXNOPtNjo/GVi8XyrmTnOTRJve4z5p9wxSSEEMoFE/KCAUIIIYQmp3Jr5fs9qa5/dSTbvql3FgAAAkhwc56MzWr49uIvHAKAHwwc4vYN/7fPYbA5NnbuvF3Bfc4njKnOytRZpSvbKYKw/+vgE/mrCxf9+9oZF7+rdy6E0Mc9Xv/4r1tirV+JilFO7yyjZWbMry3OWzzoPuYjZWFsHbIm359WUt9WNcUOAKCBRsmaNI0iKIEiqIxeKF9VuKL1rbZ3GkJCuHro1mPHq0LFaM7rL5YfKy5GrxcV0eI2ev862kw+o+++uBi/FgAgyIeYnlTvUoqgLPnmvKzsUYsQQpONHsVyAIC9/kOfmeGu+clLTW96eEXIWoaj4YZKAIAaR2VfWua/ev2MK5syPcZ106/4d1SIf6IvHbhisOcboy1r3Jzz/kyPixAAQKG56DW9MyA0kZGAe5iPF1LvAAghhBBCA9XYp//YzjpGsuxs1ng575HpzlnZ3JNa++1p3/n5D5Z++VtrS5Z+10CxWDGfICJCjCu25ElW1vL8VGfFe2eWrviG3pkQQh+3P7B/6aFg7e0TuVhOAgkkQZVnsk8H6+qxMvYvUwR9TJGYEGDAfq0ZQxBCxvschNfo6XUa7Bm9cYkh2T5Ng7mjPd+fCnw+KSf3V9oqPlrm9unG587rSnZ/KzMJEUIIZcPDh59aur13z3k/3fb7wt3+A2xtqC7rnyVWFi7etbJg8TvZ6Ps3u/729R29e064zLuLc1Q0RlrN2RgbIYQQmihwhnnuImDAvnMIIYTQqcLFuZMO1vlQVIz+Ru+3QkVTDTBOIb6z+Ob/W5Q36/3XWjZempaFszoTPeUJKYUXLXJUbypAtkQ702bWdM+t867dX2YrkvTOhBD6uCPho9fLWubrv5nkM/rWz/fO/zpJEBoBpMKQtMaQjEoSlMKQtMqQjEyRdMYLzl4u/z+iIsxIK/L3BxwWIQvveQRAJNN9DiYt846ORKc41zsnc50S8JbVYN0+qjMBIC7F/5uW0z/ZHzxY2f9EUkoS73VumLHANy9TKRFCCGXQ4VB94ZFww21t8c5LxmO8YktBtNCcH7Sx1tpye0lWvlN0JXo/I6nyoEuyAwA0RltMJEFkZDUblHlxKbrSytjf1zsHQghNdlgwz1GyKt9AaPAsRdERvbNkm6AITpqg4xRJ5fbVLIQQQuNmsW/5b9NKel5fuucaPXOooNhhHG9iW1e6cuO60pUbAQDu2Pjrn+7pq/2hhvfP5aQVBQvqimx5ZywvmI9L6iKUg15ve+O3B4MHv6h3jqEomhI9vei0vXqMbWas9whK+ttAEDGO5P4GAOdmYxxN09zZ6PdYCSlh6E71JjPZJ0cZJQAIjvS83X17b1Q1tbrAXPBgVOyYKSgfv+eBIemKPf595HzvXF2WGUYIIXRimqb1TnVUbW6Ktl6V7bHWFq98cr5v1lZFVbSORPcfIUvfO2mS6jvZ8yRBRtIybl+eqwiVcPJK2sxRxo8+56TkJGWizbhCHUIIZRAWzHMUSRCPADH6vQliYvhsURVWEUDYLIz9GwaKy9k3UANlCOudASGEUO4pt1b+yp/uvUbPgjFNMG2g0zT3X6++48fff//35mA6skzWZM5AsUECiKIj4aYZeuRBHzfHO9VnYcx2AMCCOUI5JixEyvYH9t8ia3LOb/ZGZGMJ9GFysK5WEojFoiryZtrSHJMi7dkYx2vy3sPR3IquZPfl2eh/oGp7VUYL5qPRl/Kfa2dth1mSOSsshJ9/r2OD49g2vam+OTbW6oRRFOMRQghlzwtNr89MiKmzt/Ts+kK2x7IwZnm2Z9pjLtY5s8pZdle2xrl7z78v7Ur2nvSmOIZkSmNiPFsR0BgRJPm2oPBWjjIm41J0uZWxb8NiOUIIZR4WzHMUSVBjWoKHIIi9iqb8SNHkFaRMbTdQ3KOZyoYQQgiNA8JImSoJggBN069gbmcdr+g2OID285Xf+ObAA881vmXlaMMvWmNd14eFqFWvYKc6iqDAQLGKrMomvbMghI4X4cOemBibIPuWE6Keo9tY597+n420+V/ZGOOWOTf/AQD++Nvdf7y3Ld7+2WyM0S/AB3W9iSkiRAy7+vb8zECxzRpoc19sfmXKYDf+xaUEUx9pOLfKXvmIDjERQiindCd7Ty8w560faz/rO7aQ5dZiqsxeItcG68BIc1UV9tKGkfSxvWfPdY3R1jvGmmU4ONoQpgna3RbvSIeE8CozY7zWRJn+Uu4oOZDJcZpjbV9RtZMvaMJRhlfyzT4KAHDlkxxkZixpAEgDAFBA7YkkQ+dRDN1lZW27dY6GEMoyAgCIMUysRSND6h0AZYeVcfSaaPPldsa1iCW5XWEh8II/3f1UQopdpnc2hBBCaCjBdKAoJSdvGeqLfbaFhMAyXQMc4+KqdfHfnvadW6+bcfHZNtai+yy6U5WiKTDVWaHaWEuX3lkQQsdribecp2gTY9INQRBZ2as0B2nzPHO+YWNtddkcxJ/2O7PZ/1B4RaDjYgze6Vh/5nudG4pOtkpOU7S5ZPySIYRQbmqLdZw51mJ5d7LXAgBQYSu9WlKl6fXh5ot7k/5bX2h6Y/uh4NGfHwwcGdZ3uuZoG52QUleOJctIBNNh77be3SaWZqN7/AfveL11/dLacN2CTI6xvWdPXlSIrRyqnZE2sqBpJ9zjHOWOtJJaIpLCeSRBtOmdBSGEJhssmE9iVsbRbWasu8yM5QhFULcyJLNRVPl5vJwuHuJUvGXlFJWSEyZJlVi9cyCEkNvo6ZBV6Qm935ISUmJWbfjAXF1DDOKCyjO2eY2uFr1znMq29exnOdpwqhS6EJpQDgQPXqF3huEigNBtSfZMebL+mWW/2vm7v/3zwL23nazdutIzIjWOKV9gSTZrm6SWWkumZKvv4RAVcekC3/zuuBR3xMS48WRtNb0/5CCEkM7qwk1TJUUuhBNfnya2du8a8tp1gk/aE2KScBkdd/elQ1+KS/EzSZK8cX+g1nL3nnu+82Lzm4/u7N039WR97Ok7sPTt9o33BtKhstG8ltHIN/u2f2Xu5/5EEeS9BwKHV3K04fDSggWPZ3IMC2MOWFnLwaHa+dOB5eX2UmFr9y6yJdpeuqf3AK5Km6OMtPl9I236mpmxBvTOghBCkw2++elE0RQ3gLaCIugXx2M8G+tsBYC7Bx6TVYkkCOL3oBF/pEiq5aNsirxGIzSFJpkN45ENjZ6g8D4DxfVlqj8TbUmnpMQihmR2ZKpPhBAaLY/R92aJpeyl9kTLJ/XKQJN0r6IqOfl5KSmlT3ohHmXX+o5tgWunX6TrUsoIoeN1JjppVVPz9c4xXASh75Lso/VqyxtVzbHmMwLp0PUhIbRS1VTgFaF2r3/f3+d5556wIH7d9GvW/3rX7x/qSHRmfG9YhmQgz5S3JNP9jsTh0JHZ873zVg2nLUVQhmznQQihXKZqaoSh6KNw4mXAtWUFC0+4VEdDqLlK0qQ2DeDn7fGue3f27t0aFMLndiZ6zJ2JHk//Kh/7A7WVBBD/WJQ39wyAwZf+eKHpjduOhBuuGutrGi6XwdE92z3tTgDQWIqdl2/2/sfNOUvqwk3XLS9YmLEtUma4a1QYxoQ5URGZI6F6WlBE3+buHV8P8GGmMdb6VQCAy6s/qd8eaeg4ETH4OQqoKEOyz3CUccLfeIkQQrkkJy8Anwooggqqmjrm/XnGgiYZVVHln1Ek9bE70iiKfvdE5yiqTFAkjR+UdMbL/LUkQTZSBO0BgBf6jyuq/C1Jk/7JUcbYKLvWTIwFi+UIoZxgZx2tDtb5zTAdmJKQE9P0yWB/dbZ73i49xh6C6jO57+9J+e/SO8ipStOgW+8MCKHjyariTMkpi945hosAQtA7w3Dt9e/jtvXsvKIv7b8uIkTWSKr0sesJQT44Y33npl9EhOhjjdGmhYF0cLHdYKv/4uzP/3Jguzme2T+IirEz42K8KpP5JFWCiBAhN3a+f+nqopXPZLLv4WiPd+QfDNVe8W7Hevtw2gvKhPlXjxBCWTHNNaUXAHpHel59uInmeeFTkVikxOlyWJNyek6RJX/d5p6d6yJCbNBVExujLavfadv0pTNKV/3t2Oeao210kaVgztFwI5xsK41M4SiDtDR/we2L8+a+DQCwwDd7zwLf7FuzMdY9Bx45058OzhuqXVSMV7/Q9MbNfengOZ2J7vOr7OW71hausJhZsxEAMjZRB42diba8TQLZw1FGJSHFSi2MDZdmR2hSI4AgcKHw8YIFcx2RBDnaombGUCQ90uVbCDjB3Zho/JAE8RpLsf6Bx2RV/gpN0r+jgNZ3w1+EEMqgqY7pdUkpfncq0fx3dZz3o7XQ1lqfseAX4zroCEx3VT7UEuv4RkxM6Lpf66mKoehOvTMghI5XFzm6NiElJswKHARATs8w3+PfRzZGm1a1xFrXxcX4RWEhMudk7dvi7bd0JbpuTCu8DQBAUMUgAPwKBswePKfsLH9fyv/dnX27nsh03ve7ttSsKlzpzXS/Q9neu9NjpIyzF/kWmAGIvmcan/MN4zQu68EQQmgSchjsSo8SKNfMxM1benfbjoTqjT6T132iYjkAQEJKUi82v/mjqBhvv2TKuS9t7d5FLCtYqAIAVNhL5fJo8XVTHBXP10eaCrOZnSIomOGq+ct1M674L4zD9dWwEHUPp52giOwe/8E/9z9uj3cueLXtnZe/MPvatevbtnBltmJPuaOkI3tJ0YkE+b4z3Zzv7f7HDtbV1P8zFssRQiizsGCORoQisRibTYLCn2+guJclVaxKy6kWI23yMiTbc2w7ljL4jz1Gk/Rfxifl/0SEUInD4Gof73ERQqeWBd4l/yAIMhDg++6KipFxm2luZa1PVNunRsdrvJH6/Oyr2t7r2N4YExOL9M5yKrKy5hl6Z0AIHa8r2aXrktwjRRBkTk4zfqrh2alN0eabE1Ly0qgQLRvujDtJlVgJpI8KFhE+7N4fOFg+xzOraWC7clvp0b3+vSBn+GY4r8nb5zDYwhntdBhSUuohXubbnmt6cZ6FMUvDOUdQBF1Wz0EIoYmsIdyc708FeafBJh6NNBrfad9kAwDoSvaWDnVub8qfl5LTJS82vfHQweBR39Fw4yYra35K02ClmTE5pzoqwx2Jrry0zFPZyu/iHH2ri5bevqt3/5KFeXO2ZWucfhoAM5rzRFUi9gVqV//rwCMvnFV62s2tiY6uckdJpuOhoZFJOX6PRbHNMlAcDwNuQIyJkXwb6zjumjFCCKHRw7n8COUQA8W9DAAQjUZXC0npM7IiV0uqdF5KTo7oA25SihtjYiRrH/D7YbEcITRe5nsWPVViLvuUkTIed8NQ9hBT4IOVVXLO+o7t5BN1ry7iKENc7yynqtZYZw3g7ECEckpduI4N8qHL9c4xEgQQwyqujqe/7v/nD7f1bN/Tkei8LSJEhl0sH4wKGgT54HGz21pirWWZLpaTQMLqwpX+QnPhuC7H/m7H+iv70v7S+kjDSlVTISbGh/XdLS7F127t2Y7VB4QQ+jjiqfqXjvsO9lT9S8Q+/yE6LfAFJbaivwFJXrLYNzfAkMO/XOY1uls1TVvTEuu4cH+g9hOvtb770/Z49z0bOrf+oyvZs+allrdmZrNYDgAQSId8Gzu3/dnMmOqyOU6/KnvZqL8vqpoK+wOHzq0N1Z1xevFynEClD1UDoBNSbF2YD35r4BOKplwKOXq9AiGEJiosmCOUg2w2+8OUkfwvL6TTqqzYCA1u5OV0jT/SW53g42ek5ZRPUPgTXlwxM9a0jXWM79rFCCGUZdOcM/fNcs29yUxbxmVLk+5U12d2B3bcNB5jjdTpxUu0jZ07bmqNd67VO8upKi4mDXXhlgq9cyCE/qcuWn92Sk7l6Z1jJAiCyLkl2QkgooIiZmRZe4ogwWf0Hrf3aU+qd1Um+h+oyFIYVFR5fb45T85034PZ2bvL9XzTSz9qjDb9YmvP9pn7gwdnjeT8mBi3NkWbv5atfAghNEFpl1d/8rg7tSotpWdGO8O/BQo+ZWMtl27q2r7w2cZXPbI6/F/5pdZiqT7SNGNz9w5b/7GORNe8vnSA2uevPS1D+U9KAw12+w98+Z8HHn7phcbX87M93l7/oavHcr7dYOud4ap5P1N50MipmqJExdBfeCX50d+XkOCfAwA2AMj6ZCmEkP5IICblP7kIC+YI5SCWYhUX5xadFvdOA8s9xlCGFzjaWOd15NXLoGxWZKmUJujl8OGdhKIiFEqqVKVzbIQQyroya+ULReaSXxtpUzDbY3EUFykwFb6a7XFGSbtu+sVfLbEWvKF3kFOVpMrQFG3HGxYQyiHdye6FKTk1oVZ+ICH3lmSvsJX92WFwZGRFl6nOmvtmumcct78mR3EZX6mKoznazJgfzHS/g9nQuWlWQ7RpY32k4cbZrlmKMszZ8ibaGJvnmbP1f0cIXCkGIYSO0RJt/1gRsDZYR2iqZiopLb2iNlR3bVSMByRVUuoiTe6RrIKiaDJDElT5wGMdiW4zAEBfOmDJRPbh6kn1rXit9d1NTze8PHVr9y6yOdpGN0SaM7p16gO1jy9uj3deNpY+7Ky1fb5vVmOmMqGRSUoJp6IpBbImlxAE5QAA8Ke7L+fl9BcYgjkCAONykyBCCJ0qsGCefRm7VaI71bE0U32hiYUm6a7+n1VJmmXh7LvSUvqj5Zs0TSNlRXLqkw4hhMbXHPf8n892zl3q4Xz3sSSbytY4HMU9U2Aq6shW/2O1OH+O6OYcT+qd41TWlegt0zsDQugjhKzKi/QOMVIEATk3w3yWeyYFAMlM9GWiTW8CHF/NEFUxo99dSCBhWf7i+6c4qvZlst+B9vj3kQBAvdb65qq9gf3vbenZNqPaXuV7vOGpmuH2UWotfavcVv4lC2OWrYw1XWkvfzZbeRFCaKLSjtn2aIa7RnOY7bPvPfKfvOeaXiv4za6/FcXFBGVlzCPqd6//UNmRcP3ITsqisBCtqg83fS8l879NCal/d0W6vpvJ/g8Fj35dVKUxzUBWNJUebIl8ND7MjCVsoa2PWmjbowaS6wAA8BoLnio0l35FUIWFeudDCKHJBgvmWRYTo8P+8jyUAlPxtqHaJKSYNVPjof9JiPGC8dgTvF9KTjL+dM/UwZ7jOFNzNBVeyNBMcywdnS3K/BIDzXUYGdPOtJSaJavScgAASRUHPX8QRFpKXznYE6IizBvdK0AIoewqtVY0rilcd+MU+9R1PmPeTiILH2kERVjtT/fm9BJn+WZvs94ZTmXtie4VemdAkw4BuBfhqLzS8so/OhOd5+udY6QIIHOuYF5iLZYJIBJj7afCVv7wTPeMJwZ7TlKkwrH2P9Ac7+yHFuctui2TfQ70Vvu73wjz4U0Hg4caKYK8rzHa5AYAeKdzPTfc2eUAAEkpWbG2+LT9bs7dUG4re3tZ/pL92cqMEEITVYW9JAkAsM9f+9F3MV4R5s3zzmqzshbwp4Owx3+QiUsju7drJLPRx8u+QO11e/0HL1AI9WWNJn2Z6nd33wFjTEycPdZ+BEVkVxYszunvxJNdvqn4RhNt/j6A9rGb5RVNHtdVERBC6FSQ0aVe0PFsrP1o/89RMcJoGlAOg4PP1niSIvuAAVzWLcMsrLV7PMcz0WbJRJuPDvocYw4CYw4CABiM3P6klMiXpITPQBkoiqS7FVURFU0tNFCGQc8/VoJPXGvhLA8P9hxLGfb2/ywowgoDZdg8ipeDEEJZM8M5ewsALN4f3HNDc7zxL5IqZmzGQFpJVTfE6i7xGvOeylSfmbY4b3btO21bNFGVsMCmA38q1Kp3BjS5iIr4JZqkXiEJqkXvLBNNS7zVpYKqd4wRo0gq5wrmAAA+k/cZjja8SRFUEU3Sfb2pvqvScto7kj4iQnR5TIz5AKBn4PGWWCsHAMO9uXdIV1Vf3uoz+T6Xqf767fXvt3Ulu+810cZUvsl3/j2H7nePtU9N0yQAUJfkLfqOoikZX5YeIYQmg6ZgyyqCJJ1FlrxtR0MNpKZpZRxp2J4Qk3Pj4pjv58o5BwKHS3pT/gdTUvpoIB1aeln1+UNOmBrKkVD9ipgYH/P7lqCIBSk5bQTAa816SsjxK0GFeU7Oc82Hh0iapLfoGgohNC4IAoAg8JLfeMGCeZb50715GmgBnzFfsbMOKSyEsnoVx8m5cF+ZHCHI6TkG2pi1GQO8kp4mqZJgZWzNgiJUEEBMYynmVUHhE6qqXiMR4tsMyQ56IV9SRS9Dsn4AAJqieBhkmcRjYbEcIZTL5rjnP0AQRHNUCN8RFSOr0kralol+Q3zwjk0971WXmMvuLrNWZG3599E6vXhJ9xN1r+wP8pFCAKA0TeNSMm8SZAHUD3+1m2mjmJTTrL5JJ6eprop6vTOgyYWl2L/pnWGiUjU1qneGUXLoHWAwt8y5+ccDHz969LHHOxNdVwTTwWvTCj+s5dSTUrLKylit8GHBvCXWyj3d8NwbaTk9pS/tLxhrRpqg4ZqpV8W6U723ryxcPvxp3idHvtry+sNekzd5IHBwYUO0cRZHcVSAD2Zkdl1YiEzd0Pn+V08rWvmnTPQ3HhJSnLEwVknvHAihU0NtsI4gJLVcAvV7KTFtMxtMe3mZ/9yRSMP/7ejbV6J3vmzgFcHQFu8EAJi3oXPr84dCR19c4Jtz5ycr1nUe27Yj3kXRJE3lm30nveHucLjh3ExkM9FGvspRnrG7FJ6qf4mocVbSczwz8H1lBAykYZNCKJf70z0XEQS0JqXEz+ys82d65xqLlJzkTLSZDwuhtd2pzstsrL2Xo4x/8HDeyXdXDEJowsCCeZZ5jXm9vameWUkpUd8cbxR9xjy9I6FRiIkRysY6VBhGYTklJRebGPOOlJT2EwRZzVKGrFxM5yjjEY4yAgCAgTI0S6oUkBVhlYHiNgEFDwCAGk4GZxkNZq+mqbtIkqowUIZ9AACSLK0AmjjIkEwjxxgHXSYRIYQmmtmueesBYH17otXXk+r+XXeq4xJxjDPO00pqscLLBRzJvVdmrcjJO7j/esad8wY8JHuSfktLrNPdFu+2RYSY8WCg7rO1oYYv6JVvsmJIGkosBTv0zoEQ+gBN0iG9M4xGmA9fDQB/1DvHUK6Z+qlNALDpkSP/3dAQbboDAIwRITJb1U58P7ioisRLza88HxNjK9cUnxbeHzi4uDXetjpTmQgCoNBUqJIk9cxY+9rj30fO985VDwUP12zo2nRVSk5/VCBPjHDJ35NJykk7AdqE2UYtLAQpAMIAAFjYQAhl3ZaunT+xUqZInE/FK7yl3O6+A9ybRzasuqTq3CcIIHzl1uJOE80VdSS6uaF7m5j60oG8vnTgJllVgp+sWPedY5/vTPYw+/yHzrCx1vw5nhn3z3DXHHedcmv37oKuRM+NmcjjMNiea4m2k+X2kozcmHZ59ScBAORM9HUq8RoLtrTE6xmapP/hZL0LJEXcJCh8Wu9coxURwnkB3n9lRAgv6ON7ztc0rW2+Z/EFWCxHCOkN9zAfBwkpLkuKZJ7lmqv5jPmZuvMdjSOOMpWLilA+nLYmxrwTAIBjuF5JkUoCib5ff/hUVtfOYEgmnpZSh+CD/65VAACn2X1QUsVmkiCLFFWWJFU6S1Kl002s+XmGZBpFRajOZiaEENJDiaWsb7Fv2bVz3PNX5BkL/slRXGws/Zloy1uLfMtyslg+CDXf7I0tK5jXfGXNufu+MPuq7VExvljvUJORjbUIK4sWvqN3DoQQwK6+3QsLTQVVeucYjbgUX/DQkYdv1jvHcH1m2qefvnPp95feufT7cxb5Fp5pYSwn3ZoiwAen7w3sfxIAiLZ4+5cykYElWTDRxvRM14yfyCAXzvfOHfMqbv19qJqqqZqatWXyWZJVWNIwYbbzIIEkFUXGNSARQln3yJGnb2yNd6yalTfjj0bWvHR7717Tw0eecvek+uz/PvSf09/r2Fyx23+gajIXywdqjXXc9sc991x47PE3Wtc/xlHc7U7O4TczJtdg577VvuHzKTntyESOiBBbkKli+Yc0ANBqg3W4L/oI2VjH81ba8U0CiKSBNAbzTEVZW9U0UwK8nwoJwY8mbHYm2j3NgcYf7g3uemlXYNufGuN1N3CUcUuhufiIpqln6pkVIYQAsGA+LvrSPQtCfPB7PcluCwAQUTHC6J0JjQxLsY0sZWjuf5ySUtNP0lwDADDSJtXMWt6RSak3wPdVRvjQdyHLRXMTY0ryMn+epIjzkmJitiCnKwyUIUoSlGxizLUMybzJkMyG/vayIhsGnp+WU4N+2EYIoYmo3Fq1f3XB2i+uzF+TX22beidFjPw7uYHiAh7O+/ssxBsXvckAk5b5k71noVGysuZmr9HF650DIQSw0Ldgt6TKRr1zjIakSlRjtPGP/6n773l6Zxmpz0z71DurC1ecX2wpevdk7ZqjLWf+dd8/7im3lb2ciXGvmfapxlWFK0//3Mzr7yyxFmd0dlVPqvc2XhGy9ndplnvGXp/Ja4Esfy/MFE2F6QzN4nsdQigrInzUAQDwRN0LXzSQ7B3rO7es2tazZ/m8wumfb4g0/85jdIkAAJIqQXui65QolPcTVZHd6z/42I+3/ObZO7f+9pdP1L0w/XCgbu4C7+xnFubNvfLssjUv2ljrcTeG373nnrObIq3fyFSOnlTfsr/uvf/Wllh7Rq9lz3DX4ISyEXIZvD+xG5z/MTHmmKAJp8fEyHWQw58nQungUhNtOsdlcMsAAHExNk9Uhc/tim3/aUyMzirkSn4w3TbrySprdT1HcC0EQe7WOzNCCOGS7OPAbnDsJSni5XxzQQIACE3T7N2prnCBqRA/HExQJsZ0eLhtDRT3PEMyIQtj+8WJ2iSExBSLwdIw1lwsZRAB4CUAAEHhaQB6iqRILEt/bBaD1pPspKyMfZaZtewbeL6RNk3IpSwRQuhknAZX2mlw/cRIm8SGWN2tKTk57H1TnazzN/M8Cw9kM1825Zk9go21Nob46Ey9s0w2DMkIemdACH1Ea423Hrf31aK8BUfzTN4kLwv0u+0b5qgw5onIWSGpEtcYbXzw+aYXzrio8sIJ9Z5jpI2JEB9edLI2GmjQlew+v8hSNOrvO9Od05SIGJFnu2cd8nDu8+Z75/aOtq8T2R84uHpX3+5rMt1vv2JLUfOy/KUXkiR5Owxjq69c4DA6c372GkJo4mqNd8Q3dm37UVO09aZ9gdoSAIAt3TtnxsT4kTmeGf72eGcMADw6x9SNoIjGukjTxQAAbfHOb3Uleu6+qPLc+9uTnQsA4A0nZ//YdhmPHHm6+lDw6L1phbdnKoOqqdCa6LyrOdpWX24reW2k57dE29lye0n/yi1EfbiJrnZW4jYfY2Sizd8ADWYmpQRnZiw5tzR7TIxaZVWeaaLN9/Ufs7K2vSk52VRpmzLFx+W9zlLsc/0r8R4I7v1kWAylCs1F+oVGKIcRuXtvzKSDBfNxMMM5u7b/5/ZYu5umyISRNl0fEcL/dRicOfemhjLLaXAPeWEoE8Xy4/pkbTIAHKFVea6oSipDMv7+5/LNRYqsyvgBFSF0SqlxTP8lQRCPtiVa/8jLqXVpJX3SPUQdrPM/Ls5z73jlyxY353ihJdaBBfPMq9M7AELof8qspeyKgsW7u1J9Ll7iLVNdUzqNtGEOEBoBAPCJsjMPvdb6Zs7+LkzLac/RyNEHX2x+8aoLKi6o1zvPcK0pPq11U9fmt1Ny6uKTtZM1xXYgeOiikfTNkAycX36O0BJr3XB22bo+VdO+RRNUuMBSkJUbltri7b/vTvVYstE3AICNtT5gZ62QkJLfytYYCCE0kQTSoa+/0br+zgAf+qgS0J3ouXiac8qBjV3bfpiQkjY98+WStMxTncmeypTCqxxlGLQg3hJtvzQuJTNecexMdNslVR7VBJsBxXIAAA2L5ZlBE7SRougNHGXMqcl4Ad5P0wTt0TTtkz5z3r+PfT7PVBDLMxV8IS7F2LgYY9sTrWSJpSw52z3vJT3yIoTQsbBgPo66k120keaItJpSBJnvYEjWAwDteudCk0eUj36OIcgDJoN1R/8xiqT3GcmP/6cuKoKTpQz9N3IQoiLaWYqN9D/Py+kCiqRiDMkmRzI+L6fn0yTTSZN03xheBkIIZU21fVpbtX3apd2pzin7g3teikuxqSdqq2jKtAJTUWo882XD5dVn36loypQDgborFC2nvk9PaIqm4L57COWQeb6ZNkHlS23cR/VOz8BJvB6TY+anai4/uM9/0Osxuvo00FT4YBlLDfqXs/ywOUlQhKLJAAAaQRCgqiqlAQBFkv2/RDVN00hFU4kjobqKiBgxZ+I1RITI/MPhI8+5OfeKFQUropnoczwYKEPPUG3SctqUltPLht8nKy3JW/xqpb3y5TNK1vxrbAmHtqV72zff7nj3pDPlx4IAAuZ55r6eb87vytYYCCE00bzY/Ob1A4vlAABBIbLSnw5+rSnaWqlXrlwV4iOr3mx796Jl+Yt+e+xzb7ZtMPelAzdkY1xVU6E2VDflE2Wnb89G/9kQ4HtJD5eXm0sLZYCsSJKZsebc6/NwXjmQ9k/zGL3/TkgJW1gIXt+T6gY741yYZ877nJ11aKFUIN9l8nS3J9rWkARZDwAjuvaMEELZhAXzcVRgLpQBwA8A0Jns2JxndCcTUoK1MBZxiFPRJBOXYpyVsfEAAJ2Jtq8ZaO5IV6rtG1bG/s0Ka/XB0fZr5+z3JdKxVUO1IwjSCgBhAICEFDOypCEfACL9z3O0sXs043O0cc9ozkMIofFWYCpqaIzWPRmXYj8Y7HkSSADQrHExOstpcO0YrM1EsTh/jpiS+U/NdFf/ea+/9nuHgg3n6J1pMpBVpUrvDAih/1FBHXIWGk0RsxbmzwYAOG759tEqsxYfeLz+mdmZ6i8iRGZs7dn2Ik1Q/8izuFlZlReqoC4CgAISyEMAAAbK+EKxueyfmRpzrBRNGfZWJ8NRZi1dP8c969dnlZ35Sib7PZGGSCPVGG1ao2rZu+6sgQbtiY7ypbB4W9YGQQihCSTIh7m0nK459nhSStnrI03n6pEp16XktGdbz55fBNLh5UfDDX+6fsaVb3UkupnnGl+7sC7c+DN/OjgtW2MXmvOnZ6vvbJjMxXJ/uudniia77OD6st5ZjhUWQgwJZEt99MjasBD6e1uidaqiyWCgODWlVNZ6ON8zNtYmAQAxwznrPb3zIoTQsbBgroO6yOEyM2MNdiU7OAIIo4Wx4L7RpxhNU80AwAMAFFlK746JEYoi6MsJIG5riTf8vtw65dBo+7YYbZuGasOQTBsAQEKMWS2sLQ4AR07WPhwPnW00Gus52tg02lwIIZRrfMb813lFWBcRQ8fNeHMaXPtpgpzdx3f/utRasVaPfJl0evES9fTiJRv/sDt2HxbMM+OeM382tz7cYqx2luP2OgjlAAKIXgBwjPe4DE3NvqL64v07eveWMQStNkabnCPdK91IclqFo6LDZ/IGvEYnmBhjpaKpjyblxLFNywAIoEh6flgIdjgN7pcz9kLGgCIoJhP9zHLPjC70zn90Yd78WwHGb8P5KY4qpS3e3pjtcSRV4rI9BkIITRRuzinTJC0DgOHY5+ojzRnbg3syaoy2XNCd7F2yL1C7W1CE6SE+Up7tMXmF35XtMdCwEAaKmx+TIraUnKRMtDmnlpBzGlxSX7LX0pPqvr0r1fHRan6CwpNhIXSRk3HysiL905/uqZBV1VFgLtytZ16EJgYCCAL3MB8vWDDXQY1jeisAQFeys7zAXNQCAPDhnh1jvigQEyNmG+uY8EuZqJpCkwQl650jW2ysI3jMY2UmO+/zfelut6RKxy7xSiSlOGdmrBm/IE+T9EdjpeV0KWhQYmSM7x/bzmyyRFiKxWI5QmhSqXFM38TRxk/0pXu+255o/Y6iKR99Ak3JqSIrayUEhV91NHLwKo4yPlFmrdJO1t9EMNsz9eWt3fuOBvnwCZeiR0NbXjD/UGOs/U81HxTLiZZoh6XcXhzXOxdCpzICiCYA0OV3m4Fm5qwqWgwAACuLloQBCF7VVEnV1DRJkGxXoifRGmsvLrEWtXG0QW2NdfhsrCXqMbpSNoPVQhFksQpqCQCU0ATTRRBEVNGUj/YgJYCQDRS3RdGUcitj/3K+segVGMeC8hCohJQY9lLrJ1JqLYmaaOMfFubN/0kmQo1UR7LTn83+rYwlNNs987lsjoEQQhPJzt59Uw2UoQEA5uqdZSJKyem8lJwel5n4bs7ZtTx/0eHxGGsySEgx2sLYsnVNW7OxjvNtrCNL3Y9dffzIZ7pSHecde9xEm+Jmg/UvLs6j1kWOLDXSxsf1yIcQQieDBXMdFZqLWg6E9s30cr6uEktZOBN92lhHKiHFaQtjndDFZk3TDEDAhH4No+EzFgQHOaxlo1gOAMDRpkj/zwQQUZIkZxz79ycUD640c5ZyoACXD0QITTqllvJ4qaX8ewQQtV2pzt8LCu8FAOAorgdAdSsa0EHef2+VbeoGABjVdhW5ZF3pitS77Vt/k/An/ykoIu7BPQokEFBkyftRjbP8mQ8PaVgsR0h/LGXYIai87ku4yprk/OgBAaCCCvkWD+RbPAAATgAAl9EOAFBEAilSJH2ABPI/NEnvMtGWbV4uf39MjFj7+K49oipWUgTVZ6ItXy0xVzwRFPwlboO3TZcXdmIqAUQMAFxj6WR1wcreMlvJLzKUacTcnHvIJf3H1L/RvXeWe2Ysm2MghNBE0p3sTQJAF2DBPOcVWwruNlCsoHeOiSAihEmaPLW/Zhsp47Z8Y8HmkBCcK6qi2cE66wpMRdsIIPd4OK8KAECRVGMmJg4ihFCmYcFcJwHeb/Fw3qSH87YZSEYN8H6y/01jjLSJXiwHAKBIesLPkp9oOJqLJqX4foZg3ADQ23/cZXW/n0jFXARJfJal2PtH27+syrMANIYmGdznHCGUcxZ6lz5iiRzeHOIDf9JALVVBntK/l6msyWY/33tenqnwXp1jZoSiKWZJOW41EzRMhZa8ji/O+fSzeudACH2cx5D3u7ScuvVjBescw5KGN0iC3ARAKAzJHLQy9s0O1hU4tp2NdcTSSurWsBB40kLbri8yl70GAJCDxXIAAI2hmDYAKB9tB6XWkoMGmr0435wvZS7W8DVEGimGpLN6bcREmd4GgAm/Ug1CCGXC3/c/uLo+0nxvd7K3Wu8saGgcZbhwU/f2gqttl9ymd5Zc5zA4tZgYPaXXTl7gXfIsADzbFGuooAjqMxbG+rCb87QMbFNlq96uTzqEEDo5Uu8ApyoP500AgFZgKoxLmsxrmmrJZP8Bvm9qkPeXZbJPNPmZGWuXgeZ6jz1uMdleBNAeO9F5gsIft+fUsWiSPthfLFc0ZZmiKp8aW1qEEMqsqY7pTT6j73VZE2ermmoc+ByvpE/TK1emBdKRWSpesx81M2M8AFj0QCjnGGlTjKOMzwzdUj8kQW2otE69q9Ja84sSc8ULgxXL+xkp0yY76zyjv1ieqx48/MhFUSE2Z7Tnz/XMbl/om3/pPO/crO8hfiJG2shZGdvzFsaclRvPTbQpMcs949Fs9I0QQhPNg7VP/Ht7z57XsFg+cRwNN84hAPytsY4xrSZzitA0UMdr5jSZkpM5eSN8T6prfqVtSrPD4Pz5scXygdoTrWeOYyyEJiwSiEn5Ty7CgrnOQkKQ9hnzFUIj8jLRX4Dv8wEAkDJ1h5EyLc9EnxNUbv4XN0Gk5dQ8URGmDDzGUoYTLgtvoDgBAICX0xXD6Z8iqK0USZ2wAI8QQnpRQeUHOy6r8qoQH2DHO082CIowU+8ME5moSFnZJgUhNHZuznezhbY+rHeOEyEAhr2cqY11xApMJTm9JVJ9pJHiKK6EV3jHaM6nCQqmO6fdv7b49PoMRxuRIkthcnnBkg021rYlG/17jZ5nVxYub81G3wghNJE8Wf/iVTt6957NK4JJ7yxo+BRNgUp7+XsJIXGV3lkmAjvrVMZjnI5ky4/iUvRP4zHWSOWbCvcAANhZh9qd7KSifMQ6WDuKoGrHNxlCCJ0cFszHWVyMWYK8f93AY+2J1lUMxTJhPpQ/1v5Zko0CAMiUeBOvpJ8aa38AAJIqzpBVyZ6JvsYLr6QWyIqU1X3oJjMjbdrLUoYRz/LgaGNzNvIghNB4MdOW3cQgH49EVagMC8E1458o82iSZvTOMJGRBOnQOwNCaHBm2qLYWOc3aILp0DvL4IhJtf/n9p4dl2zu3vrnkZ5nY23CGcWnv3rjzM/e4zN5ddu3/FilxpKM33RNAgkVtvL/ZLpfhBCaaLZ27yKPhhu/HuTDxXpnQSPDUEzAQhuPFFrz79E7C/ofEsigrEoZmYCXLfXRo1enldR3CALEwZ4vNBd3j3cmhBA6GSyYjzNJk3gzbdnU/9hlcMsllrJNsibziqKeNZa+g3wfaWMdAgCAz1iguThPRpaU00CbroE26mX29MBRpl00xcT0zjHBaQAAkiqaJFU0AQDIqjxN30gIIZRdheaSPSbaVDfYcwG+91d10dpZ450pkx6sfWZahI/N0DvHRMYrQjXgSjYI5SwH6wqYacuIi7jjgSAmV8G8wl7+RqG54LmRnOPm3LHzys6++eKqC8+b6Z7+hSmOqpz5M3GZnUNuMzVSeSbf5kuqLszpZfURQmg8bOzc9sVDwaPL9M6BRi7ERyoer3/hj/WR5itaYx2Tain9AN9LAgARFcM5ubT5yRSaS/9cZC67HHLzuynRGm/5s5WxeQwU96bN4PjY572UlDR0JTvn6hUOIYROBAvm48xlcMscbTxuuVc352kiKO3JsfTt5nxZ2SOFJQ1PMyS7MRt9jxdFkW2Kqjj0zjERpeWUAECQAAA0SR85UTtZkQqDvJ9My8mC8UuHEEIZp9Ikc3SwJwRVmBfg+146FNp34XiHypRdvYcuiktJs945JjJ/KlSyP3C0RO8cCKETs7GOvzEk2653jmMRk2yGuYk2KgkpOewbaq2MRT2tcOUvVxQuezCbuUbLzJgfYsnM7r5iZa0vZLRDhBCagP6y977TakP1v9Q7Bxq9+kjztY/XPf+b11vf+xEAECE+PE/vTJng4fLUAN9L2FnneO07njFBvq/Az/csFYa5PeY408qs5bfmmwr+VGQu2X7skybGLBSai/bpEQyhiYYAAIIgJ+U/uSg3U52i3Jx30H1TRyPI9+G/2wEoio5RJBXRO8dEZGMdCkMyiaHa0RTT5ea8qqKp/vHIhRBC2WKizS+f6DlZlcpEVVg1nnkyKSLEP6l3homuwOxr1zStU+8cCKETszL2BEOyL+qd41gEEBn7vpcL0jLPaaBahtOWJmhYlLfg72tLTv+/bOcarenOqfc5DY6eTPVnok3xM4vXvJKp/hBCKNds7d415LXH3+/+55V7/Aef5hUet02c4LqSvUWburZdc9v6H/vvP/T4N/TOMxYfziwHgA+K5vDhKpuZkpDiWd96QFD5iyRVvM5AG5sAAFJywiUqwrA+lyGEEBocFlUnkb5U94UAAHExZmAJw4y4GPXqnQlNTrIqzTvRcxbGmpGtABBCSC8O1rWeJQ3JwZ5jSYPfZ8z/7XhnyoTHjr5U7U+HVuidYyKzsZboDPeUH831TlP0zoIQOjkrbfs7CWROzegmiMlVMF9esDQ4xV71NDnEZQUzbeIX5y348SVVF31lnKKNSkpO/4wm6YxdaHYanO9Mc009kKn+JqIg7/9tWAi59c6BEMqOZQULBy0yNkfb6Lv3/PvSOzbe9dquvv2Pp+S0Z7yzoeyQVJnoSfW5e1P+8peb37qo/3htsG5CLWn+YZE8a0RZzPr3bjNtfYQiqAf6H5toS4ilDENOeEIIIXRitN4B0PHCQsjmNLhGvP+2ibG8AgCkpmkeDTSPnXUczEK8SUHVVFYDlaUIOqGociVF0k16Z8qWpJRgCCCmmRhzxi7W0CSzN1N9IYRQrvEa8450JFuOiqqw4NjnRFXwhoTAtUXm0t/pkW0sprumNE1zVf6+Nthwu6JhvXek3JwTzqs47cnrZ1z6gN5ZEEJDc3O+gzEp8lJaSV2md5Z+uVbAz4Rpzqm/OxA8dKuqqoNWzT2ce8/ivEXfOrf8E2+Pd7aR0kDbCgAZK+rnmbw5+308JkQKKIJKmVlrNJvjuDnvtyDDs/YQQrmhOdpG96YCc/NMnn29Kb8qq/LpW7p3lYWF6IyoGL80xIer9M6IssefDi45EDj805ZYe9lsz/Qnq+zlE2q1yaSYcPBKOu02erPy2YyjuHeiYpiys86sffG2s86EHZw7stU/QgidirBgnoNGUywHGDCzV4OERigTes/xbCMJUpRV1QcEJPqL5Yoq51MknbEl+HKFmbFIAHBKz2xACKGRIoBoBIDjCuYm2ryHIdn1OkQas56k3wig+TRtwm3PlhOCfBg8RtdTeudACA0fRxnvFxT+AhXUzG5MPUoEQYh6Z8i0HX27fiWp0gmnmM9yz/RPhGI5AEBCSp4RESJMJvqqtFUIM1zTn85EX5kWE6O27lTXOx7Oe5sZrK9leTgsliM0CdWFm8hnG1/5cVei5w6GYiN5Jk/toeDRNYIy6d7m0AnwimDYF6idAwB355m81aqqkrIk/UDS5M9PcVX8Wu98QzGzlogZsrd6uagJZtC0r4f44PMuzp3NojYR5PsWujnfziyOgRBCpwwsmE9CBEm4aGBkABh0OVn0AZqkOwY+JggirFcWhBBCuYUh2UHvBJdVOd9t8B4e7zyZYKBYQ18quFLFa9ej8rX51wfyTZ7teudACA1fgankZV5JP51WUp/WOwsAAElQk2qG+WutbxZ0JT/YFuxE8s15R8Yrz1i0xtsqn2968aKknMpIf0WWgrcX5y3ck5HOMqwpXvfrAN83zUAbFrrBm+2COUIoR6XkNGeijQIcc2NLc7TNWGEvTR/bPsxH5wf50CwTbfrUtp7dkX3+2qu1D071dSa6feMUG+Wgpxte/spcz8ywqZiz5hl93k0d2+5eVbx0Un3mGSlRlpIKIeeFheDPetOd/5nunPNgNsaRVJFUNbUSALBgjtCkRQABhN4hThm4h/kkwsu8BQCAJMh2kqBwH+kRmmwXsIaJFFWxRu8QCCGUaxRNGfTTqKqpRFgILhrvPJmwpmRpsMxa9Ce9c0xUmzp3Pbowb9aEvrmuOdpRBgBwMFCXE7NtERoPFEHv1TtDPxLI4woQE9XRcJ3pYODQL5NS0nyiNhW2cm26c+qy8cw1Wjt6d/2tJ9Wbn4m+GJKGSlvFfzLRVzaYaYu9wFT8kp115vwMQIRQ9qSE5GdbYx2ugccag03npiT+d32pQHlztO2jSVZ7+g7e/X87//z6nVt/99A3N9553istb/cXyxECAAB/OhizGqxGURGePdWL5QAAHG0QZEV6PSwEPhEVw386Ejlw7mDtklLCEBeitqgQ+c5oxmFIVvEa858YW1qEEEL9sGCeY/qSvbNHey5HcwkAADNjkU2M+ZT/cIKGRWVJtk5QhHxJlfIy1CdxzP8jhNBENOh6grIm5QcF/9PdqY7i8Q6UCeX24s35Jk+b3jkmmiX5c3vPKFn2iN45xqrCXtwKADDLU4PrZaJThp11PE4SlKR3DgAAmqQnzXe05xpffKgt0X79ydo0x1qItkTH9LZ4+7/HK9dotMbartvWs+PMTPXnM/pqF/jm52zBvNo+/dMznXMvcBpcOfHfBUJo/L3VttGxtXdPS5mtONh/rC7cVEAxzB8CfDBvV+/+R0mC/NN7HZu//2zDqy/dX/vYF9vinV5Fy9p2zGiCc3GO/UaK+xyhUUdScpqDU/yaoM3giJdYy5+2sY63ZE22Rfjw3S2RxvPhmD8XiqBkgRcWiiq/DwCgPnr4/MbY0fm6hEYIIYRLsucanzkP95pG485AGTK1dzsREyM2G+uISqp0gaop6w0UF81Q3wghNG6MtGlfRAxde4KnVVXLjf1wR+oLs6/a1RLt2NOTCpTqnWWiKLLk1a0tXvrjs8pW4jJ3CE1AdtbVGhT8+3glrfvqIDTJTpoZ5ifbt3yg+w49aL18yiUrnQYnY2UtOVegbYg0MVt6tv5YVMWMXRuxstaNoMPe3VEx7IqI4Wtogj5QZC59b7zHRwhNHAkxeZ2iKS9/OIvcUBdp+kFnovvMDZ3bpgqKMBUAwGf0rPCng4AzydFwRIXYWY3R1m9NtVf+NZAMrZRBbqy0l7VkcoyepN+Qb/ZOpJsPNQPFPc2Q7ApJFau7+LaXmAT91SJL2Z/7G3C0UeHsxncBAAJ8n03VlKtZkn0cAHJyWxeEEJrscIZ5jokIEW4s5/cley4JpvrwTjSkF83GOqIAAAzJvIDFcoTQRGWmLXUn2iNIUkVva7xxa0P0SOU4x8oETdaUN/UOMZEUmL1vnFW28jG9cyCERs9EW36rdwYCCGAIJqF3jkx4rO7JGXEpftpw2mqggZkxOwVFyMmKS0eic8Guvj0ZfT+f65mty0XuqBj+XFgI/CkuRf8eFcN2PTIghCaGlUWL/zndVd0S4iNznm54+aGn6l/66pttGxYLyv9qkX3pABbL0bC1J7q4F5vf+HpbsvMGXhXeNVCGjpZouzWTY9gN1hNuA5Orauwz/lFsLn0GAEAFFaJS5OKYOPi1f47iUoIi5Cek+BkpOclExUimVgJFCE1wBEFMyn9yERbMc4zD4ODHcr5GqKCAsirA9+HMsQ9JijjoPjFIf7ycruGVtE3vHAghdKxCc8lLZsa6/0TPy5rsjYrhX4xnpkxhSYbRO8NEwVEsnF+x9m9650AIjU2+sehJI2V+Q88MBEFqDMkm9cyQKVbW6lJU1THc9gzJgMfolrMYaVQ6E10P+NP+n2WyIFRiKW72Gb26LEHPkoatNMEEeCU9TVblaj0yIIRy2/qOLWRtsI7qSwa0pJw+py3e8cCuvv2XJqSkSe9saOILpIPWpJQiapyVqqqplnJ7STyT/RtpLpTJ/sYLQxp+bqatcQCAkBA4IywEfwGDLFlvYWxyobnkfJfBc3dSSmh21tE37mERQugUhwXzSSbPVPisz1TwZ1ERZ+idJVcwFPuq3hnQCbVoGphFRajqPyAp4nJJlWbrGQohhABAI4FsPFkDWZWXjleYTAoL0UK9M0wUhZa83TbWUqd3DoTQmKlWxvZdiqBSegUggBAmwx7mGzo3WXf17v6lqIrUcM95rO5Jy9bu7SU9yd6cmRmWlFJTn6h/+qpN3ZvXZbJfkiDfmOKo0mWT33xT0aYic+mSfGPRuW7Ou0uPDAih3NUcbaPzjB47AICJ5v66qXPrQ0/Uv4jXXlDGKJoKGsD0rd27aV5MOUN8hOlN+L165xpMgO8dt5qIz5h/pNRS8QOGZJIAAF2pjtsCfN/mEB84bga+h/PxBebiZlERzj4c3v9sgO8rHq+cCCGEsGA+aRWai1/TOwOa3ERZvGqsfXC0UTTSxm6WMnxUlJIVSSWBaBhr3wghNFYaaPkne17SpMIj4QOLxytPppgZ46SY4TgeKCCZud5puhQ+EEKZ5eHydhtI7mW9xieAEAAg52ZZj0R7vIN+v3vrgwE+uGok58WluPlA8NAXQkL4M9nKNlJNsebFUTE2pu3QjkUCCbPcM5/PZJ8j5TS4m/NNRa+BDnuoI4RyU0e8e0pbrNPUFuvIb4l33P5ux+aNfzvw4PXbe/e69M6GJp/ORPdyl8HO0hSruTiH5E8Hpw7jtEHX5d3avYs80XNj5eHy1Gz0eyJuzvsnB+v6jJ11dqqaAkciB5Z1JFufi4uxeYO1pynmMEEQHR7O1zmeORFC6FSHBXOEAEBWpQIYxYewuBgzRYUwnYVIOY+l2SdP9FxUiJTJinTjaPo1suZtFEmnR58MIYQyRWNP9qyqKWxSTnzxZG2ORA5eWRve90X/ON7BPhQDZdBthuVE05MOVG3s3OnROwdCKDOMtOkhkqDGtAXWGIg6jZspxFMNz/65O9l9yWhOTkgJJ0ey7ZkONUrk/sCB28NCOKOdLs5beOgTpWfijesIoZzw9/0Pzv33wUdvSMnpph29ey99rP6Fdx88/MT3NnVtW96R6MYtmlBWRMX4rhpXFZ+W+YA/FWQ4hmtLiqmTfhfe5z806PPLChaqMIluAJvqmPVcmaXqjDxj0TsUQUkxKXJGe7L59qgYPm7VnjxjQdM0x+yvwCR6/Qih0SMm6f9y0SlZ6ENoEJSqqRRJkCOa9WFlbady0eGEd2PaDY5WALh3JJ2JilDJUoamMadCCKHMGXLpWFEVT2+IHqmcYp826O8vSRXnR8TQd0RVXJiSEvdLmsSomkqzJBsot07ZDx9+Afane4raks2/0TRNg4++FBNQYi77dp6pMKN3lSuaarGxlhQvC6yoSh/7LOjmHN1BPlKQyfEmMitjae9O+m0AENA7C0Jo7PKMRS9JqvS7mBT5frbHMpDc8yRBbvrwIUERtJTtMceAgCEuyP5l3z9+1BJrPelNYicjq7KTodhDoz0/k3b17bnicOjonEz36+JcjwFe2EYI5YCt3bvI5lj7v2a4qr8SFxNrDofqfxYRomV650KTnz8dTB0O1lt4mV8QSUf6JFXuaom1u2Z6pgbhBO+Rc70zFX8q5PWaXP5xjjvubKy9TlO126yM7f76WO2CsBC6hiZoDgCusbPOCb91D0IITXRYMEcIAGiS6dA7w2Qkq9KFNMm8MJy2WCxHCOUaVVNtQ7WRVLEqJSfPBoC/Dzx+OLz/9KSc+Jmg8MsBAOJS9Ka4FL2p/3kCCAjwfRssjO0H0xyzNvr53ktScvLTx/bfy3fbzIzlKgtjy9jKGzfMuPSuhJj8+6stGxZ0J/vOIwjCqGrqVIfBVl9kyfv9jp79fxVVuSjMR4tFVTrpLPvJiAACpjor3iuy5D22qmjRE6uLFmV2CiJCSFc+Y+FdgsJfJKj8rGyOQxLkxgprze+yOcZYvNr20mcTUvx8WZXzVE2dYqAMb1fYKv+y0LtkW1yMsZ3JjiqfMb/exbmkfxy45+bGaNOPtTHUghmKWdaZ6Pp5ibVY92XZDZRh9lhey2DcnKttir3yDxntFCGERmlL964rRUUsWZI/f39Psu+1Q6GjWCxH40JRFY+iyu4tvbv+vtA35yIzZf3qbG/NT4c6T9M0BwAMu2C+tXsX+eEM9AnHzjn286n01fPdS187EjlgCouhS92cbykAbNA7G0IIneqwYD4JRMUIxZAMaaLNuTxrAQ0iyPtnujlvTsy0yIbhFssRQihHDWvVEUkVFw183JvuMvBK+oa0kjrhHq8aaJBWUqfRJP211kTTJl5JXzRYu6gYvqAuWrvRzjpvrbJN3TKy+IOrcZbLANCzIG/mKwDwynEN5l5zGgDAN9f/8hf7Ake+m4kxJ5JVhQufvnHWFTcWW/OjemdBCGUeS7KCgeLuE1T+99kchwAiZ5dg39KzaaU/3XtnSk6V9h+LS3BNkA9ccyR8uEXW5Ly0nDKaaXPITNverY80XqBoypjWzGuKNleCBg8tK1gy9hcwRnXhugMJKZHRNQDzTL5npjiqkpnsEyGERmNT53ZTc6zth0baqEiK9PN32jct1TsTOnX0pvxn7wsevq0p2lYiKNJPl+cvSHTEu94othZ+4mTn+czu+pGMM1GL5f0ENV1n1qzTisylF7Mkt5wmqS0wjBV/hiMlJ5n+GsHAnxFCCA0NC+aTgJ11KACg6J0DnVhUDDvtrPO4GWocxeGsaoQQylHD3aZD1uS1Ax8H+L47EnL8huGcG5dil3m5vM+n5OS6E7VJyomFsio/Y2Pss7zG/OBw+s2ESnvJP9rj3VeEhOiU8RpzPLEko9EkpaRk/qPPw2XWwo5PlK3CYjlCk5yddb4Zk6KQzdWzCYLIqWU1t/a+X9qRaP+lrEolMTG2Wh1kdyUNNIhLsfL+x0k56SIIcrmUodVGym2lbZnoZ6zcRncXAQRkcpa5y+B6PWOdIYTQGGzs2naLPx2cYWUtym92/f2bioaXC9H44RXB8Fbbhi+6OWdyR++eqxwGW9Bn8tRN5Bnh2VBqqdTaEk2imbK8oIL8pKIB0Rlpf9ht8X6Bo7njtv9MyymLkTYlhtP3wAI5FssRmhwIIjf3+56MSL0DIHQqGKxYDgBgZqwZW2IXIYRQZg13Np2iKq6mWN2qzmTbjP3BXTcLsnDdSMYJC6Fbh7poL6h8fne685cj6Xesbpn3mTYTY+wdzzGzjSKoj37+wZIvHy6y5IUGPp+U01630XnTcScihCYVjjIGKYIa1k1Ro0fw2e1/+PzpProt3nJ/gPdfHREjgxbLTyQpJQqLLYWhoVsOTVDEnPjuM9VRs9XFuSKZ6s9Mm1I1jinbMtUfQgiNRYWtdD8AQFxMUFgsR3rgFYHpTPY4AADebFvvfrrhlWdtrBWrPccotVRqAKTs4fJUp8GtOM2uzyXk6KCfH4dbLEcIITQ2OMMcIZTTklKCYkhmHUsZcNYGQmjcBPnAOlVThzWjTtYke0eydWP/CmpGytQ1krHCYnBY++jGxMhNDdEjr06xT3t2JP2PhZE2BMZrrGxZnDen9saZl1vWd25vWZ4/v7c90W19o/V9LiRE/dNcVUfzzd5OF+doV1SFmuWumUsC/EPvzAih7IpL0V8pmpzV78IE5M4M8519274fEkJnjOZcDTRwGKydHQlwjTWHmTHPB4DHxtrPWOWb86Qax5Q/busN36lqY5/sZmNtW+d65wx6gzRCCI03E2MctxWpEBqKiTamVhQsfG2Guwbv3hiE2+j532xwxiyaGLOecRBC6JSHBXOEkG4kVZzBkGztydpQBOVMpdOFrMUwXrEQQgg6ks338Uq6aGRnfTBLXNPUrCx7poFG9PLdj8ma9CUjbb6/zFKZvbWEP7TAN/OPTdGOiybq7BQ7a9W+POfqzpiUeHmhb1Ypxxh+eHb56tTZ5atPtD/cC+OdESE0/hJS/EC2xyAI/WeYHwzu83Wnuu9sT7Z/cSz9sCQ95uK/keK0Ga7pfxhrP5nyqZor7qqPNN4e4AOWsfbl5JxvZyITQghlws7evdfonQGhfoXmvLZCUx53MHCEmeWZJgEAURusI8dSQK8N1lFYgEcIIZQNuCQ7QjkuLkUt/mTPCr1zZMNQxXIAAI42BhwWx/0AAGEhOCn30UUI5R6SoMTRnksQVCSDUT5G1RTWz/fdGxXD93Sl2kuyNU6/CnvJdhtrmZD7eS/wzWw8t/y0fzbF2t+d6a6+e55v+jcr7SX9+8Fl/WYDhFDu4ijjmIukQyGB1LVgvse/6+ymWOOfG2P1X1KHucXIiWigjXkZVStrq6u0l+fSNh+a1+jePdZOOMogzHbPfCUTgRBCKBOSUrpc7wwI9aNIqjmQDIXKbSUEAEBHopsO85Ex9YnFcoQQQtmCM8wRynFWxp6wMvbNeufIBU6Du0HvDAihU0OBsejLkir+MyHFy0d6LkkQWZlh/j8aRMXwjSk5eVZECH9jhnPO09kaaV3pivTDh5/rCgtRe7bGyDSaoOCTlWtfOr9i7RsV9uI/650HIZR7RFVoyfYYJKFfwXxfYM/39gf3/DCtpLlM9MdQlIcmaZDV0W/77uQcuyGHblbqSnQZSIIa8/v16sKVh1YULNubgUgIITRmv9r5lxuDfOgcvXMg1M/GWGccjTU9LRHKgyuLFv+hI96lrixaomzt3kUuK1g49n1REEJokiMAgIQx37+MhglnmCM0CcTFqDPGRxx650AIoclCAbVLUHjvaM4lgMxIgWIokiqWxqTIb+qjh9dA9j7Tafkm7339DyyMSXIabD1ZGmtUCCCAowzKkvw5L55etOQfSwvmba52VBAsSb+ldzaEUG4igEgN3WpsSILSpWDeEmsq2hPY+aNMFcsBAJJyoqzAlBcaSx8XVpxf5U8HrJnKNFZG2lTUHGsZ1b7uAzXHWl/PRB6EEBqrv+9/cPGRUOPdgiKOy3cRhIZjR9/est50wGhnrcsBAJYVLFQAAAiCIACwAoQQQii34AxzhCYBTdMYjjEm9c6BEEKTBUuyRkmVzCM9jwBSUUH1ZCPTYCRVrOhNd70bEUONLMk+7DJ4XpJUCSptNbsyNYbP5HprqrPivyRBhk4vXvLXQrOv9z9HXrz7SLjpM5kaYyy+MvcznaW2wth834yL1ndsJ5wGu7U3FfhekTX/qN7ZEEK5SdGUmmyPQRG0LgXzpljDUl7hDZnsUwMNiqy+zvZEp2s05xNAwK6+PbYaZ7XgNY7bW+RJKZoS1cY44d3NuRIzXdMfyEwihBAam+Zo2528wo/4+wtC2barb1/NQt/svrpw08+dnP2nXqNbcBocObPqDEIIIdQPC+YITQI2g6NP7wwIITSZcJRxn5EypdNKyjic9iSQkpE21Wqg5qWVZH628w2kgQa8kq7ilfSdMSl6JwGkEhXD97o5749KLZVj3i/2mwtv3AsAVw88trl7z2N6F8wtjCm1tGDen2qc5T+Z7p7CAwBMdVRYRFVKz/FO/bae2RBCuU4Tsj0CQ9JZH2MwCTm5Nhv9Kpo8qmI5wAfvU23x9p0XV10gZjLTWDREG4t5mR/TzLZya9njZ5SsqctUJoQQGq0n618qDguRM/XOgdCJPN/0+jKP0bVkZcHijrUlK/9e46xUAQBqg3UU7kmOEEIoV+CS7AghhBBCxyBg+EvEWWjbXgPFhVNKcm5aSY9rsXwwGqhUQo5/oSvZvvto5ODp2RjjrNKVb7k5RzAbfQ8HQzJw6ZRP/HJFwfzv9xfLAQDyLd54qa0wZwoyCKHcZKatL5JAZu13BQEEMKQhkq3+TzTs+q53fhsRQtdno/OkHC+qsJWNaksOD+epn+OZ/d1MZxoLWZU1mqRHvXeqiTbJKwqWPZXJTAghNFp14YbzElIqo6uLIJRJvSk/fSh4lH299b2pA49jsRwhhIZAEEBM0n9yERbMEUIIIYSOoYGmEQQx5HK6NtZxICEn5vFq2jceuUZC0qTCoBB44mBoz9e7U53Dmik/XG3xrqoQH3Vnss/hchhsypriJb+5bsYlP5/iKMPVkhBCI+bmfIcZkm3LVv8EQaom2hzNVv+DDflu51u3HgnXfjMlp7K2TzhJkCNePtXCmGMz3NNuWVO8uiMbmUZrVeGKffM8c34+2vOLLIU7pjiqXstkJoQQGi0TbYrrnQGhYZoLuHc5QgihHIUFc4QQQgihYxhpk0gCOWQxRVPVAoLI3e3XFE32hcXgH9oSTftqw/s/F+D7MrJ5bEe8xzHWvV9HY65nWsPX5l1/57cXf+EOANCKLHk4mxwhNCpG2vzbbPVNamT6QHBv1jfr3h/cW/VEw3/ue6Tugbq6yJG7s/17WVTkYRfjnQZH9xR71V/XFq9ZcvmUS97MZq7RKreVvUGM4po9AQRMc9Y8m4VICCE0Is3RNnpf36GK5QULH883eZv0zoPQUFrjHWvuOfDIS83RNhoAoDnaZnyw9omv6p0LIYQQAsA9zBFCCCGEBsXRxqcTcnzOydpooPVqmubJ1aWE+omqUB0U+u6NiqFEb7rr9waKe22KbdpWgNFVV5pi7VOHbpU5BBDw5TlX9+Sbvd9eXjj/mfEcGyE0OZlpy7sxMSypoDKZ7lvRVHF/cN8bISH0hdMLz9iY6f77xcVYTUgIfjZb/Q/ipO8ZDMmoeSbfO3km31MLffMfneWemRivYKOxqnDF+9t6dhxpS7RPG+45FEHBeeXnHFlXsvZ32cyGEELDQRHUKoZiNs71zVTXd24lelJ+vSMhNKRdfQdWXz3tUgoA5N5UQAaAQr0zIYQQQgBYMEcIIYQQGpSVsa0PC0FF0RTqRG0UTaE40hQVtLR9PLONlqzJlpAQ+BFJUD+IipE38o2Fnykyl454L3KKoE74Z5JpJEGCgWLBQBv2YbEcIZQpNMk00iTjF1Uh4xdpVU0R4lJsWl+69+7GaP2iKnv1qPfKPpnOZMeV2ej3RE50b5idtfvzTL5HprumPXhmyZp945lpjLSFvvlf8Zl8v9vZt2vuiRoZKINkZ227bKyNXuxbuL/YWvRjAMjKv1OEEBoJXuHN/XtAR4XYdgCo0DkSQkOyGazG3X0H5qRlvmdj57Y/ujjHo3pnQgihXEbgQuHjBgvmCCGEEEKDcBo8B3vT3ZGUnDzhXt0kSaVScmJCFMsHUjWFTMmJc/r4nntYynCVl8uTRnJ+iI8szFa2gaY5K+Vfr/42NEZbAwkpdcN4jIkQOjVIqrggG8VyAABVU2UAgBAfnB/kg5+qslf/Z6hz9vh3FXcmO36fkpOufFPBe0Xm4l+crNDeEmtyJaT4FZnMfTIcZUw2JBs/tiS7hbGEL6684BkDxX5nrndOYLyyZNI059T1Ffby25NSchqv8J9oibVe0L+0PUuyUpm15L5prql/XldyxiGdoyKE0HEMlGFT/8/ltuL3mmNtV+mZB6HhaI930s83vvbsacXLn9BA671twRfwpmiEEEI5AQvmCCGEEEKD6E51fOtkxXIAAEKb2Ld5pqTERUkpsczL5Y1oyWACiDll1sK+SnuJsKV7byGvCFmZcb6meGmwI9EjxsTk91cWLujJxhgIoVOTgeT2sCQbFFXxpL/nR0PRFBEAQAMNetPdnweAIQvmbYnWX3WnOq8AAIgI4TPTcmq2z5h3XVyKQ6G5SDi2/aHwwYtFVTRnOvuJMCTTJapidf/jfFPejgW++Z9dkr9oQheS8815MgC89cXZN70FAH974PAj/2iPd5zJkHT3FEfVLy6fcskremdECKHBPHb0+c99aupF973ZtmHVWaWnvT/LPa3j3Y7NesdCaFhKLIVcmI+sWVW4ZK3eWRBCCKF+WDBHCCGEEBpEWk4tGKoNr6SLDYQhLGiCczwyZZrL4PljubVq09AtP+7muRfSCSluBELxzfVVt/xx9yPlWYgH99c+nbfIN+snP1nxtYez0T9C6NRFAFEka4orG33LmiL3/xwTY9Vt8RZ3qbX8hNtfNETr8mNi5KMLxiqo0BxvujIshD9hok0HzYzlgRnOWS+1xpsXRaVogaRIZj/f9+1sZB/ISBnrKZKOJqT4Ik2DZP9xr9GTWpK/+EvrStZO6GL5INQbpn/mC3qHQAih4YiKsUUAcF9brPNXzze+ftcMZ/WWKnv5wcZoyyy9syE0FDNrakxJ/OPnlK+N6p0FIYQQ6ocFc4QQQgihQZAEdRQAzjpZG1mTPRxl3CsoE7NgbmIsr/1/e/cdJtdV33/8e26Z3rb31a56lyXbcsXdjhsYsGN6TygJ+VETIJAAARICCRBK6KaFZsAGjAvgAsa9ypas3sv2On3mtt8fWEaWVVbS7txdzfulRw/ae8899zP2gzW7nzn3iDz77NljoJS7TWnuahEltaFIzNQMsVz76Bceoyu7zs+d23bag5M+MYCqFzLCuwJa4P6iUzh3sud2POe5bS4yVrpty/jmazrjXTccbvxAof+MvJ1vOfj4WHk0NVYePVdEzt2V2eHZrq3cCm2dHdLDe7sTc65sjrT2rBt56nMl214qIhIxIs6pjav+NCcxe3ywMBRoCNeXKxIIAPA8zZFGV0RkV2bPE0W7dFlNIOl1xFvvoDDHTNCV6FxsaPqA3zkAYCZQSvkdoWrM6MeIAgAATJWYEX98IuMcccypzjIVagK1XwrpoXuP51pX3Of2bXdUvv6yWWc9NXnJ/mJ3pieg+IAngCliKHPrVMzrus7zWm3btZKHGztYGDD68r3v947y2aWyW65YWS4ikgqmvnpe64Vb56cW5F8++/q3X9h28QWJQLyQt/P6QH5g00hp5LqGcL119JkAAFMhYUa3bRnb8fVZifb+M5pWzupKdfxpKDNyut+5gIn4xdZb+wt28Va/cwAAcCAKcwAAUHFFu1BbsPP1fuc4kqgZ3aaJdtTV1wEtOCX7d08lXelWfaj5803h1hfsizsRmmiDB369qml2R8yMHtdcR3JJ59nj64a3XDXZ8wKAiIhSU/PtsO05zv4/h/RQX9SM3XyocX/Yd9f5f9h317qBQv+kr3I/ETEz/ujC1OIvHnjs6eG1izLlbFhEZO3wM+/cndmzUo7jCSUAgEmi1Jq+3MDlq5tW/vyJ/rWhvuxAcm+x9xS/YwETMSc56+tXdF006ncOAAAORGEOAJixMlaalaczVMgIj4SNyJDfOY7EE890xT3qc49cz52BhblRCOrB/uO5drQ0HCm75TMPPFZ2JJO1csHJSfcXn3382/WLauesn+x5AUBEpCnU8raAFuyZ7Hkd135uKXhTuPnfz205f+fBYx4ffKRld3bXD4ZLQwsm+/4nqiXS+omFNYuzBx4LasHhgB6wRUQs19K2jW/nMaoA4CNNaY/25PpHQ3pwxcaxrbGfbb3lybHS+GGfaAJMF0qU1Idrn/Q7BwAAB6MwBwDMWHEzMfmbJgPP8jxvQgVwySmGdGXmpzrPZFJKFWzXChzPtT35Pa+xPXv2gcdM3ZiSD6/EzagXD0QfmYq5AcByyysMzYxM9ryO5z5XmHsixYPP37rr1+9dP/LM7Xk71zHZ954MTeHmXQcfm5uakxOR5z4gFjbC2ysaCgDwPOe3n5V1Pfcjv9x2x5d7C/3n7c32NvmdCZiI2lBq7JT6JX/wOwcAAAdjZR4AAMAhFJz84omMK7uljpiRWJtzrGVTnWkyKFGSNFNfagg3jx3LdX35npqsnX7tWHn0c67nPO89pGnYrd3JjtyO8T3Rycw6Xs6o3+++/6q5qVmU5gAmXdSMPz5UGtglIqnJnNfx/vJ5vryde8uPt/zgnzSlPe16TquujIGslTm37JZrJ/Oek2lPbveHltYtf9WBx9YMPfqVUxsXP1N2rbKIklMbVvsVDwDwrFcteOmt7/7jv+wQkWm91RVwoNPUgsdPaVzK4gcAmAAlf/45HiqDFeYAgIrLWZn4zsy2D/udAziSsB45amEe0aP7okb8CaXUjPkQYtSIPdAcafuvY7kmXR6L7cvv+llvfu8XDy7LRUSCUjO0a3zvpJbl++XKhYv2ZvpmTcXcAKqeq5R2/2RP6nh/2c5jqDh4xnh5bO5oaeTl4+XxM0dKwy+ZzmW5iEhfrufiP+y7a8mBx8bKo6vGrNGleSe7yhVrQdAwfuxXPgDAc7yIEbnT7xDARDWG6jJ1jU2P/Wnfw//odxYAAA42Y364CwA4eZScUqk2WPdFv3MARzJQ6D3qSg2lVH/eya6qRJ7JYnt2YHt6y8dcceo10QZjZuKeeclFd4qId/DYDWNrL4gY0WFTmZG8nbv4UPNtHR7e+LPNP5nvvvDySTFaGq8XkSUi8oJHBAPAidJF3zrZc9quPaOXAJTcUsPOzI7f3LT9xv8L6eF1SsSzXadl//m4mbhlbnJ+n58ZAQB/1hptemBHerffMYAJmZXs2LWoZeGXh0sjp/mdBQCAg1GYAzgcTUTco44CjkNtqL4sImW/cwBHEg8k/zBaHnnJkcZoSpuSVdVTqegUThMpPPcDiqyd+dBYeeRBEckH9dB9qUDNl9Ll8Q/WBOu+P1Yavm2kNOSZmrnpwDmUaE6m6O5+enCb3L3n4YWO50xZ3rJjlbeP73lbe7z5tim7CYCqlQzUfLfg5P6u7JbmTtacrufM+Ce5FZ1CV7FQ+MihzrVG235U6TwAgEM7q+W0px/qe0Km8v04MBkW1sz15ia7Zu9L91w3Yo3zwTsAwLRDYQ7gBbJWOu6J/FXcTPzc7ywA4BdDmUcsT5QocTynvVJ5plLRKZz17P9enLdz77DccmPWzrzB9uywiEjJcVYeOP73O57e+nDv0/Ntz5nyVZSmbkQt28pN9X0AVKeYGR8NlcM/KLulj0/WnI7rnrTfZ8fN+L65yfm3+50DAPBnQT2gYmZUxstpv6MARzRUGFE3bbkt8g/L3vSq82edfabfeQBgZlCiqRn9ALMZZcZ/8h3A5IuZiczBZXm6PHbS/uAPAA5luDRw/pHO60ovlt3SjFthfjSWW2589n8bDj7nOGrk6f6ezY/0rZ1bibJcRGTb2O625ljDU5W4F4DqFDPiXzO1wM7Jms8VV5+suaYbUwv8sSHcaPudAwDwZz/bcstrKMsxEwwVR6Q10mR7BbVGDrEdGAAAfqMwBzAhiUCKH4wBqDbxI52MGLGNVfXoQ9cY+9mmPw3fvPWu+ZZrV6wMCuhmwNTN31fqfgCqTypYNxDRo/978HHLsXenS7lnjnU+x3XMyUk2/YSM8Fq/MwAA/sJy7Vq/MwATpXSVrWuo+Xu/cwAAcCgU5gAAAIfgeTJwuHMhLbSr5BQ7K5nHT56n53+44a7cptEd8yp97+vmXT5UF0ruqvR9AVSXtuiszybNmk88d8ATZ1d6t1o/8kxH5hhLc9dzA5MecBoIasFsa6T1Fr9zAEC12zK2I7T/z3NT3T8L6oGyn3mAiSq5Viygm9f4nQMAgEOhMAcAAHghpWv6YQuPsBEJlr1SVazm8Dxx79+zYddoMR06+ujJt6pxSa4uXDPsx70BVJe26Kx/TZipr4mIuJ7sGygONJfdUmKoODShx4ZqnjGWKWXXFd1CzdQm9Ud9uPE3pzWeccwr7gEAk6tYKqfu3nVfUkTkzUte+XBzpPEuvzMBE6FE7mqLtfzC7xwAMJOok/TXdERhDgAAcJCCna8t2PnZhzqnREnJLRmVzuSX8WJ51z17H100XByrq/S960M1g7/adudnK31fANWrLtj4D7bjfeeBvvs7bdcyRUQsx4p7rhzxgzueK/33990XeXLoyaUlp3TELT0qKaAF7JZI2zOLapb8S22w7onjnSduxrc1hBo+PZnZAADHJxQwh0Na6LntP0zdfMjPPMBE1QZr1vidAQCAw6maH/YCAABM1L7c7vcUnULsUOc88UQT3ap0Jj8oT899Z91v4q7nVvzebbGmrZfPetH1r1r44icrfnMAVStsROx5yQVv2zi64a9GSsOtIiJ9hd5Zo+XR8YgR6emKd43GzFhN2S3nx8vjmUQgkQiogPHwwMNtlmtNm++vlSipDzXsagw3felFrRf8t4jIE4OP3tiTi968N7d78bHMtar+tC0hPfyy5fWnsLocAKaBocKIZErZ555+EjUix/TfdcAPXYmOdFei/cd+5wAA4HCmzTf0AAAA04UnXutRhlS+Qa4wz/Pk6YFd29Pl3LJK3zsZiKcv6jjzdZTlAPwQNiJWU6T5I2Pl0Rv2f2Co5BSTJaeYHC2NPO/vB1Mzy4Yy0pZbnlbfW8+Kd/9+deNZV9WGap/7gNeqhtM3R4z1lxedwo+HioPnHG2OkB4qzU8t/GB3Ys6XG8KN9tQmBgBM1Fmtp9m2a+v7v44Hot/RlfYKx4cPuQITEdJDuZZo08tetfBlT/mdxQ9lp3RBQA/+we8cAIAj45HsJy+1Y2z7RX6HAABgJgrrkYcMZaQPdS5qxJ4u2vn6SmeqtJ50esPNW++peFkuInJa09LPv2Hxy3m0JADfnN960XcbQk27jzbOcq1AwSlMq78TEoFkb0Oo4V0HluX7LaxZvKc7Mef1YT08cqQ5DGU4nbGufzq7+UVfoCwHgGnHMzRjYP8X18y5/O5EIF70MxBwOEqUzK+Z/dn/d8pb7vY7i18MzXzY7wwAZi6l1En5ezqiMD95ed2p2VX7RgQAgBPRHpv1jcZwy+cPdU6JZjvKCVY6UyV5nieP9G305d7tseZtV3Sd/zlfbg4Af+FFjPCv/Q5xrHSl2x3Rzvef2rh6w+HGeJ6XFKWcI83TnZjzbxe1X/rFyU8IAJhsQT2gOZ7Dz3gxLbXGmve+delrP+V3Dj9pSiv4nQEAcHS8mQIAADhI3spFYmbiIZEXfuKx5Ba6dGVkfYhVMRuH+p9+emjzIj/uPTc165unNC465Op+AKikmmDdjPoAcn2o4clFNUuveVHrBT863Jj1I+tSe7K7PlWw8w2HG9Maabv54vbLPjE1KQEAk+2HG296caacC/idAziU1mjTF+rCNTytBgAw7VGYAwAAHCRiRvNBPbg2oAX2HXzOcq3akBba6keuSlg3sHfNr7fdO9ePeycCseLZrSsPW/QAQCV1JbofDunhst85Jqpg55tmJ+bcdaQxvfmeN/cX+q443Pn6UIO1oGbRx0XEm/SAAICpoHqyfVd5/Gcb01BbrOXBy2dd+AW/cwAAMBEU5gAAAIdgaoFQUA/qhzrnKXErnaciXGU90LO2VlMqEtKmdpHKX8+7YvzgYw3h2scv6jhrz5TeGAAmqDHc1BMPJB7yO8dE5exc6/rRda8+3PkH++47a6g4+NdHmiNmxn+wILXo6clPBwCYCmOldKDgFC/yOwdwsKgZGV+Qmv2BxXXzj7gNDAAA04XhdwBMnaHCULQ+XJ/zOwcAADNR0SmcVXJK4UOdc1x7lvJ08Y68BeyMYzuhbYlAouuT5/zDDkNTsdt3PDT+k023Tclq85Hi+NaLOs4M37Pn4cXN0frNQ4WxOREzvGYq7gUAxytqRB8aFDnP7xwTlS6P/4OIfE/kzx/semzgkXm7szs/V3SKc/NWbp7t2Yf8IJiISDKQ2rC0dtk/CKvLAWDG6M8PNmbLuXa/cwAHW1w7/6t/u+y1f/I7BwDMZEpEFOueK4Z/0icxynIAAI6b1pvf+z9lt5R8wQmlW0EtuO9kK8vjRmrv/Jq2hg+tfn1A17xuT9yGK7rOaH/L0pdvnIr73dfz2IoLO8588Jo5F//ne1e9+Tc1ocRAXSj5zFTcCwCOV2O48Q5DGTOmQE6X0wt+v+eOf9z/dX+h9x8HCv1Xp8vjC49UlitR0hpt+3R7rDNfmaQAgMnweP/Ti4pOiZ/vYlrpSnTc+vpFf/0pv3MAAHAseEN1EuvN9Uzts1QBADh5uWWnnD3UiaAW3JK2x5dXOtBUqw3VDnrKqzvwo6ue8kIvals+75Nnv3PSi+ywESpFjchX3nnK6z5409bfPu24TvSUhsW/n+z7AMCJWNVw+j31oYZ7/M4xUUWnENmT3fUvd+y+9R/Xj6y7bLAweO1ErmuOtP76/NaLvj/V+QAAk2ukONrodwbgQKlgYs9FHee+vj5ce8jvpwEAmK4ozE9iLdHWst8ZAACYqQzNWHvIE0rZFY5SEenyWPMhTyjR2xP1Sz5yxtvWiojUBpPWZNyvJphc2xJtqBcRcTyvYVai9edXz75w62TMDQCTqSHcOKOK5LJbju7MbP/Mvb33/LboFGqPNj5mxnq7E7PfXYFoAIBJZuomT5fEtNIea/nSpZ3njfidAwCAY0VhDgAAcAgRI3rLoY5rooxKZ6mEoB4+4mN456Raa9pjzenPnPfuXS+bc9GmE71fa6xhbUOk9s4fbvj1yzeP7vj46uYVXzrROQFgKsxNzv9pXbB+nd85poKhDLcrPvv9y+tO2eF3FgDAsTu3dfUjAc30OwYgIiKGZsicZBfvKQBg0ihR6uT8PR1RmAMAABxCbbD+fl0Zz3tai6Z0L6RH4n5lmkq2Zx9x5bhSXvunznmHMnQ195q557UsrZvXf7z30pUuC2pmP7B2aFPj3Xse+t+5qc5fXjfv8jXHOx8ATKWmSHOxIdz4TSXT85v646VEycKaJV8+t+X8H/mdBQBwfJbULeiLmJGC3zkAEZEFNXO+8soFL/2F3zkAADgeFOYnuU2jG/l3DADAcagLNayLmfF7Dzzmea4qOLmjPt52Jgrr4eLRxnjK+/OHBZQk3n/aa83/Pv99a1c2LEofy33mJDvXv+/UN7/m1MalN7meNzQ3NWv9ZZ3nvvv4UgNAZVzQdvGXGsNNj/idY7IYynC7E3O+1RJpeY/fWQAAJ8Q1lL7P7xBAbTC17sL2cz4uIp7fWQAAOB4n5SNF8RcLaha6fmcAAGCmipuJn42XRy/Z/7UnnujKGBSRqI+xpobnKhF94uOVV1sXjte+69RXiOPKzo8+8LXavdm+xNEuu7jzrL7LZp37o1u23z2r7Fi3t8ea3n9R51mDJxIdACrAa4t2vHu8PHZn0SlG/A5zIhJmIjsnOe89ZzSd/S2/swAATpgXNALPiMhcv4NUgq50SQRiI5rSRnVN79NEG/fEC3meF1NKZdtizT90XDe+bXznh7JWrsnvvNUiakZGFtcteOc5radP+fd1e9L7OtKlrLmkYcH2qb4XAKC6UJgDAAAcRkOo6cejpeF/zdnZtv3HHNe2/cw0VdwTePKQrknXP53++rWfefS7XXuzA4d9ZH1DuLbUHmu+5+G+p1aNFsffUXRKH3vrslc+eLz3BYBKWt105oP9hd5f7svtfbXfWY5XKlizZ1X9aW+an1p4l99ZAACTI6gHR/zOMJViZnSgMVL/re5E513L6hduO6N51R4ROeICoR9s+NmvH+lb84uh4sjKCsWsWgEtUFrVsOxdf7fijX+sxP06Em17KnEfAJgutJNsa7DpjMIcAADgMOKBZCYRqHnqwMI87+TmRo3YZsstd1ieFfYz32QK6eGwK8f/WYBEMLLsE+f8Xf+udP/2/3rsu8uyVuEFBbzl2iqomZc82Lfm7IW1s990Sec5x70POgD4IWJEHhKRGVmYR43o8KLU4rdTlgPAyWFftq9mvJSOX9Z5/tk/3vRLGS8f005J05qudKkP1zxSF6q98dTG5d+/svviY1q5/LpFf73D8+Rlz4xsejCkB3fbnvNMf27wmpydr5uqzNUoZkb7V9QvfuffrXjjz/3OAgDAiaIwBwAAOALPczeJyJUHHtNEj5xMZbmIiO2V0po6hkeyH4JS0tSVbGr67Hnv3fSOuz614ODz46VMIBaIzpuX6lpNWQ5gJgrp4QG/MxyPsB4uLqhZ/L4V9atu8zsLAGBytMWax7Ll7CU3brllwclQlsfNaDYZTNwSM6MPz0t1/+HVC1/+1InM9/rFf71rsDDc3RCus0TEvXHzr3+0YWTLf69sXFbemd6Te7D3sQsmJ3n1Oqf19Pe8cfErKMsBACcFCnMAAIAjqAs1fGmsPHJ90Sk8t8o8a6fbokZsfc7JLvYz22TKW4VULBCblLnCprng+nmXbb1xy++et5eioemyZnDD616x4Kp9k3IjAKgwTWl5vzMcq5Aezq2oX/nhU+pP/Z7fWQAAk8q7ZfvvrxopjvqdY0IiRnisJdr4ja5E528t1zL784NLRZRjakY2FUz0nNa04r4zmldNavPfEK4r7f/z9fNfcte+TN+ZY6XxC1fWL+neNrZz8UBhqPF451aixBNvcoLOQK3R5icW1c672e8cAABMFgpzAACAI6gLNezoye9Ze2Bh7omnSm6xxVTBkuWVgn7mmzRKypM53ZWzz04mgokNP9r4m0V5uygiIs3Rhu2vWHDV3ZN5HwCopLSVrvU7w7GIGrHcyvpT37e0bvnX/c4CAJhcO9N7zh0sDp/rd46jiZvR8ZpQ6raldQv/5XWLrtt2wKnfVjLHQH64rmAXaurCNU+tG96YuLDj7E/etuPuj2Ws7HH93X5++1kjf9j7wIx6XzAZDM3wZsXbv7ukbv7nz2heVfQ7DwCc1JSIUuxhXikU5gAAAEcR1ILZg49ZrlWTMCNbLbs091DXzDTDxcGFcTM56olTMykTKmk4t31pw+nNiza/7c5PzP/zIdU7KXMDQIVtGtt4WsHOnz9SHH6D31kmQomSxnDzU8vrVnxyTnIej0oFgJPQuuGNn+rLDcz2O8fh1ARTm5qjDd88t3X1Ny/qONf3Z8YPFYbHFtfNHxYR0ZT26ycG1n7a9uzo8cwVNkJeQDPvE5GXTGrIae6dK97UIyI3LK9b/Pl4MDbidx4AACYThTkAAMBRFJ3iIT85X3DyNaYybcuzZvx7Kldc0ZW2x/YmqTB/1gP71lj7/xwzIzsnc24AqJR0efylTw499mHXc/2OMiELaxbft7hm6YUN4Ubb7ywAgMnXlxsI3LL996vKrjWtlp3Vh2rXB/TAE/FA7OlVjcu++ZLZl435nWm/xXXznf1/3pnec8bPt/zm7QW7GDjWeSJGOL2odv49a4c3JiY34fTVnegYOb/97M9HzehnTmlYMqlPJgMAYLqY8T/cBQAAmEpjpZH5judccahznicRpWRmtCdH0RRq/Z2IpCZzzr7s6JrvbbjllP1fdyfb75nM+QGgUmbHZ99ZH6p/02/33Nbqd5YjCWjB4tzkvK+trD/1g/FAgrIcAE5St2z/3Xnpcibmd479NKXJ4tr5H72449xPntly6rT//igZTJSu7L5oz+P9T0e2p3e3TPS6+lDtzjNbTn1/fbhml+PZ3+rN9U9lzGnhHcveMDg7OeuT7fGWL/qdBQCAqaT5HQAAAGA6SwVrt+hK33aoc7ZnhcN6ZEfMiK+vdK7JFtADo7ZnrZ7MOXVN8/b/eUndvD+9fO5l35/M+QGgUurCDX/oye37H79zHEljuGnD8rpTXnZe64XviQcSJb/zAACmxvrhzXpPbuB9fuc4UFe8/fsfXv2uf5sJZbmIyIKaOQ8urJm34PKui3480WtCerB0fvtZf3du6+o7H+x9/O41g8+smMqM08HSugU744HoP1OWAwCqAYU5AADAkXkhI3zX4U6OW2MLPM+b8cVEUA9O+h50taFESkRkVrxt/aWd57x2VqLNOsolADBtLatdcUN7tPN+v3McLKSH8nMS8762rHbFGac1rr7D7zwAgCmh3bPngSUP9T5h/njzL/934+iWy/0OtF99qHbHi9rO/H9+5zhWi+vmOw/3PfHURMbqSpeVjUs/dN28q2+3XXvenkxPfKrz+ekV868pf+68j2UbwvXvXdm47Ft+5wGAaqVERJ2kv6YjHskOAACmhf58z6lNkdbHD3c+a2XeZrnlX9QE64YqmUtEJKJH9x3pvCeed6TzM4HlWgVNTe4bVkNpta9eeNUjIT381qtnX7h7UicHgApLBJNDrdG2b+7N7T7HrwxxM7HZ0Iy1nuct9cSLx83ED1qjrTesajh9s1+ZAABT71vrfvjSp4c2fEJESoOF4ZV+59mvNdp0y1Vdl7y/IVKf8zvLRK0f3qx74l2YCMTvqQml5h1prKY0aYrU/7Ex3PDT/3fK33z1y2tuuGCwMPKdvF2oVFxf7ErvVac3nfKtty577c1+ZwEAoFIozAEAwLSga8bwkc7HzPjXK5XlYCOlwdce6bwnXrhSWabKaGn0ysZww7DjOXWTNaenvOTL51789VSwbkIrNwBgukuYiRpDM8V2J/eBGUqUeHLoz15FjGihYOfDtaG6DWc2nnN2R7xzrD/fH2qKNJVEDnMRAOCksm181+sHC8OLJ3POpkj9iIjqdTynPmKE/xjSQ3uDemCsNpwaEM+zhgqj59aEEsWnBjdc1xpt6nE8Z62mNDdj5U4N6oG9ESO8+eyW0z41NzWr9Ej/U86y+oWTGW/KLK6b74jIXSLiXdR+zsc3DG/+6325vgUHjtGV7s1KtH9vce28r75m4bWPiIj871PffeXjA09/u+iUIn7krpRTGpZY71r5N6aIvMfvLAAAVBKFOQAAmBbqQ407/c5wKAOFvtkZK3PE/ekKdn5R2IiUCk4+WKlcky1tjS6sDdT9xtD18x3PmZRHDGqijZla4LBPDQCAmWagOHBlXbD+20Unf+Z4eXzJsV6fCqSeSQRSv6gP1W8Wka6YGT9/R2ZbfkXdqtvHy2PrenL7FhadwpKslb0qXR6f3xmb9eMzms55w5bxjZdYrrUwasZyIiJNkabipL84AMC0tDO9JzVcHL14suaLB2K9Zzef9sUXz7nsC3WhmqL8+Ymvz/sA1sbBba2WV7qxaBeuX16z5LfRYOQuKauWspRHTV2/puSVfnR22+ri+qFNemeiw+5MdExWvErxRERczw3bnvO8T8HVBlM7VjQsecNbl732T/uPfW/9jeeuHd741ZJTjoT0YLHolEKVDlwJSpS8fdkbRvdkepZ2xFv9jnMyUyOFkbracG3Fn54HADg8CnMAAIAjCOmhAVMzRx3HPuwq8qAe2qmJFhSRlgpGm3S6MusSZuLajDX+SduzVp/ofEE99I2oGWd1OYCTRmukdcvZzef+/Z177rgjoAW7BosD0cON3b8S3VCGuJ4rrdH2R9pjHe87pX7VfQcM+9Ti2qUiItIuHbKkdtn9IiKDhYEPj5fHlmlKH6kN1VpnhM6+XURun9IXBwCYlnam98xdWDNnz7qhTa0Fp5g8kbkawnXZlQ1Lr3njklc8esDhFzytJONkeufVdEvRLv+gJ9vnhoygt7hp/hYR0UTkhuHCaJ2IFBbXL7BPJI/fdE1XRbvUtf/r+nDthjOaV73htQuvPfCfj3p6aMO/jpXGU/NTs7/veM7sbeO7zq182qkVNkKFlQ1L/z4ZjH83GYzzBJspNFIcUWW3zIcfAUyImuTtE3F4FOYAAABHkAikcoZmOuIcfp86UzPHsnbmlMqlmhqush6ImvHf2649aHvlvxFRe1zPcR3Pud72rNOOZS5DmU8ZWuDWqcoKAH7oSsx+p4jI6U1nvndnekd7Y7jpPc+Mrr38wDGN4aZbAlpg56kNq3+6I7O9LRlIZpSooZAR3jE7MWdCK4kawo2FhnDjI1PxGgAAM8sF7Wc/sbRu4Wm/2fH7U+7vefSmrJVrOpbrG8P1G1LBxO+ao40Ll9cvum1WvGPH0a45vfkUb+PIFrM/P2Sf337WgeWpKyISMoKZY3wZ085NW2+7eG6q6xXj5XTM0AxvVcOyB188+7J3z011HViWy+077v5Ib67/0vZYyy0XdZz797/afscffIo8ZVLBROmqrku+e/XsS7/jd5ZqUBuqdUUkuzuze7lS6seWY317dnL25/zOBQDVjsIcAADgyDzP83aLyCGfM6hEeZ7ntVc405TYnd35rrJTHm2JtH82adS8c//xnJX5Rt7Ofsb27Msdz+k80pa5SjSvNlj/pCfy1ogR5XHsAE42nohIMpBav6J+5frNY5sW9uV7Fw6XhrpiZnyoOdLyxRV1K/+jIdxoi4i0RHmcKQDghLn14dr8Gxe/4oF92b5Prxve+PmJXBQ1I+mWSNPvXzz70vetbl6561hvurB2nrWwdt7h5i4d63zTjHZKw9K9I8XRMw3NkKu7L7llae3C623LfsH3dX/c9+C8oB4orGxY+i/nt5+Vfaz/qXW9uYFT/Qg9VepDtU+vbl75Qb9zVJvOeOfaR/ofdpbWLvuS31kAABTmAAAAR6NEvO7Dn1SuK26gkoGmiuPZxr787k8Olwbf2hBqujViRD/SGG4ZiZrx8agZf5vtWoGiU/h/Zbf0Zs/z/hjSwz+03HKj7VnXOZ4zP6AFzbAe+VHIiPyniEjezmkRI+r6/boAYKrMTy34Yk0w9YeR4khDxsoET2tcfZvfmQAAJ69TG5ffnrVyS/pyA68vOqUXfA+iRImhGdKVaN96busZ/3TZrPNv9iPndPfM0MbAkvqFmx7sfewHq5tOuSIVTA5uGN1Svm7e1dtERH697bcLhoujc23PSfbk+l67vH7xu1+98OVPiYhKBGJn+hx/UjWG6zee0bLq2sZIfdrvLFXIy9v5nv5C3ydq3NqHUsHUr+RIn04HAEwp5Xn8NxgAAOAI1GODD2zJ27k5hzqpKc0zVaBU9kqhSgebakEtuDMZqP3ogtSS7x90Sj37+7ky3HbtpIhXNDRzpq82AQAAAKa1Gzf/+hVDhZGzc3beCWimtapx+fx79z0UvqD97GTOyt+2vH7xfzZHG8p+55zuerP9CcuzzdHi+Ctboo03NEbqCw/3PRH90cabH0uXM50RMzLWFK7/47+e+d7XiIj3lae+89IHeh+72fVOjs8Ep4KJ/OsXXf+/Z7Wc+o9+Z6lS6u69d923O7u79YzGM+ps1/5jS7T15fXhesvvYACmhwUr5ntfu/3kfAjFRW2XP+553jFt/zjVWGEOAABwBJvH1n/wcGW5iEjcSG7OWZm5oiqZqjJKbqlrqNj/HXfMrVuUWnbgox89OeiT74ZmjFc2HQAAAFCdrp//kp+KyE8PPPaitjOUsDr1mLTEmtI7x/fUOq791YyVq2+U+sKeTM+/N0cbf3JV9yU/EZHhZ1dee3fu/lNq3fCmT58sZXl7rOWR89rO+lxzpOEXfmepVhtG1//q6eGnzl6QWmj/Ztctxj+u/MDVJae0TURmCf9fBoCKozAHAAA4gqJTOPdI58et0QVxM7k1a6fnVipTJbniamOl4X8fKg78qj7UuN3vPAAAAAAOiYLtOJi6mV7VtNwVkYHd6X3B2mDqPR86/R+e14p/b/2NL3piYO2Xy055tk8xJ1VzpOGp89vOet3Vsy/d7HeWqubJ6LtXvFe+8czXPRGRb63/plzeefnWiB5prg3X9fodDwCqDYU5AADAYRTtQqjslpYcbZzrublK5PFLxIjdT1kOAAAA4GTTFmu2RUT+sPeBxs2j288ZK42fetuuu0+/sO3sNUvrF/77msF1y7aM7Xhrfbj29jcufsUVt+68813PDG/6J79zH68ldQvWL66d/wbKcv/tzOx46De7bnm9iJgiIkWnIIZmDo5b4wO14Tqf0wFA9aEwBwAAOIyQES6amvmM/PmRaIdVdkuzdaXbjueclO+tgnrwSb8zAAAAAMBU+J8nv/XPa4c3fDhn5SMiIrrSvaJTrPn19t+eNi81+xOfPPsDr9s/tuSUPjRcGD2zLz9wnn+Jj093ovOZV86/5vq5qe71fmeBSMyMr93/57Zom3PlrKv7XNf9oqM5gXQ5bSUCCdvPfACmB02dhHtATlMn5Q91AQAAJsNQceDsdDl95dHG2a4VjxixkbyTra1Erkor2IWLR0vDkZpgXd7vLAAAAAAwmRrCtSOt0eafho1gOqgHjbJj9Vw77+p/P9TYM1tOdX+/+96fzrTCPGpGCvNrZr+Vsnz6mJuc99SaoScty7XMvnyfPlYae3tQD6xvi7WV9mX3vSIRSPxE2GoBACqGwhwAAOAwTM3cpCu9YHtu+EjjaoMNG8at0e5K5aq0rJ1euTe360eWa709YkTGY2ai4HcmAAAAAJgMr1748q+JyNcmOr4mlJxx21XNTnT+4I2LX/GA3znwFy3RluwFbRetXVa3bNXjA4+5Pbl9s+KB+AbNU+cbnv4xEfmpUJgDQMVQmAMAAByGqQU8TSn9cN+iKlFuwkxuKjr5GsezQ5VNV1lj5ZFrik7+oogRG+mIdi9MBJJFvzMBAAAAQKVZjh30O8OxmJea/eClnefP2H3XT1brR9bXa0pt3ZneMbsj3mloorUPF4d2pO1MMGbGrys5pWhQD2b8zgkA1ULzOwAAAMB05XruJ8puOXC488/uW96Sd3LNlczll6JTjI+Uhmb1F/Zd6HcWAAAAAPDDWGl8vt8ZJioVTPYuqVvw7tObTxn3Owueb3Ht4sGWSOuljww8HC475U/Wh+s/pCt9UdbKftmyrVmjxVE2LgaACmKFOQAAwGGky2Mrj3ReU3opbxcSUmXfxubt3FkicrvfOQAAAACgkm7aelvTUGHkdX7nmIiYGc2f13bmO14x/yWP+J0FLzRYGAw9PvCoXD/3lcHeTO8Zvbmez1qutaIp0nRKppwZ7ox2pv3OCMBfSkRUtf3Q0UesMAcAADiI5VqpdHns7Iw1ft+Rx5VjqUBqX6VyTRcRIzbgdwaggpTt2u1+hwAAAIC/+nIDgQd6Hn18pDS2zO8sR6NEyTmtp3/vVQte+iu/s+DQ+vK913clZq8REVk79vR5w8XhX93b88dl60ee2dpgNmz0OR4AVB1WmAMAABxkrDSyNGdnX6YpvfZI4zzxlOVZwyLSUaFovgvrkd31ocYb/M4BVILrObqIiCfuYhHZ63McAAAA+OjuPfddMFAYbvI7x0SEjGBhZcPSfr9z4PD2ZPfUXd55xYXf3/hdKTrF/GBh4C22Z9d3JWa/r6RKfscDgKrDCnMAAICDBPTg2ECh98W9+b1vPNpYz/MqkGj6COnhm2qCdXm/cwCV4Il0uq6XNLXA7/zOAgAAAH/FzKjmes6MWIA2Oznr+ysalnzc7xw4PNdzV//3ms9Kf6FfxsvjHT25njc2hpsemZuc+yPX8/T94+7vvY/nMQNABcyIv+ABAAAqKRlIrUuYya1FpzDvaGPLbmmW8pR46uQvzlsi7btDevjrfucAKkVX+g7Rjz4OAAAAJ79z286488nBdb/dOLr1r/zOcjipYLKnK9H+hXmp2f/ndxYc3p7snuie7O6LDjxmaqZc3nl5+1hprEWJGt5/fHHNkqiIZHektzc9PfTUWzNW9qxFNYu+emrjabdUPDiAilOKz8xUCoU5AADAIWhK/7Gm9EtczzGPNM5yrXjEiOzKO7lZlcrml6RZ882GcBN7qQEAAACoOrWhlF1ySs+IyKQU5o3h+vJgYTjgycQ/fK1ESU0oucfUzPWaKCugB7KO54yF9GAgYkZ2LKtf+IOruy/dNRn5MHVs1/7O7MSc1NPDTz13zHIt+f2e3zcGdPPbLZHWVwX1YLguXDdeE6rJ3bLjVx/Yld31LwW7EA3poaHd2d3fO7XxNB9fAQCcfCjMAQAADmF+avEPSiPFpaOl4X860jhPXMPx3LLnKVEn+SpzTWl3+p0BAAAAAPzSleh8Im8XxnJWIZi1cuHjmaM2VDMWN6M/ubL74p9/b/2Nt+XtQuBo14T0UK452vC9+anZP1lUO+/+M1tOdY/n3vDXptGNWjKYes+DffdfvS+37wX/3relt4ZE5IqdmV1bIkZ0zW/33PH7olO8Yrg4dKGISNSI7utKdF975ayrHq54eAA4yVGYAwAAHEZHtOurmfL4+23P1o40rujk5yXM1OaMPT6/UtkqLWrEN9qexUoFAAAAAFXrrcte+0MR+eltO+6quWPXPb8aLAyfFdQDUnLKE7q+KdIwfFbLaQ81Reo/+mj/mtd2xFsHd4zvbi671iE3AlKipD3ectOS2gX//IbF12+azNeCytuZ2XnZ8sDyf+nN9x7xwxYFO9/wm12/vlRELt1/zNTM0rzU/Pde2nEZZTkATAEKcwAAgEMYL4+9wRPv16YWKNmOfdSVA47nFCqRq9IMZeTjZvIHDeHmjzaFW/r9zgMAAAAAPrOv7L54MGvlbhoujt73V50XfPknm3/5IdtzwrvT+67J2fnUwReYmmG1Rpt/s6B27tfmJGet+P3uez/TFm1u7Ip33Lsv2/fyQxXmqWBy27xU9z+/d9XbfiZyDM9tx7R01947T982vvULTw8/lTye6+cm533z0o7LbpzsXACmMyVK2MO8UpTn8XctAADAISgR8dYMPXJr2hq/ciIXJM3UU2l7fMUU56qIuJlcpyv99tpg/ffaop3P+J0HAAAAAKa772/42ZvWDW/8zJ5MT/3+Y63RpgdXN696xyvmv+QpEZH1w5vrBvLDS2uCyat+tPmml+7O7Ju3f6wSJR3xtrFUMP7TlQ3LPnB514XjfrwOTK6H+x9OPTX05B/Hy+PLj/XagBYotERbP3/93Fd8RPjgBFBVFq5Y4H3rt//rd4wp8aKWSx73PO80v3MciBXmAAAAh+aJiDSGW79UdssvKjqF+JEGh/TIVsdzgpWJNjEvar5E1gw/OpKxxmuPNjakhwd1pT9gaoEn42bi8a743FuFb8YBAAAAYMJev+ivv/No/5q77th5z//05weXdiU6PnNRx7n/t6px2XNPJFtcN394cZ38UUT+mLYy37x1x52/qgvXlM9oWrm2IVjbYSj9xnn1c0/OhqQK7UhvD2wZ23TD8ZTlc5PzvtAV7/rOyoZVT09FNgDAX1CYAwAAHEFrtP2OkdLgfxadwicPNyakh3eXnfKsknLMSmY7mieHHi61hbr1UW3gkZyTzTie2yjiFZWosqa0fkMztwa14NpUsPaZiBFbGzcTtt+ZAQAAAGAmO73plN1RI3Kd5dqRFQ2LM0caWxeq2X5+21lvHC6OfqEvP3hTQ7j+1nl1cye2ITqmM3X33rtOzViZZQOFgbePlUZXH+sELZGWH7xs9svfK3yQHQAqgsIcAADgKGbF5/xnwc5fW3DyKw913nKtBkMz8pbnHNdeZFMla2eCeS/9lZgkV9fHmm6oCzX8yO9MAAAAAHCyW1w33xGRI5bl+8fFjMjunZm9Pz2v/cybB/PDNSJCYT6D3bz9puszVuYfhgqDZzueo03kGk1pXm2w9sfJQOqWznjnRk1pr/E8j73rAYhS7GFeKRTmAAAARxE3E3ZLpP3G7ZnNhyzMHc8OR4zobssuTavCXESk5BTfFAslRhKB1M/9zgIAAAAAeL5HBtb0i8gXRUQaInXjIqKEonRG+s3OW16yPb3tx67nTqgoFxEJ6+Hd7bGOf3rp7Jf9dP+x4cLQYF24ft/UpAQAHMqE/8MNAABQzYJ6KKMO89bJ1ALjhmZMy/dVA8W+mt25HTlTM1mlAAAAAAAV8EDPY4sH88MTWhZ43byrvUs7zwuLiPTlBkK92f4rpzYdpkoqkLISZmLjsVwzLzX/MweW5SIilOUAUHnT8ge7AAAA0814ebTJE/eQ5wJasHe0NDqvwpEmTCnVJLzvAwAAAIApd/PW2y/91fY7vrc7sy8x0WuSwUReRKQ52phviTXddvuOu968bWznS6YuJabCua0vuv1ls689pSZY2zuR8WE9vDdhJjZNdS4AwNHxg1MAAICj6MntWRzUQ1eF9LBzqPN5Ozs/YcaP6VPkldQZ7jZz5eyb/M4BAAAAACe7DaNbPlwfrr3t1Kbl48dz/caRLZfctfe+z9y776HTe7MDscnOh6lVH663FtcsPr8j1vHlI42LGtHN81Lzrz+r5ew7K5UNAHB47GEOAABwFCEjPLw9vXlh0Snohzof0AJZx3Om3f7l+w2W+v5UX26eEw3wsxYAAAAAmCp7Mz0vbos23/ayOVd8/niu78sNBGJGrMtyrHhdqHa0JdaYneyMmHpnt5yzZWD7wH0i8s5DnU8GkmvmpxZce0HbhdsrHA3ADKJERGPdc8VQmAMAABxF3EzmlajDvkMtu+V41IjvyTu5lkrmmqj6UNPict6y5c/vtT2/8wAnK9uxXqyUWqNrxh6/swAAAKDy2uOtt7xh8fW3iIhki9nYUGaovquha+dEr3c9b+Gm0W3LL2s7/09LGxZ9c8qCYkr15fuMweLgOw4+rivdnhXv+ufVjau/2BHvLPmRDQBwaHw0AQAA4ChMzczEzcQjhzvviac0TTMrmelYbM9slkDY6MxaGT4sCUwhQzdvoSwHAADA5tHtzbvS+z7aVxytOZbrslZuXSIY646Fo/camkGhOk305nrj20e2/Xd/vv/yocJg6khjN41u1O7ae+f/jpVGzz/weNxMPN2V6H7jtXOu+yxlOQBMP/zQFAAAYAKU0o74QcOyUypWKst+bZHOff2Fnjbbs484ruQW5xXdwtP1ZqNVoWgAAAAAULWe3v70f89q6aprSdRHJjJ+tDgevmfbw7PnN3RGT28+5eqpzoeJ2TS2KfrU0Jo36Er7wIq6U34oIg/UhxvSIiJDhaErStnC/LaGjv/ZP379yDORxwcf/2pfvvf1+48ZyrCaoy2fXVW/6hMLahZW/OcGAICJoTAHAACYAMdzMkc87zoT+kHIZIka8f64mTzT0MwV6fLY2Xk795qSW5x1qLEBLTiYtdPfr2Q+AAAAAKhGX37k2//yyMiaV3eXO8v1odqlndG2X1wz//J3HTjm51t+o85sObVh48jWZev61y1Ol/PXZdxc11Cp/9GljQuv8ys7/uLuvXfN3zy26aaMlVkiIhLQg69eVX/qD0QkPZDvvyikh79uhcpv3D/+8YHHrnhs4LFPp63x5fuPhfXw3u5E9z9e1fXin1T+FQCY8ZSIUsrvFFWDwhwAAGACNKVtO9L5nJObmwgkd2Ws8UOW1pMtb+eaym6ppTPWfauI3DpaGv70QKHv8pydeYvjObNFxFWinJgZ/3ldqPE7DaGmnZXIBQAAAADVamP/xoViqI9Yni2bx7YHNsv2tif0te/0dFmxqGburelyxg7ogav2Zns7P//EN7pyVl4fL6c1EZHaYGq8s7b9O36/BohsGt1o7khv/+r+sjxuxot1wbq35Ozsirv33vVvF7VffJ2ISKFc+OjuzO4Htoxv/o9nRta9ueSUEvvnqA3W/mlOcu7rL2i7cKdPLwMAcAwozAEAACagOdz6oayVuSxrpecffE6JEk88cTxnWEQqUph74spwceAdbdHOR0VEaoJ1mZpg3c9E5GeVuD8AAAAA4PkeGlrzuvv7Hw0ceKzolLSfbv7V+Z3xtvMiRtjNlLMyJ9WV78n1mQeOe9uy121Y3rD41somxsE2jW7UNo9t+vZIaeSi/cfqgnXZnnzPBx7ou//S7kR3QUTEcqxBW6w35uzcn/Zl93buL8ujRrSvIdzwn8vrVnxlQc1CtkUDgBmCwhwAAGACEoFUtiHUdFvUiLaXnJKRtTKqPtR4z0hp6IxkIGWPlIZrHceqUZ7yPOVV5HlJGSv9up7cnidaox1frsT9AAAAAACHN1pKrz7cud2ZfUpEdBGRoB6IHXjuyq6LNxSc4oVTHA9HcffeO+fuSO/85khp+IIDj+/M7qwXkUtFRAJasPj00FMdy+tXDLfF26V34NFXN0earyu75VcmA8kbltYuu2FR7eIjbukGAJh+KMwBAAAmqCZQ/9nGcPPLtoxvaGyNtJdTgbrdYSP8G8dzP6CVR2zLs1qCeqi/6BaaK5HHFdcYK48sb412VOJ2AAAAAIDDUysaFi97fOApcTz3iAO3p3c/9yHrsBEqjZfT7z2jeVVxyhPiBfryfUZfvvfa9SPrlw4Vh95ecor1RxqftTKPL69fMbz/69MaT9+ybnjtzy7rvPw/pj4tgOqiRAl7mFcKhTkAAMAEBY3g2ryVTdeHmh5PBlI/tF37NNdzL9id3d6mRBNPXFOJynqeJ0pV5g2t4zlzKnIjAAAAAMCReOuHN+9zPLfpWC5aVrfoW+9c8eY7pioUDm/T6EZtzdCa/9md3fV3RxurREl9qP7mlmjr+w8+t7Ru2dapSQgAqBQKcwAAgAnqy+/76o7Mlg/rymian1h0Z0Ok+W8dz65ZmFxmj5QGVw0U++bant2UCKT2ZazxtkpkylqZU7anN18yOzH/zv3Hdma2vrng5LOLUstvrEQGAAAAAKh2O8Z3Gzk7H57o+M5428B7V71Ntozu+KepzIVDWzP4ZHTdyLrv9uZ7rjva2KAeGulOdL/1xV0v+UUlsgEAKo/CHAAAYIKKdsEUEXE8J5wppq8L6eElIvLutDUWj5ixohRFomasMFYeqUhZLiJie1Ztb37vHcOlwfUNoaYbEoFUaaw8+qaCnVswWhqprQnWfq1SWQAAAACgWimlfrOyYVlizeAzRx17auPy0XnJ7rf1ZQc7zm1bna9APBzg4f6HU8+MrPvOcHHopUcapynNqwvV3dgV7/7EBW0XHv1fLABgxqIwBwAAmKCoGVunCsrtjs8fD2uRva7rbtJ1PRPUQ7eW3dKHAlrQth2rV0QaK5nLFVcvu6XFmtJXDxUHYmWn1G57dmK0NHQehTkAAAAATK27dt938TPDG89pjjYeefNyEZmfmj3eEWv94DVzL/+ViHgViIcD3Lnn94u3pbf+OF1OLz/SuGQg+ej81ILPXdB24U8qlQ0ADlapLR9BYQ4AADBhrdGOHwwVB163J7tzeXd8TlxX4awS9Q5DmSv35Hc2256lm5rpwztZJZ3R7nd3xLq/nC6Pt2Ss8fvFFRkrjy6ofBYAAAAAqC66pr32wb7HY1Ej8oJziUBcgnrAGSqM6IamO6c3rbirPlzXK5TlFbVpdGPoiaEn3jNYGPjHklOqOdLYxnDjjUtrl7391MbTRiuVDwDgLwpzAACAYxAywj1j5ZFLC04+qivjkVSg9n2u51wWM+NLxsojy4pOYaGpAnnLK7/wJyVTxpPBYv/bx8tjNTXB2t+lArWfNrXAvLiZuK9yGQAAAACgOm0a3dYlIpKzX/h0dU8872Nnvj+3K7139/axnXuvnn3ZtZXOV802jW7UNo9vfklPdt9H0lb61CONDWiBXFus/d9aIi2fPbXxND7QAABVhMIcAADgGAS1YLuIyECxz0wlay9Ol8ebE8Ga38XLyX8bK4+I4zmBmBHfYHhGV8HJJyuVK2dnlxRU4WOOZ1+QCta9f3ntqd+o1L0BAAAAoJpd2H5O9N59D4nr/eWJ7DXBpN0cbXT/qvOCR3qy/bujRuTipmDqHT7GrCr39vxxxa7Mztfl7cIV6fL44iONTQVST0bN6C3zkvNvOL1p9a5KZQQATB8U5gAAAMegYOf7EmaypJQq2La9rSZa1ztSHEqNloafe181bo2tMJRRTJipvrQ11lyJXIYy8y2R9td2xefcXIn7AQAAAAD+LBmM2586+4OFf77/P8Les09af8Oi63eMlzN744HY14eLo0MN4boHzp11Lk8Bm2IP9z/U2JPb969lp/zqvnzfER+9rivd6Yx1fvC6udf/t/CIfACoahTmAAAAE6OyVrq9Izb7XaVSYZ8RMLSyU75VRCRsRBzXc9oPHKwpfbRkl6KVChc2Ilu64nN+Wan7AQAAAAD+bKQ41mdqhnNq4/LxJwfXJv9myWuenhVvV/f3PvrFxXXzf/nssLv8zHiyu7/3vvYt41s+mSlnri46hbqJXLOoZvFXr5h15X9NdTYAOF5KlN8RqgaFOWaMTaMbNcu1T22KNA24nlNsijT3+50JAFA90uUxVXQK/xnUQ/9eG6v/wP7jBbuQCBuR9JzEgl/vzu54/Xh5NCAiUnZLLaYWGE+ZNVvHrNG5U50vbia+KXwiHgAAAAAqrilS//+K5XLTS2b/VdPS+oVnzk11faw51uheO+8qv6Od1NYMrUltHdv8qpyduzxdTp9fdIoT3hZtUc3i7BlNZ147Xh5/fzKQLE1lTgDA9Edhjhkjakbn9+f7X1W0C91hM/IFEaEwBwBUTCKQchOSevX+rwey/bdEA9HTstns/4Rrw5/2HBmuCdaV9hfmIiKWW0464vVWIl/Bzq8Wka9U4l4AAAAAgL+oDdXslZDsExFvXk33bX7nOdk92PdA6470jreMlkbelrfzbRO5Rle6FzNjawJa4LFEIDHSnei+YsvY5pvPaD6TshwAQGGOmaM91rGxPdbx3nt7/vhKx3Xet7Bm0RMt0ZaM37kAANUnb2Vrs5lcmxO0/+B58rqR3HBIdO+v9mV2xQ4e67luRb75Hi+Pvqa/0PtAU7jl65W4HwAAAADgeXji1xT67e47Vu/L7f2grvTZ4+XxWSWnlJrIdYlAYkPEiN7UGev8yfltF6w74NQHpyYpAGAmojDHjHNe6/k/EZGfioi3M73z7V2Jrq8Lb0gBABXkOI4WDYbNYDj0kkKhMFrI5+dEEtE/zY4vaNw0vq71wLGeuBXZbMgVV89ZmZiEWypxOwAAAAAAptzO9M7mh/sf/GxvvvevLdcKTuQaJUpqgjW/a4o0f2Vect5vFtQsdKc6JwBMNiXsYV5JFOaYqTwRkXgg/sPR0qhZE6wp+x0IAFA1VMkrLtTDeoOmqYFA0IyKFzjPsu1/1TX92oMHF51CR0gLrxelbEMZbtZOnzJVwYJ66HoR+e+pmh8AAAAAgEq4v/c+1ZPb9/GIEf2b3dndE/5kuKmZ5XnJ+Z+8quvqTwqLrAAAE0RhjhmtLlTHI9kBABWVsdKzXMd7k+3Ye23DaXLFHmkIN8/JWulXjJVHQgePtz27xnbsGhGRsB7ZNVW54mbisagZpywHAAAAAMxYm0Y3aruzu98S0ALv2JnZufJYrtWVbs9OzHn1VV1X/2Kq8gEATk4U5gAAABM0WOhbXnbL17XFOt8ykO97l2WV3+PpXj5dHOspW+U9iVCqo8au80ZLw3X7r0mYyW1BPaQXnUJQiVYquoUpyWZqwR7PczdMyeQAAAAAAEyhTDkTWj/6zHsy5cxrt45vXZi1MtqxXK9ESVu07WMv6b6GshwAcMwozAEAACaoIdz8tIhsFBGJmYnfjNkjV4hyZ4+VRtJJM5W0ymXL9ZzAgdekrfE5mpXxTC3Qa2iGOZl5AlpguDXS+YTlWCOGbiQ10a7LWOkNcTNhT+Z9AAAAAACYKnftvfOle7J7/k3EWzBYGAwc/Yrni5vx7U2Rpk++bPa135mKfADgG8Ue5pVCYQ4AAHBsyiIiuqZZTtmJa0qrCQXDWUe5yxzbC9QGGwZzVi5ge1Zw/wWuuKrkFlttT09H9diGnJNddCIBlChJBFI3dkS7vJAeequIyoeNiCPszwYAAAAAmCGeGVk3TxPtv/vyvZcNFgaCR7/i+ZQoaYm0fHtJ3bL3n1J/ytgURAQAVAkKcwAAgOMQ1EN79bD2f67rvTVhpLott+y4yl1XcIpn1Ibq95nKDO7L72478BolKqppekKcE7t33Ezetbz21Fec2CwAAAAAAPjjTz33vrToFL8W0kPRnlzPMZflmmgyOzn7Oy+bfe3fCh8eBwCcIApzAACA4zCYGfy67TqxWCA2u1DK91iq7Bq6vtqxnJImWs2+/O6ag69JBFLbR8vD80703olA8kcnOgcAAAAAAJXWk+uZO1oc/a/WaOv5D/Y9GO3N9xzz1mW1wbrd3Ynuj13UfjGPYAcATAoKcwAAgONgmPpISkud47hOTnSvPW4mvGQwFbez9oPbM5tnHeqagp13DGWmbc9KHPd9lWFFjdi+408OAAAAAEDlPT7w2MKyW/7fnemdTWPlMTNrZY6pLFeiZHHt4qFzml+0OxlMUpYDOMkpUcIe5pWi+R0AAABgJlJKmoJ6aPZIaaim4OWUKNH6cj3bcnY22BBqGj3UNQUnvzCsR/acyH2jZnxHY7jld/tjnMhcAAAAAABUSnOk5W1d8e7T83ZuXtbKRI/l2qZw8y/Obj7n9DmJuU3JYPJFU5URAFCdWGEOAABwHEwV+HLOyp6Td3IdphfQi07BiwViTZ64Wduzy4PF/hdeowXGHc8OnMh9s1a6Y0dmy+Lu+LxnhH3aAAAAAAAzxGhppG/T2MZfKKU1zUvOv2mkNPzmkeLImd4RvrVNBWseqQvWfWtJ7ZJvL6hZ6FYwLgCgilCYAwAAHDuj5JW+PlYeaUmXx4OOZ8tAoVeUKDml7vTY0yOPNx3qIsstJzVRY7qnW45yjnmfNhERx3PCI6Whr0eN+BWN4ebMib0MAAAAAAAqY2ndsv9cWrds/5fq4f6HQk3h5l2/3/PbF4+VxyIHju2Od/fXhGrfe3H7JT8WPiwOAJhiFOYAAADHaKg48L2SU2ypDdT39+T2dMtzj0ZXIkqJ4zmHvbbklmYlzORTGTu94njvn7dz5+zJ7bipYOe+OCs+55bjnQcAAAAAgEroy/UFm6PNJRGR9T3r242IoZ3RdOaXBvIDy85oOvPLW8e3toeM4JyiXdxQE6r9Q1e8647uxOwXProNAIApQGEOAABwjMpO6Za4mXyx49q/n52Y/5G4mfiIpnQzY6Vz60aeWHikawNaaF/JKbWeaIa8nbtkj73zoow1/rmOWPdHkoGa0onOCQAAAADAVNhflu/N7p2zNbPld21W25aN9oaXN0Qbblpev+KO5fXH/ZlyADhpKaX8jlA1KMwBAACOUWu04ye7szt2hvTQvtZox14R+UnOynbZbvnKuYlFH9sw9nTocNd64iQ1MSfl3a4nnjZaHnl/KV0+LaSHfqkrY29ID42aWqCnLdq5cTLuAQAAAADAZLhzz51/lS1n/n112xmt5Vzplq767ryI3OF3LgAAKMwBAACOQ2es+6EDv46asR0lp+jWhurrt4wbYnv2Ia+zXCuWCtVtLpUK8ycrS97OXpC3sxfs/9pQxnjByb9mbmLhrZN1DwAAAAAAjkd/rr9V17QfLatbGtie3v65sBFe39rU+qTfuQAA2I/CHAAAYJLoSr98uDhQbgg3SW++JyDivWBM0kxtGC4OzZcpfKKS7dnJdHn8bSJCYQ4AAAAA8FVTtKlHRC4QEWmKNPsbBgCAQ6AwBwAAOAH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- "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "# Benefits of Adaptation in 2100 [USD]\n", - "costs_poly_plot(\n", - " ctys,\n", - " bb,\n", - " \"benAdaptation\",\n", - " filename=\"map_country_global_benAdapt_CC_opt\",\n", - " title_main=\"Median Total Benefits of Adaptation in 2100 [$USD], CC minus no CC, No Adaptation minus Optimal Adaptation\",\n", - " vmin=1e8,\n", - " vmax=1e13,\n", - " cm=\"Greens\",\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### ADM1 Plots" - ] - }, - { - "cell_type": "code", - "execution_count": 203, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "# Total Costs in 2100 (USD)\n", - "costs_poly_plot(\n", - " adm1,\n", - " bb,\n", - " \"costs\",\n", - " filename=\"map_adm1_global_costs_CC_opt\",\n", - " title_main=\"Median Total Damages in 2100 [$USD], CC minus no CC, Optimal Adaptation\",\n", - " vmin=1e7,\n", - " vmax=1e10,\n", - ")" - ] - }, - { - "cell_type": "code", - "execution_count": 206, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "# Benefits of Adaptation in 2100 [USD]\n", - "costs_poly_plot(\n", - " adm1,\n", - " bb,\n", - " \"benAdapt\",\n", - " filename=\"map_adm1_global_benAdapt_CC_opt\",\n", - " title_main=\"Median Total Benefits of Adaptation in 2100 [$USD], CC minus no CC, No Adaptation minus Optimal Adaptation\",\n", - " vmin=1e7,\n", - " vmax=1e11,\n", - " cm=\"Greens\",\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Optimal Adaptation Strategy" - ] - }, - { - "cell_type": "code", - "execution_count": 207, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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<xarray.DataArray 'optimal_case' (seg_adm: 11709, scenario: 2)>\n",
-       "array([[0, 0],\n",
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optimal_caselatlonadm1segseg_country
scenarioseg_adm
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seg_00002_adm1_GRC.4_1634.87060924.089359GRC.4_1seg_00002GRC
seg_00003_adm1_GRC.1_1035.36864926.901859GRC.1_1seg_00003GRC
seg_00008_adm1_ITA.15_1635.50048812.575680ITA.15_1seg_00008ITA
seg_00009_adm1_ITA.15_1635.50048812.619630ITA.15_1seg_00009ITA
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SLRProjections210628GRIDDEDcore_SROCC_rcp85seg_99010_adm1_NRU.8_16-0.540737166.914062NRU.8_1seg_99010NRU
seg_99010_adm1_NRU.9_16-0.540737166.914062NRU.9_1seg_99010NRU
seg_99013_adm1_TKL.2_16-9.341524-171.192642TKL.2_1seg_99013TKL
seg_99013_adm1_TKL.3_16-9.341524-171.192642TKL.3_1seg_99013TKL
seg_99015_adm1_SXM618.038858-63.014824SXMseg_99015SXM
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scenarioseg_admoptimal_caselatlonadm1segseg_country
0SLRProjections210628GRIDDEDcore_SROCC_rcp85seg_00001_adm1_GRC.4_1034.82666024.089359GRC.4_1seg_00001GRC
1SLRProjections210628GRIDDEDcore_SROCC_rcp85seg_00002_adm1_GRC.4_1634.87060924.089359GRC.4_1seg_00002GRC
2SLRProjections210628GRIDDEDcore_SROCC_rcp85seg_00003_adm1_GRC.1_1035.36864926.901859GRC.1_1seg_00003GRC
3SLRProjections210628GRIDDEDcore_SROCC_rcp85seg_00008_adm1_ITA.15_1635.50048812.575680ITA.15_1seg_00008ITA
4SLRProjections210628GRIDDEDcore_SROCC_rcp85seg_00009_adm1_ITA.15_1635.50048812.619630ITA.15_1seg_00009ITA
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11704SLRProjections210628GRIDDEDcore_SROCC_rcp85seg_99010_adm1_NRU.8_16-0.540737166.914062NRU.8_1seg_99010NRU
11705SLRProjections210628GRIDDEDcore_SROCC_rcp85seg_99010_adm1_NRU.9_16-0.540737166.914062NRU.9_1seg_99010NRU
11706SLRProjections210628GRIDDEDcore_SROCC_rcp85seg_99013_adm1_TKL.2_16-9.341524-171.192642TKL.2_1seg_99013TKL
11707SLRProjections210628GRIDDEDcore_SROCC_rcp85seg_99013_adm1_TKL.3_16-9.341524-171.192642TKL.3_1seg_99013TKL
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seg_adm
seg_00001_adm1_GRC.4_12.453462e+040.000001.886067e+043.369407e+030.02.4387992302.1064458246.1455080.08069.327637...NaN0.3551640.000229-8.383965313.7998050.201890-1.6000350.000000e+00NaNGRC.4_1
seg_00002_adm1_GRC.4_11.201649e+050.000009.383828e+042.568648e+040.00.025824640.06494139252.8398440.038509.332031...NaN0.4627300.000298-8.1194021924.4993901.2381660.2136311.612043e+049.687842GRC.4_1
seg_00003_adm1_GRC.1_16.786340e+050.000002.695444e+051.280286e+050.0316.582001280744.43750097234.0312500.091083.625000...NaN2.4277490.001562-6.4618252125.9504391.3677740.3131840.000000e+00NaNGRC.1_1
seg_00008_adm1_ITA.15_12.318388e+050.000008.617492e+041.432263e+050.017.0108602420.59228525662.9296880.022048.494141...NaN55.5824850.033597-3.3933112131.2336431.2882410.2532772.447258e+0512.407894ITA.15_1
seg_00009_adm1_ITA.15_12.426262e+060.000005.726749e+051.814115e+060.0619.20294238852.914062113511.4453120.083265.554688...NaN69.1424480.041794-3.1750101049.7537840.634532-0.4548682.810382e+0614.848831ITA.15_1
..................................................................
seg_99010_adm1_NRU.8_17.547415e+050.000001.715457e+055.617570e+050.0384.35098321054.53125026199.2500000.022496.453125...NaN334.3057250.570761-0.56078412939.78515622.0921383.0952221.244920e+0716.337168NRU.8_1
seg_99010_adm1_NRU.9_17.353936e+040.000002.777887e+044.329665e+040.03.3742642460.46728512599.6474610.011917.144531...NaN124.2995450.212217-1.5501469303.37793015.8836902.7652937.480091e+0513.525170NRU.9_1
seg_99013_adm1_TKL.2_15.154291e+050.000003.689013e+051.429290e+050.085.5845263513.099854206176.8437500.0173467.234375...NaN537.3672490.917449-0.08615811066.83691418.8944472.9388683.231287e+0614.988391TKL.2_1
seg_99013_adm1_TKL.3_14.385057e+050.000003.049597e+051.283863e+050.00.0000005159.690430200533.8437500.0160413.250000...NaN0.0000000.000000NaN33556.15625057.2905434.0481367.761663e+0615.864707TKL.3_1
seg_99015_adm1_SXM7.745016e+06466119.281251.651567e+065.171711e+060.06647.900391448970.031250130825.0859380.037085.664062...NaN67.1803050.114697-2.1654601465.6154792.5022500.9171901.923820e+0716.772408SXM
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11709 rows × 187 columns

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"seg_99015_adm1_SXM 6647.900391 \n", - "\n", - " stormPopulation_costs_2100_med_optimalfixed \\\n", - "seg_adm \n", - "seg_00001_adm1_GRC.4_1 2302.106445 \n", - "seg_00002_adm1_GRC.4_1 640.064941 \n", - "seg_00003_adm1_GRC.1_1 280744.437500 \n", - "seg_00008_adm1_ITA.15_1 2420.592285 \n", - "seg_00009_adm1_ITA.15_1 38852.914062 \n", - "... ... \n", - "seg_99010_adm1_NRU.8_1 21054.531250 \n", - "seg_99010_adm1_NRU.9_1 2460.467285 \n", - "seg_99013_adm1_TKL.2_1 3513.099854 \n", - "seg_99013_adm1_TKL.3_1 5159.690430 \n", - "seg_99015_adm1_SXM 448970.031250 \n", - "\n", - " costs_2100_med_optimalfixed_ncc \\\n", - "seg_adm \n", - "seg_00001_adm1_GRC.4_1 8246.145508 \n", - "seg_00002_adm1_GRC.4_1 39252.839844 \n", - "seg_00003_adm1_GRC.1_1 97234.031250 \n", - "seg_00008_adm1_ITA.15_1 25662.929688 \n", - "seg_00009_adm1_ITA.15_1 113511.445312 \n", - "... ... \n", - "seg_99010_adm1_NRU.8_1 26199.250000 \n", - "seg_99010_adm1_NRU.9_1 12599.647461 \n", - "seg_99013_adm1_TKL.2_1 206176.843750 \n", - "seg_99013_adm1_TKL.3_1 200533.843750 \n", - "seg_99015_adm1_SXM 130825.085938 \n", - "\n", - " wetland_costs_2100_med_optimalfixed_ncc \\\n", - "seg_adm \n", - "seg_00001_adm1_GRC.4_1 0.0 \n", - "seg_00002_adm1_GRC.4_1 0.0 \n", - "seg_00003_adm1_GRC.1_1 0.0 \n", - "seg_00008_adm1_ITA.15_1 0.0 \n", - "seg_00009_adm1_ITA.15_1 0.0 \n", - "... ... \n", - "seg_99010_adm1_NRU.8_1 0.0 \n", - "seg_99010_adm1_NRU.9_1 0.0 \n", - "seg_99013_adm1_TKL.2_1 0.0 \n", - "seg_99013_adm1_TKL.3_1 0.0 \n", - "seg_99015_adm1_SXM 0.0 \n", - "\n", - " inundation_costs_2100_med_optimalfixed_ncc ... \\\n", - "seg_adm ... \n", - "seg_00001_adm1_GRC.4_1 8069.327637 ... \n", - "seg_00002_adm1_GRC.4_1 38509.332031 ... \n", - "seg_00003_adm1_GRC.1_1 91083.625000 ... \n", - "seg_00008_adm1_ITA.15_1 22048.494141 ... \n", - "seg_00009_adm1_ITA.15_1 83265.554688 ... \n", - "... ... ... \n", - "seg_99010_adm1_NRU.8_1 22496.453125 ... \n", - "seg_99010_adm1_NRU.9_1 11917.144531 ... \n", - "seg_99013_adm1_TKL.2_1 173467.234375 ... \n", - "seg_99013_adm1_TKL.3_1 160413.250000 ... \n", - "seg_99015_adm1_SXM 37085.664062 ... \n", - "\n", - " protection_costs_pctgdp_log_noAdaptation_diff \\\n", - "seg_adm \n", - "seg_00001_adm1_GRC.4_1 NaN \n", - "seg_00002_adm1_GRC.4_1 NaN \n", - "seg_00003_adm1_GRC.1_1 NaN \n", - "seg_00008_adm1_ITA.15_1 NaN \n", - "seg_00009_adm1_ITA.15_1 NaN \n", - "... ... \n", - "seg_99010_adm1_NRU.8_1 NaN \n", - "seg_99010_adm1_NRU.9_1 NaN \n", - "seg_99013_adm1_TKL.2_1 NaN \n", - "seg_99013_adm1_TKL.3_1 NaN \n", - "seg_99015_adm1_SXM NaN \n", - "\n", - " stormCapital_costs_percap_noAdaptation_diff \\\n", - "seg_adm \n", - "seg_00001_adm1_GRC.4_1 0.355164 \n", - "seg_00002_adm1_GRC.4_1 0.462730 \n", - "seg_00003_adm1_GRC.1_1 2.427749 \n", - "seg_00008_adm1_ITA.15_1 55.582485 \n", - "seg_00009_adm1_ITA.15_1 69.142448 \n", - "... ... \n", - "seg_99010_adm1_NRU.8_1 334.305725 \n", - "seg_99010_adm1_NRU.9_1 124.299545 \n", - "seg_99013_adm1_TKL.2_1 537.367249 \n", - "seg_99013_adm1_TKL.3_1 0.000000 \n", - "seg_99015_adm1_SXM 67.180305 \n", - "\n", - " stormCapital_costs_pctgdp_noAdaptation_diff \\\n", - "seg_adm \n", - "seg_00001_adm1_GRC.4_1 0.000229 \n", - "seg_00002_adm1_GRC.4_1 0.000298 \n", - "seg_00003_adm1_GRC.1_1 0.001562 \n", - "seg_00008_adm1_ITA.15_1 0.033597 \n", - "seg_00009_adm1_ITA.15_1 0.041794 \n", - "... ... \n", - "seg_99010_adm1_NRU.8_1 0.570761 \n", - "seg_99010_adm1_NRU.9_1 0.212217 \n", - "seg_99013_adm1_TKL.2_1 0.917449 \n", - "seg_99013_adm1_TKL.3_1 0.000000 \n", - "seg_99015_adm1_SXM 0.114697 \n", - "\n", - " stormCapital_costs_pctgdp_log_noAdaptation_diff \\\n", - "seg_adm \n", - "seg_00001_adm1_GRC.4_1 -8.383965 \n", - "seg_00002_adm1_GRC.4_1 -8.119402 \n", - "seg_00003_adm1_GRC.1_1 -6.461825 \n", - "seg_00008_adm1_ITA.15_1 -3.393311 \n", - "seg_00009_adm1_ITA.15_1 -3.175010 \n", - "... ... \n", - "seg_99010_adm1_NRU.8_1 -0.560784 \n", - "seg_99010_adm1_NRU.9_1 -1.550146 \n", - "seg_99013_adm1_TKL.2_1 -0.086158 \n", - "seg_99013_adm1_TKL.3_1 NaN \n", - "seg_99015_adm1_SXM -2.165460 \n", - "\n", - " stormPopulation_costs_percap_noAdaptation_diff \\\n", - "seg_adm \n", - "seg_00001_adm1_GRC.4_1 313.799805 \n", - "seg_00002_adm1_GRC.4_1 1924.499390 \n", - "seg_00003_adm1_GRC.1_1 2125.950439 \n", - "seg_00008_adm1_ITA.15_1 2131.233643 \n", - "seg_00009_adm1_ITA.15_1 1049.753784 \n", - "... ... \n", - "seg_99010_adm1_NRU.8_1 12939.785156 \n", - "seg_99010_adm1_NRU.9_1 9303.377930 \n", - "seg_99013_adm1_TKL.2_1 11066.836914 \n", - "seg_99013_adm1_TKL.3_1 33556.156250 \n", - "seg_99015_adm1_SXM 1465.615479 \n", - "\n", - " stormPopulation_costs_pctgdp_noAdaptation_diff \\\n", - "seg_adm \n", - "seg_00001_adm1_GRC.4_1 0.201890 \n", - "seg_00002_adm1_GRC.4_1 1.238166 \n", - "seg_00003_adm1_GRC.1_1 1.367774 \n", - "seg_00008_adm1_ITA.15_1 1.288241 \n", - "seg_00009_adm1_ITA.15_1 0.634532 \n", - "... ... \n", - "seg_99010_adm1_NRU.8_1 22.092138 \n", - "seg_99010_adm1_NRU.9_1 15.883690 \n", - "seg_99013_adm1_TKL.2_1 18.894447 \n", - "seg_99013_adm1_TKL.3_1 57.290543 \n", - "seg_99015_adm1_SXM 2.502250 \n", - "\n", - " stormPopulation_costs_pctgdp_log_noAdaptation_diff \\\n", - "seg_adm \n", - "seg_00001_adm1_GRC.4_1 -1.600035 \n", - "seg_00002_adm1_GRC.4_1 0.213631 \n", - "seg_00003_adm1_GRC.1_1 0.313184 \n", - "seg_00008_adm1_ITA.15_1 0.253277 \n", - "seg_00009_adm1_ITA.15_1 -0.454868 \n", - "... ... \n", - "seg_99010_adm1_NRU.8_1 3.095222 \n", - "seg_99010_adm1_NRU.9_1 2.765293 \n", - "seg_99013_adm1_TKL.2_1 2.938868 \n", - "seg_99013_adm1_TKL.3_1 4.048136 \n", - "seg_99015_adm1_SXM 0.917190 \n", - "\n", - " costs_2100_med_benAdaptation \\\n", - "seg_adm \n", - "seg_00001_adm1_GRC.4_1 0.000000e+00 \n", - "seg_00002_adm1_GRC.4_1 1.612043e+04 \n", - "seg_00003_adm1_GRC.1_1 0.000000e+00 \n", - "seg_00008_adm1_ITA.15_1 2.447258e+05 \n", - "seg_00009_adm1_ITA.15_1 2.810382e+06 \n", - "... ... \n", - "seg_99010_adm1_NRU.8_1 1.244920e+07 \n", - "seg_99010_adm1_NRU.9_1 7.480091e+05 \n", - "seg_99013_adm1_TKL.2_1 3.231287e+06 \n", - "seg_99013_adm1_TKL.3_1 7.761663e+06 \n", - "seg_99015_adm1_SXM 1.923820e+07 \n", - "\n", - " costs_2100_med_log_benAdaptation adm1 \n", - "seg_adm \n", - "seg_00001_adm1_GRC.4_1 NaN GRC.4_1 \n", - "seg_00002_adm1_GRC.4_1 9.687842 GRC.4_1 \n", - "seg_00003_adm1_GRC.1_1 NaN GRC.1_1 \n", - "seg_00008_adm1_ITA.15_1 12.407894 ITA.15_1 \n", - "seg_00009_adm1_ITA.15_1 14.848831 ITA.15_1 \n", - "... ... ... \n", - "seg_99010_adm1_NRU.8_1 16.337168 NRU.8_1 \n", - "seg_99010_adm1_NRU.9_1 13.525170 NRU.9_1 \n", - "seg_99013_adm1_TKL.2_1 14.988391 TKL.2_1 \n", - "seg_99013_adm1_TKL.3_1 15.864707 TKL.3_1 \n", - "seg_99015_adm1_SXM 16.772408 SXM \n", - "\n", - "[11709 rows x 187 columns]" - ] - }, - "execution_count": 218, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "cost_df" - ] - }, - { - "cell_type": "code", - "execution_count": 222, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/srv/conda/envs/notebook/lib/python3.9/site-packages/pandas/core/arraylike.py:397: RuntimeWarning: divide by zero encountered in log10\n", - " result = getattr(ufunc, method)(*inputs, **kwargs)\n" - ] - } - ], - "source": [ - "# create dataframe of optimal case code results for mapping (for SLR scenario only)\n", - "adapt = (\n", - " xr.merge(\n", - " (\n", - " res.optimal_case,\n", - " inputs[[\"seg_lat\", \"seg_lon\"]].rename(seg_lat=\"lat\", seg_lon=\"lon\").load(),\n", - " )\n", - " )\n", - " .to_dataframe()\n", - " .drop(\"ncc\", level=\"scenario\")\n", - " .join(cost_df[\"pop\"])\n", - " .reset_index(drop=False)\n", - ")\n", - "\n", - "# Simplify from seg_adm to seg\n", - "adapt = adapt.groupby(\"seg\").agg(\n", - " optimal_case=(\"optimal_case\", \"mean\"),\n", - " lon=(\"lon\", \"mean\"),\n", - " lat=(\"lat\", \"mean\"),\n", - " pop=(\"pop\", \"sum\"),\n", - ")\n", - "\n", - "gdf = gpd.GeoDataFrame(\n", - " adapt[[\"optimal_case\", \"pop\"]],\n", - " geometry=gpd.points_from_xy(adapt[\"lon\"], adapt[\"lat\"]),\n", - ")\n", - "\n", - "gdf.crs = \"epsg:4326\"\n", - "\n", - "gdf[\"adapt_type\"] = gdf[\"optimal_case\"].apply(\n", - " lambda c: {\n", - " 0: \"NOADAPT\",\n", - " 1: \"PROTECT\",\n", - " 2: \"PROTECT\",\n", - " 3: \"PROTECT\",\n", - " 4: \"PROTECT\",\n", - " 5: \"RETREAT\",\n", - " 6: \"RETREAT\",\n", - " 7: \"RETREAT\",\n", - " 8: \"RETREAT\",\n", - " 9: \"RETREAT\",\n", - " }[c]\n", - ")\n", - "\n", - "# Create separate retreat, protect, noAdapt gdfs for plotting\n", - "gdf[\"log10pop\"] = np.log10(gdf[\"pop\"])\n", - "gdf.loc[gdf[\"pop\"] < 1, \"log10pop\"] = 0 # set zero or fractional (<1) pops to 0\n", - "r_gdf = gdf[gdf.adapt_type == \"RETREAT\"].sort_values(\"optimal_case\")\n", - "p_gdf = gdf[gdf.adapt_type == \"PROTECT\"].sort_values(\"optimal_case\")\n", - "n_gdf = gdf[gdf.adapt_type == \"NOADAPT\"].sort_values(\"optimal_case\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#### Plotting Function" - ] - }, - { - "cell_type": "code", - "execution_count": 232, - "metadata": {}, - "outputs": [], - "source": [ - "# Coastal IRs colored\n", - "def adapt_plot(\n", - " gdf,\n", - " val_col=\"optimal_case\",\n", - " adapt_type=\"RETREAT\",\n", - " title_main=\"my plot\",\n", - " title_sub=\"\\n(=SSP2, IIASA, RCP8.5)\",\n", - " filename=\"myplot.png\",\n", - " vmin=0,\n", - " vmax=300,\n", - " alpha=0.8,\n", - " msize=120,\n", - " cm=\"YlGnBu\",\n", - "):\n", - " \"\"\"creates map of results values for given scenario for geographic boundaries (e.g. national, ADM1)\n", - "\n", - " ----------\n", - " gdf : gdp.GeoDataFrame\n", - " gdf with optimal adaptation results joined with segment centroid SHP\n", - " val_col : str\n", - " name of variable to plot\n", - " adapt_type : str\n", - " which type of adaptation strategies to plot (PROTECT, RETREAT, NOADAPT)\n", - " title_main : str\n", - " map title to display\n", - " title_sub : str\n", - " map subtitle to display\n", - " filename : str\n", - " name of saved map file .png\n", - " vmin, vmax : int or float\n", - " range of color scale variable (z values) on map\n", - " alpha : float\n", - " opacity of plotted points\n", - " msize : int\n", - " point marker size\n", - " cm : int\n", - " color map for plot\n", - " \"\"\"\n", - " fig, ax = plt.subplots(1, 1, frameon=False)\n", - " fig.set_figheight(20)\n", - " fig.set_figwidth(40)\n", - " title_name = title_main\n", - " title_name += title_sub\n", - " ax.set_title(\n", - " title_name,\n", - " fontsize=18,\n", - " loc=\"left\",\n", - " fontweight=\"bold\",\n", - " )\n", - " ax.set_xticks([])\n", - " ax.set_yticks([])\n", - " ax.axis(\"off\")\n", - "\n", - " # International Borders\n", - " borders.to_crs(\"ESRI:54030\").plot(\n", - " ax=ax, facecolor=\"none\", edgecolor=\"#808080\", linewidth=1, alpha=0.5, zorder=5\n", - " )\n", - "\n", - " # Coastlines\n", - " clines.to_crs(\"ESRI:54030\").plot(\n", - " ax=ax, edgecolor=\"#808080\", linewidth=1, alpha=0.5, zorder=0\n", - " )\n", - "\n", - " gdf.sort_values(val_col).to_crs(\"ESRI:54030\").plot(\n", - " column=val_col,\n", - " ax=ax,\n", - " legend=True,\n", - " cmap=cm,\n", - " vmin=vmin,\n", - " vmax=vmax,\n", - " markersize=msize,\n", - " edgecolor=\"#808080\",\n", - " linewidth=0,\n", - " alpha=alpha,\n", - " zorder=10,\n", - " )\n", - "\n", - " plt.savefig(DIR_FIGS / str(filename + \".png\"))" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#### Retreat Plot" - ] - }, - { - "cell_type": "code", - "execution_count": 233, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "# r_colors = [\"yellow\", \"skyblue\", \"royalblue\", \"darkblue\", \"black\"]\n", - "r_colors = [\"#f2f200\", \"#40d3e0\", \"dodgerblue\", \"blue\", \"midnightblue\"]\n", - "\n", - "r_cmap = LinearSegmentedColormap.from_list(\"cm\", r_colors, N=5)\n", - "\n", - "adapt_plot(\n", - " r_gdf,\n", - " title_main=\"Optimal Adaptation Strategy (RETREAT)\",\n", - " filename=\"optAdapt_map_retreat\",\n", - " vmin=5,\n", - " vmax=9,\n", - " alpha=1,\n", - " msize=70,\n", - " cm=r_cmap,\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#### Protect Plot" - ] - }, - { - "cell_type": "code", - "execution_count": 234, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "p_colors = [\"#40d3e0\", \"dodgerblue\", \"blue\", \"midnightblue\"]\n", - "p_cmap = LinearSegmentedColormap.from_list(\"cm\", p_colors, N=4)\n", - "\n", - "adapt_plot(\n", - " p_gdf,\n", - " title_main=\"Optimal Adaptation Strategy (PROTECT)\",\n", - " filename=\"optAdapt_map_protect\",\n", - " vmin=1,\n", - " vmax=4,\n", - " alpha=1,\n", - " msize=70,\n", - " cm=p_cmap,\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#### No Adapt Plot" - ] - }, - { - "cell_type": "code", - "execution_count": 235, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "na_colors = [\"grey\", \"grey\"]\n", - "na_cmap = LinearSegmentedColormap.from_list(\"cm\", na_colors, N=2)\n", - "\n", - "adapt_plot(\n", - " n_gdf,\n", - " title_main=\"Optimal Adaptation Strategy (NOADAPT)\",\n", - " filename=\"optAdapt_map_noAdapt\",\n", - " vmin=0,\n", - " vmax=0,\n", - " alpha=1,\n", - " msize=70,\n", - " cm=na_cmap,\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "tags": [] - }, - "source": [ - "### Population Adaptation Plots" - ] - }, - { - "cell_type": "code", - "execution_count": 236, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "(array([426., 60., 91., 105., 148., 132., 177., 210., 290., 392., 445.,\n", - " 563., 664., 675., 777., 762., 704., 683., 564., 412., 315., 213.,\n", - " 124., 70., 44., 21., 14., 3., 2., 1.]),\n", - " array([0. , 0.26225632, 0.52451265, 0.786769 , 1.0490253 ,\n", - " 1.3112816 , 1.573538 , 1.8357942 , 2.0980506 , 2.360307 ,\n", - " 2.6225631 , 2.8848195 , 3.147076 , 3.4093323 , 3.6715884 ,\n", - " 3.9338448 , 4.196101 , 4.4583573 , 4.720614 , 4.98287 ,\n", - " 5.2451262 , 5.507383 , 5.769639 , 6.031895 , 6.294152 ,\n", - " 6.556408 , 6.8186646 , 7.0809207 , 7.343177 , 7.6054335 ,\n", - " 7.8676896 ], dtype=float32),\n", - " )" - ] - }, - "execution_count": 236, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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\n", 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" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "plt.hist(gdf[\"log10pop\"], bins=30)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "tags": [] - }, - "source": [ - "#### Retreat" - ] - }, - { - "cell_type": "code", - "execution_count": 237, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", 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" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "adapt_plot(\n", - " n_gdf,\n", - " val_col=\"log10pop\",\n", - " title_main=\"Optimal Adaptation Strategy (NOADAPT) - population (log10)\",\n", - " filename=\"optAdapt_map_noadapt_pop\",\n", - " vmin=4,\n", - " vmax=6,\n", - " alpha=1,\n", - " msize=70,\n", - " cm=\"RdPu\",\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#### Proactive or Reactive Retreat" - ] - }, - { - "cell_type": "code", - "execution_count": 239, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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" - ], - "text/plain": [ - "" - ] - }, - "execution_count": 4, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "client = dd.Client(threads_per_worker=1, n_workers=3)\n", - "client" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Define wrapper function" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [], - "source": [ - "def diaz2016_wrapper(segs, diaz_flags=True):\n", - "\n", - " inputs, lsl = load_diaz_inputs(PATH_DIAZ_INPUTS_INT, segs, PARAMS)\n", - "\n", - " ncc_inputs = lsl.rcp_pt.str.startswith(\"rcp0\")\n", - " lsl_ncc = lsl.isel(rcp_pt=ncc_inputs)\n", - " lsl_wcc = lsl.isel(rcp_pt=~ncc_inputs)\n", - "\n", - " kwargs = dict(\n", - " dmf_kwargs={\"floodmortality\": PARAMS.floodmortality},\n", - " elev_chunksize=None,\n", - " diaz_protect_height=diaz_flags,\n", - " diaz_construction_freq=diaz_flags,\n", - " diaz_lslr_plan=diaz_flags,\n", - " diaz_negative_retreat=diaz_flags,\n", - " diaz_forward_diff=diaz_flags,\n", - " diaz_zero_costs_in_first_year=diaz_flags,\n", - " diaz_fixed_vars_for_onetime_cost=diaz_flags,\n", - " diaz_calc_noadapt_damage_w_lslr=diaz_flags,\n", - " diaz_storm_calcs=True,\n", - " surge_lookup=None,\n", - " )\n", - "\n", - " # calculate ciam costs for no SLR\n", - " costs_ncc, refA = calc_costs(\n", - " inputs, lsl_ncc, min_R_noadapt=None, return_year0_hts=True, **kwargs\n", - " )\n", - " costs_ncc = select_optimal_case(costs_ncc, inputs.dfact)\n", - "\n", - " # calculate optimal approach w/ no SLR\n", - " refA = refA.sel(case=SOLVCASES).isel(case=costs_ncc.optimal_case, drop=True)\n", - "\n", - " costs_ncc = calc_costs(\n", - " inputs, lsl_ncc, min_R_noadapt=refA, return_year0_hts=False, **kwargs\n", - " )\n", - " costs_ncc = select_optimal_case(costs_ncc, inputs.dfact)\n", - "\n", - " # reindex to load for each w/ SLR rcp\n", - " refA[\"rcp_pt\"] = (\n", - " refA.rcp_pt.str.split(dim=\"tmp\", sep=\"_\").isel(tmp=1, drop=True).values\n", - " )\n", - " refA = refA.sel(\n", - " rcp_pt=lsl_wcc.rcp_pt.str.split(dim=\"tmp\", sep=\"_\").isel(tmp=1, drop=True)\n", - " )\n", - " refA[\"rcp_pt\"] = lsl_wcc.rcp_pt.values\n", - "\n", - " costs_wcc = calc_costs(\n", - " inputs, lsl_wcc, min_R_noadapt=refA, return_year0_hts=False, **kwargs\n", - " )\n", - " costs_wcc = select_optimal_case(costs_wcc, inputs.dfact)\n", - "\n", - " return xr.concat((costs_ncc, costs_wcc), dim=\"rcp_pt\")\n", - "\n", - "\n", - "def select_optimal_case(costs, dfact, npv_start=2010):\n", - " this_costs = costs.sel(case=SOLVCASES)\n", - " optimal_case = (\n", - " (this_costs.sum(\"costtype\") * dfact)\n", - " .sel(year=slice(npv_start, None))\n", - " .sum(\"year\")\n", - " .argmin(\"case\")\n", - " .astype(\"uint8\")\n", - " )\n", - " costs = xr.concat(\n", - " (\n", - " this_costs,\n", - " this_costs.isel(case=optimal_case, drop=True).expand_dims(\n", - " case=[\"optimalfixed\"]\n", - " ),\n", - " ),\n", - " dim=\"case\",\n", - " )\n", - " return xr.Dataset({\"costs\": costs, \"optimal_case\": optimal_case})" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "tags": [] - }, - "source": [ - "## Run model" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [], - "source": [ - "segs = xr.open_zarr(PATH_DIAZ_INPUTS_INT).seg.values\n", - "seg_grps = [segs[ix : ix + SEG_CHUNKSIZE] for ix in range(0, len(segs), SEG_CHUNKSIZE)]" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [], - "source": [ - "out = xr.concat(\n", - " client.gather(client.map(diaz2016_wrapper, seg_grps)),\n", - " dim=\"seg\",\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "tags": [] - }, - "source": [ - "## Save" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": {}, - "outputs": [], - "source": [ - "out.attrs.update(\n", - " {\n", - " \"author\": AUTHOR,\n", - " \"history\": HISTORY,\n", - " \"contact\": CONTACT,\n", - " \"description\": DESCRIPTION,\n", - " \"optimal_case_dict\": str(CASE_DICT),\n", - " }\n", - ")" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 12, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "for k, v in out.coords.items():\n", - " if v.dtype == object:\n", - " out[k] = v.astype(\"unicode\")\n", - "out.to_zarr(PATH_DIAZ_RES, mode=\"w\")" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.9.10" - }, - "widgets": { - "application/vnd.jupyter.widget-state+json": { - "state": {}, - "version_major": 2, - "version_minor": 0 - } - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} \ No newline at end of file diff --git a/notebooks/run-pyCIAM-slrquantiles.ipynb b/notebooks/run-pyCIAM-slrquantiles.ipynb deleted file mode 100644 index fbc6065..0000000 --- a/notebooks/run-pyCIAM-slrquantiles.ipynb +++ /dev/null @@ -1,571 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": { - "tags": [] - }, - "source": [ - "# Run pyCIAM" - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - "%load_ext autoreload\n", - "%autoreload 2" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/srv/conda/envs/notebook/lib/python3.9/site-packages/dask_gateway/client.py:21: FutureWarning: format_bytes is deprecated and will be removed in a future release. Please use dask.utils.format_bytes instead.\n", - " from distributed.utils import LoopRunner, format_bytes\n" - ] - } - ], - "source": [ - "import distributed as dd\n", - "import numpy as np\n", - "import pandas as pd\n", - "import xarray as xr\n", - "from dask_gateway import Gateway\n", - "from shared import (\n", - " AUTHOR,\n", - " CONTACT,\n", - " FS,\n", - " HISTORY,\n", - " PATH_PARAMS,\n", - " PATH_QUANTILE_RES,\n", - " PATH_REFA,\n", - " PATH_SLIIDERS_ECON,\n", - " PATH_SLIIDERS_SLR_QUANTILES,\n", - " PATH_SURGE_LOOKUP,\n", - " QUANTILES,\n", - " upload_pkg,\n", - ")\n", - "\n", - "from pyCIAM.constants import CASE_DICT, CASES, COSTTYPES\n", - "from pyCIAM.io import (\n", - " check_finished_zarr_workflow,\n", - " create_template_dataarray,\n", - " load_ciam_inputs,\n", - " save_to_zarr_region,\n", - ")\n", - "from pyCIAM.run import calc_costs, select_optimal_case" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "tags": [ - "parameters" - ] - }, - "outputs": [], - "source": [ - "TMPPATH = FS.get_mapper(\"rhg-data-scratch/pyCIAM_results_quantiles_prechunked.zarr\")\n", - "\n", - "N_WORKERS = 500\n", - "SEG_CHUNKSIZE = 3\n", - "\n", - "DESCRIPTION = \"Projected coastal damages from pyCIAM, using quantiles of SLR scenarios.\"" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "tags": [] - }, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "ef8f11547a8748069e177ec8d461456f", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "VBox(children=(HTML(value='

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