diff --git a/.claude/skills/check-docs-prose/SKILL.md b/.claude/skills/check-docs-prose/SKILL.md new file mode 100644 index 00000000..712173a1 --- /dev/null +++ b/.claude/skills/check-docs-prose/SKILL.md @@ -0,0 +1,122 @@ +--- +name: check-docs-prose +description: Check that the hand-written text of the microsim docs (docs/**/*.md) is still true of the code - defaults, required parameters, what each stage uses, what is and isn't modeled, numbers in captions, code examples. Use after changes to src/microsim, before a release, or when asked to audit the docs for stale or wrong statements. +--- + +# Check the docs' prose against the code + +The guide pages are written by hand, and microsim changes quickly. Statements +like "Only `truth_space` and `sample` are required", "the default is 1 W/cm²", +or "sCMOS pixel-to-pixel variation is not modeled" go stale silently. This skill +is how to find them. + +Do not trust the docs, or your memory of the code: check every claim against the +source, or by running it. + +## What the build already checks + +Run these first; fix what they find. + +```bash +uv run pytest tests/test_docs.py # runs every ```python block in the docs +uv run pytest tests/test_js_physics.py # JS chart physics (see check-js-physics) +uv run --group docs python scripts/make_doc_figures.py # figures, chart data +uv run python scripts/make_notebooks.py +uv run --group docs zensical build --strict --clean # links and cross-references +``` + +- `make_doc_figures.py` takes minutes and needs network access (FPbase, + OpenOrganelle, Allen). It only writes gitignored files, except + `cosem_examples`, which is only regenerated when named. It is also the only + thing that runs `tutorials/two-color-cell.md` (through the `tutorials` + figure), and it prints values that captions quote (e.g. `first_simulation`). +- `test_docs.py` never runs `two-color-cell.md` (its `SKIP` set). Without + network access it silently *drops* the pages in `NEEDS_INTERNET` rather than + skipping them. Check what ran with + `uv run pytest tests/test_docs.py --collect-only -q` (one item per page, plus + `README.md`), and run dropped pages another way. +- Without `--clean`, the build can be incremental and miss problems. + +## What only reading can check + +Go page by page through `docs/` (`zensical.toml` `nav` lists them). For each +statement of fact about microsim, find the code that makes it true, and cite it +(`file:line`) in your report. Kinds of claims that go stale, and where they are: + +- **Code that isn't tested.** `` ```py `` blocks are fragments and are **not** + run, ```` ```json title=... ```` blocks are written out but never validated, + and shell commands in the docs (`about/contributing.md`, + `getting-started/installation.md`) are never run. Run the cheap, + self-contained ones in a scratch script (I/O, small spaces), validate JSON + examples with `ms.Simulation.model_validate_json`, and check + `make_doc_figures.py` arguments against its `@figure` function names. +- **Defaults and required fields.** Tables of defaults + (`getting-started/first-simulation.md`, `guide/settings.md`, + `guide/detectors.md` "Default camera settings", `guide/channels.md`), and + sentences like "Only `truth_space` and `sample` are required" + (`guide/index.md`). Check the pydantic field definitions, including + `default_factory` and validators that fill values in. +- **What each stage uses.** The stage diagrams (the mermaid blocks in + `index.md` and `guide/index.md`) and the stage table in `guide/index.md` list + which parameters feed which method. Check `Simulation.ground_truth`, + `filtered_emission_rates`, `optical_image`, and `digital_image`, and what they + call. +- **What is and isn't modeled.** `guide/index.md` "What is (and isn't) + modeled", and every admonition that states a limitation or a workaround: + + ```bash + grep -rn '^ *\(!!!\|???\) ' docs | grep -v 'docs/\(data\|notebooks\)' + ``` + + A new feature can make a "not modeled" line false; a refactor can make a + "this is how it works" line false. Check each one. Also check that each + setting the docs describe actually takes effect (e.g. that + `max_psf_radius_aus` changes the PSF size in the log line `Need PSF (nz,nx)`). +- **Equations.** The formulas in `guide/photometry.md`, `guide/detectors.md`, + and `guide/modalities.md` should match the code step by step (normalizations, + units, which quantity is summed, the order of steps). The JS copies of the + same physics are covered by the `check-js-physics` skill. +- **Library contents.** Tables of `optical_config.lib` filter sets, + `detectors.lib` presets, settings, extras (`getting-started/installation.md`), + and dataset or layer names. Compare with the modules and `pyproject.toml`. + Figure captions describe what `scripts/make_doc_figures.py` computed (e.g. the + shared `_cell_sim()`): check them against that script. +- **Numbers in text and captions.** Figures and charts are regenerated on every + build, but numbers quoted in the text are not (e.g. "392 photons absorbed", + "about 6 photons", "71%"). Recompute each one from the current code, from the + output of `make_doc_figures.py`, or from the generated chart data in + `docs/data/generated/`. +- **Names.** Every class, method, parameter, and keyword mentioned in prose or + `` ```py `` fragments must exist with that name and signature. The strict build + only checks `[name][microsim.x]` cross-references, not plain `` `code` ``. +- **New API.** Public methods and settings added since the docs were written + (`git log` on `src/microsim`) should be mentioned where they belong (e.g. a + new `Simulation` method in `guide/index.md` and `api/index.md`). +- **Links to issues.** Statements tied to a GitHub issue (e.g. #152): check + whether the issue is closed and the statement still holds. + +## Style + +The docs are plain and scientific. Check these with a search, then by reading: + +```bash +grep -rn '—' docs --include='*.md' | grep -v 'docs/\(data\|notebooks\)' # em dashes +grep -rniE '\b(recommend|best for|ideal for|natural choice|should use|which [a-z]+ (when|to use)|beats|outperform)' \ + docs --include='*.md' docs/javascripts/charts | grep -v 'docs/\(data\|notebooks\)' +``` + +- No em dashes, and no marketing language. +- The docs describe what microsim computes; they don't advise readers on which + hardware to use (e.g. "which camera when", "the natural choice", "best for + low light"). Rephrase such lines as statements of what the model or the + physics does. Advice on using microsim itself (e.g. "Prefer Zarr") is fine. +- Chart labels and captions in `docs/javascripts/charts/*.js` count too. + +## Reporting and fixing + +- Fix clear factual errors directly, in the docs' existing style, unless you + were asked for a report only. +- If the code looks wrong rather than the docs (a doc describes intended behavior + the code doesn't implement), don't change either; report it. +- Report what you checked, what you changed, and anything you could not verify, + with `file:line` references for both the docs and the code. diff --git a/.claude/skills/check-js-physics/SKILL.md b/.claude/skills/check-js-physics/SKILL.md new file mode 100644 index 00000000..c0868528 --- /dev/null +++ b/.claude/skills/check-js-physics/SKILL.md @@ -0,0 +1,132 @@ +--- +name: check-js-physics +description: Check that the JavaScript physics behind the docs' interactive charts still matches microsim's Python. Use after changing photometry, detector, or optical-config code in src/microsim, after editing docs/javascripts/physics or docs/javascripts/charts, or when asked to review the docs charts for drift. +--- + +# Check the docs' JavaScript physics against microsim + +The interactive charts in the docs (`docs/javascripts/charts/*.js`) recompute some +of microsim's physics in the browser, so readers can vary parameters freely. That +code is a copy, and copies drift. This skill is how to check it. + +## Layout + +- `docs/javascripts/physics/*.js`: the copied physics. Pure functions, no DOM, and + no imports from outside `physics/`. Every function that mirrors microsim has a + comment naming the Python it mirrors (helpers like `scale`, `total`, and `rng` + don't). +- `docs/javascripts/charts/*.js`: rendering. These should contain **no physics**: + they call the physics modules, and only choose parameters, axes, and labels. + `lib.js` (plot helpers), `index.js` (mounting), and `photometry-data.js` + (decodes `photometry.json`) are infrastructure. +- `scripts/make_doc_figures.py`: exports the data the charts load, written to + `docs/data/generated/` (gitignored): `photometry_data` → `photometry.json`, + `detector_data` → `detectors.json`, `noise_data` → `noise.json`, + `pinhole_data` → `pinhole.json`. Spectra, presets, default lens values, and + images computed by microsim itself. +- `tests/test_js_physics.py` and `tests/js/*.mjs`: run the physics modules in node + on the same inputs as microsim, and compare. Skipped if `node` is not installed. + +### The charts + +| Chart | Page | Physics used | Data | Starting values | +| --- | --- | --- | --- | --- | +| `spectra.js` | `guide/channels.md` | `absorptionRate`, `crossSection`, `filteredEmissionRate`, `fluxDensity`, `irradiance`, `transmitted` | `photometry.json` | fluorophore and channel menus | +| `crosstalk.js` | `guide/channels.md` | `photonBudget` | `photometry.json` (incl. `lens`) | EGFP + tdTomato, FITC 500 LP + TRITC; numbers in the caption | +| `photon-budget.js` | `guide/photometry.md` | `photonBudget` | `photometry.json` (incl. `lens`) | EGFP, FITC, 1 W/cm², 100 ms; "about 6 photons" in the page text | +| `saturation.js` | `guide/photometry.md` | `absorptionRate`, `totalEmissionRate`, `halfSaturationIrradiance`, `maxEmissionRate` | `photometry.json` | irradiance bands from the table in `guide/channels.md` | +| `noise.js` | `guide/detectors.md` | `simulateCamera`, `snr`, `emccdExcessNoiseFactor` | `noise.json`, `detectors.json` (`cameras`) | camera presets shared with `detector-snr.js` | +| `detector-snr.js` | `guide/detectors.md` | `snr`, `emccdExcessNoiseFactor` | `detectors.json` (`cameras`) | ≈71% cap in the caption | +| `emccd-enf.js` | `guide/detectors.md` | `emccdExcessNoiseFactor` | `detectors.json` (`cameras.EMCCD`) | | +| `pmt-gain.js` | `guide/detectors.md` | `pmtGain`, `pmtExcessNoiseFactor` | `detectors.json` (`pmts`) | F ≈ 1.3 / 1.5 in the page text | +| `hyd-dead-time.js` | `guide/detectors.md` | `hydCountingEfficiency`, `hydMaxRate` | `detectors.json` | "about 6% low at 40 Mcps" in the page text | +| `pinhole.js` | `guide/modalities.md` | none (displays microsim PSFs) | `pinhole.json` | | + +Update this table when you add, rename, or remove a chart. + +## Procedure + +1. **Run the tests.** `uv run pytest tests/test_js_physics.py -v`. They must pass, + and must not be skipped (install node if they are). A failure is drift: decide + which side is right, and fix the other, or both, together. + +2. **Read each mirrored pair.** The tests cover the cases they construct, not every + branch. For every function in `docs/javascripts/physics/`, open the Python it + names and compare line by line: constants, normalizations (sum vs. peak vs. + integral), units (nm vs. m, ns vs. s, W vs. photons), defaults (`|| 1`, `?? null`), + how arrays are aligned, and rounding (`np.round` rounds halves to even, unlike + `Math.round`; use `roundHalfEven`). Current pairs: + + | JavaScript (`docs/javascripts/physics/`) | Python (`src/microsim/` unless noted) | + | --- | --- | + | `photometry.js` `decodeSpectrum` | `scripts/make_doc_figures.py` `spectrum_json` (inverse) | + | `photometry.js` `at` | `schema/spectrum.py` `Spectrum.at` (linear interpolation, 0 outside) | + | `photometry.js` `mulSpectra` | `schema/spectrum.py` `Spectrum._intensity_op` for `*` (union of wavelengths, both interpolated) | + | `photometry.js` `transmitted` | `schema/spectrum.py` `Spectrum.transmitted` | + | `photometry.js` `inverted` | `schema/spectrum.py` `Spectrum.inverted` | + | `photometry.js` `excitationPath`, `emissionPath` | `schema/optical_config/config.py` `OpticalConfig.excitation`, `.emission`, `._merge` | + | `photometry.js` `illumination` | `OpticalConfig.illumination`, `LightSource.scaled_spectrum` | + | `photometry.js` `irradiance`, `fluxDensity` | `OpticalConfig.irradiance`, `.illumination_flux_density` | + | `photometry.js` `crossSection` | `schema/sample/fluorophore.py` `Fluorophore.absorption_cross_section` | + | `photometry.js` `absorptionRate`, `saturationParameter`, `totalEmissionRate`, `filteredEmissionRate` | `OpticalConfig` methods of the same names (which call `optical_config/_fluorescence.py` `ChannelFluorescence` and `OpticalConfig.detected_fraction`) | + | `photometry.js` `halfSaturationIrradiance`, `maxEmissionRate` | derived from `OpticalConfig.saturation_parameter` and `.total_emission_rate` | + | `photometry.js` `collectionEfficiency` | `schema/lens.py` `ObjectiveLens.collection_efficiency` | + | `photometry.js` `photonBudget` | `Simulation.filtered_emission_rates` (tested end to end) | + | `detectors.js` `emccdExcessNoiseFactor` | `schema/detectors/_camera.py` `CameraEMCCD.excess_noise_factor` | + | `detectors.js` `pmtGain`, `pmtExcessNoiseFactor` | `schema/detectors/_point.py` `PMT.multiplication_gain`, `.excess_noise_factor` | + | `detectors.js` `hydCountingEfficiency`, `hydMaxRate` | `schema/detectors/_point.py` `HyD._counting_efficiency` | + | `detectors.js` `roundHalfEven` | `np.round`, as used in `_Detector.simulate` | + | `detectors.js` `snr` | derived from `schema/detectors/_detector.py` `_Detector.simulate` and `apply_multiplication_gain` (tested against a Monte Carlo run of `render`) | + | `detectors.js` `simulateCamera` | `_Detector.simulate` steps 1-5 for cameras, and `apply_multiplication_gain` (tested statistically against `render`: mean, variance, quantiles) | + | `random.js` `poisson`, `normal`, `gamma` | the distributions of `schema/backend.py` `poisson_rvs`, `norm_rvs`, and `scipy.stats.gamma` (same distributions, not the same random streams) | + | `random.js` `rng` | no mirror (seeded PRNG for the browser) | + + Charts that only display arrays computed by microsim (`pinhole.js`, the noise-free + image in `noise.js`) have nothing to mirror; check instead that the export + function in `scripts/make_doc_figures.py` uses microsim, and that captions + describe what was computed. + + If the Python has gained a step (a new factor, a new parameter that changes the + result), the JavaScript needs it too, or the function's comment (and the chart's + caption, if it matters there) must say what it leaves out. + +3. **Find physics outside the physics modules.** Search the charts for formulas: + + ```bash + grep -nE '1e-?[0-9]|Math\.(exp|sqrt|log|pow)|\*\* ?-?[0-9]|/ ?\(1 \+' docs/javascripts/charts/*.js + ``` + + Ratios of physics outputs for display (e.g. "fraction passed") are fine. + Anything that computes a physical quantity belongs in `physics/`, with a mirror + comment and a test. + +4. **Check the exported data.** `scripts/make_doc_figures.py` writes presets and + spectra from microsim objects. Make sure the chart uses the exported values + (e.g. PMT presets, the HyD dead time, the `ObjectiveLens` defaults), not numbers + typed into the JavaScript. If two charts share starting values (e.g. the camera + presets of `noise.js` and `detector-snr.js`), both must read them from the same + export. Display-only settings (slider ranges, `electronsPerAdu` chosen to fit + 16 bits) can stay in the chart. + +5. **Check the captions and page text.** Numbers quoted in the docs (see the + "Starting values" column above) should match what the chart shows at its + starting values. Regenerate the data first; without it, a chart shows "This + interactive chart failed to load": + + ```bash + # noise_data needs network access (FPbase, OpenOrganelle) the first time + uv run --group docs python scripts/make_doc_figures.py photometry_data detector_data noise_data pinhole_data + ``` + + Then either compute the numbers in node, importing `docs/javascripts/physics/*.js` + with the generated JSON (fastest), or serve the docs and look: + + ```bash + uv run --group docs zensical serve + ``` + +## When adding a chart or a physics function + +- Put the physics in `docs/javascripts/physics/`, with a comment naming the Python. +- Add a case to `tests/test_js_physics.py` that compares it with microsim. +- Add rows to the tables above. diff --git a/.github/workflows/docs.yml b/.github/workflows/docs.yml index b36f9fe3..ba66ca2b 100644 --- a/.github/workflows/docs.yml +++ b/.github/workflows/docs.yml @@ -10,18 +10,30 @@ concurrency: cancel-in-progress: true jobs: - build: - if: github.event_name == 'pull_request' + docs: runs-on: ubuntu-latest + permissions: + contents: write steps: - uses: actions/checkout@v7 - uses: astral-sh/setup-uv@c18668ad3cf93ea998bef934396af7bb5c839dc7 # v10.2.0 - - run: uv run --group docs mkdocs build --strict - - deploy: - if: github.ref == 'refs/heads/main' - runs-on: ubuntu-latest - steps: - - uses: actions/checkout@v7 - - uses: astral-sh/setup-uv@c18668ad3cf93ea998bef934396af7bb5c839dc7 # v10.2.0 - - run: uv run --group docs mkdocs gh-deploy --force + # PSFs, ground truth, and OpenOrganelle downloads used by the figures + - uses: actions/cache@v4 + with: + path: ~/.cache/microsim + key: microsim-docs-${{ hashFiles('scripts/make_doc_figures.py', 'uv.lock') }} + restore-keys: microsim-docs- + - name: Generate figures and chart data + run: uv run --group docs python scripts/make_doc_figures.py + # tutorial notebooks, published with the site (Colab opens them from gh-pages) + - name: Generate notebooks + run: uv run python scripts/make_notebooks.py + - name: Build + run: uv run --group docs zensical build --strict + # zensical has no gh-deploy; push the built site to the gh-pages branch + - name: Deploy + if: github.ref == 'refs/heads/main' + run: | + git config user.name "github-actions[bot]" + git config user.email "github-actions[bot]@users.noreply.github.com" + uvx ghp-import --no-jekyll --push --force site diff --git a/.gitignore b/.gitignore index 3d9998da..010432dd 100644 --- a/.gitignore +++ b/.gitignore @@ -108,3 +108,10 @@ microsim/_version.py microsim/**/*.c jrc_* dask-worker-space* + +# documentation figures, made by scripts/make_doc_figures.py +docs/images/generated/ +docs/data/generated/ + +# tutorial notebooks, made by scripts/make_notebooks.py +docs/notebooks/ diff --git a/README.md b/README.md index 9f7eea4d..c1c5cf54 100644 --- a/README.md +++ b/README.md @@ -20,10 +20,16 @@ The goal of this library is to generate highly realistic simulated data such as ## Documentation -Start with the [tutorial](https://www.talleylambert.com/microsim/tutorial/), and read about the -[simulation stages](https://www.talleylambert.com/microsim/stages/), then see the -[API Reference]() for details -on the `Simulation` object and options for all of the fields. +Documentation is at . Start with +[First simulation](https://talleylambert.com/microsim/getting-started/first-simulation/), +read the [User guide](https://talleylambert.com/microsim/guide/) for how each part +of the simulation works, and see the +[API reference](https://talleylambert.com/microsim/api/) for every option. + +> [!WARNING] +> microsim is in early development and changes quickly. Releases may break the API +> or change simulation results for the same parameters. If you depend on it, pin a +> specific version and record it with your results. ## Installation @@ -67,7 +73,7 @@ paying attention to your GPU requirements. Support for torch is planned. ## Usage Construct and run a -[`microsim.Simulation`](https://www.talleylambert.com/microsim/api/#microsim.schema.simulation.Simulation) +[`microsim.Simulation`](https://talleylambert.com/microsim/api/microsim/schema/simulation/) object. ```python diff --git a/docs/about/citing.md b/docs/about/citing.md new file mode 100644 index 00000000..fcae85f3 --- /dev/null +++ b/docs/about/citing.md @@ -0,0 +1,23 @@ +--- +icon: lucide/quote +--- + +# Citing microsim + +If you use microsim in published work, please cite the software through its +Zenodo record: + +[![DOI](https://zenodo.org/badge/483645397.svg)](https://doi.org/10.5281/zenodo.18942661) + +The Zenodo page has citation text in several formats, and a DOI for each +release. Since results can differ between versions, cite the version you used. + +The ground truth from OpenOrganelle and the spectra from FPbase come from +other projects; if you use them, please also cite: + +- Heinrich, L. et al. "Whole-cell organelle segmentation in volume electron + microscopy." *Nature* 599, 141–146 (2021). + [doi:10.1038/s41586-021-03977-3](https://doi.org/10.1038/s41586-021-03977-3) +- Lambert, T. J. "FPbase: a community-editable fluorescent protein database." + *Nature Methods* 16, 277–278 (2019). + [doi:10.1038/s41592-019-0352-8](https://doi.org/10.1038/s41592-019-0352-8) diff --git a/docs/about/contributing.md b/docs/about/contributing.md new file mode 100644 index 00000000..7fd528d9 --- /dev/null +++ b/docs/about/contributing.md @@ -0,0 +1,81 @@ +--- +icon: lucide/git-pull-request +--- + +# Contributing + +Bug reports, questions, and pull requests are welcome on +[GitHub](https://github.com/tlambert03/microsim). Contributions of new ground +truth generators, modalities, and detector models are particularly useful. + +## Development setup + +```bash +git clone https://github.com/tlambert03/microsim +cd microsim +uv sync +uv run pytest +``` + +Code style is enforced with [ruff](https://docs.astral.sh/ruff/) and type +checking with mypy, run through [prek](https://github.com/j178/prek) (or +pre-commit): + +```bash +uv run prek run -a +``` + +## Documentation + +The docs are built with [Zensical](https://zensical.org) from the Markdown +files in `docs/`, configured in `zensical.toml`. The API reference is generated +from the source: the `api-autonav` plugin makes one page per public module, and +[mkdocstrings](https://mkdocstrings.github.io) renders the docstrings. Modules +whose contents are documented by their package are excluded there, so that +each object is documented once. + +```bash +uv run --group docs zensical serve # live preview at http://localhost:8000 +uv run --group docs zensical build # build to site/ +``` + +Most figures, and the data for the interactive charts, are made by microsim +when the docs are built, and are not checked in. Generate them once before +previewing (this needs network access for FPbase and OpenOrganelle, and takes a +few minutes the first time): + +```bash +uv run --group docs python scripts/make_doc_figures.py # everything +uv run --group docs python scripts/make_doc_figures.py pinhole_data detector_data # some +``` + +Images are written to `docs/images/generated/` and chart data to +`docs/data/generated/`, both ignored by git. The figures of the +[tutorials](../tutorials/index.md) are made by running the code blocks of each +tutorial page, so the code shown always matches the images. + +Each tutorial is also published as a notebook, converted from its page by +`scripts/make_notebooks.py` (into `docs/notebooks/`, also ignored by git). The +notebook's first cell installs microsim from the commit the docs were built +from. Run the script before a strict build, which checks the notebook links: + +```bash +uv run python scripts/make_notebooks.py +``` + +### Interactive charts + +The interactive charts are drawn in the browser with +[Observable Plot](https://observablehq.com/plot/) and +[D3](https://d3js.org), loaded from jsDelivr. A chart is a placeholder in the +Markdown, + +```html +
+``` + +and a module in `docs/javascripts/charts/` with the same name. Where a chart +recomputes microsim's physics (so readers can change parameters), the +calculation lives in `docs/javascripts/physics/`, and +`tests/test_js_physics.py` runs it in node and compares it with microsim. Run +that test after changing photometry or detector code; it needs `node`. diff --git a/docs/api.md b/docs/api.md deleted file mode 100644 index dd44d882..00000000 --- a/docs/api.md +++ /dev/null @@ -1,93 +0,0 @@ -# API Reference - -All classes here are importable from the `microsim.schema` module. - -## Simulation - -The top level object is the `Simulation` object. This -object contains all the information needed to run a simulation. - -::: microsim.schema.simulation - -## Spaces - -Spaces define the shape and scale of various spaces in the simulation. -They can be defined in many different ways, but they all either directly -declare or calculate the `shape`, `scale`, `extent` and `axes` names of -the space in which the simulation is run. - -For example, you might define the ground truth fluorophore distribution -in a highly sampled space, and then downscale the resulting simulation -to a realistic microscope image sampling. - -```python -from microsim import Simulation -import microsim.schema as ms - -Simulation( - # ground truth with z-step 20nm and XY pixel size 10nm - truth_space=ms.ShapeScaleSpace(shape=(256, 1024, 1024), scale=(0.02, 0.01, 0.01)), - # downscale output to 160nm x 80nm x 80nm pixels with shape (32, 128, 128) - output_space=ms.DownscaledSpace(downscale=8), - sample=ms.Sample(labels=[]), # ... -) -``` - -If one of the spaces is defined using a relative space such as `DownscaledSpace`, -the other *must* be an absolute space such as `ShapeScaleSpace`. - -::: microsim.schema.space - -## Objective Lens - -Properties of the objective lens used in the simulation. Will help -to determine the PSF and other optical properties of the simulation. - -::: microsim.schema.lens - -## Optical Configs - -Optical configurations define the filters and wavelengths used -in the simulation. - -::: microsim.schema.optical_config - -## Samples - -Samples define the distribution and properties of fluorophores in -the simulation. A `Sample` is a set of `labels`, each of which -is a combination of a `Fluorophore` and a `FluorophoreDistribution`. - -The `FluorophoreDistribution` is the primary object that determines -what the sample will look like. - -::: microsim.schema.sample - -## Modality - -Modalities define the imaging modality used in the simulation, -such as "widefield", "confocal", "3D-SIM", etc. This object -has a lot of control over how other parts of the simulation -are combined to render the final image. - -::: microsim.schema.modality - -## Settings - -Various global settings for the simulation, such as the calculation -backend (`numpy`, `cupy`, `jax`, etc...) and an optional random seed, -which can be used to reproduce the same simulation multiple times. - -Note that all of these settings can also be defined using environment -variables prefixed with `MICROSIM_`. For example, to globally -disallow caching, you can set `MICROSIM_CACHE=0`. Nested settings -can be defined using `__` as a separator, such as `MICROSIM_CACHE__WRITE=0`, -which would disable writing to the cache (but still allow reading). - -::: microsim.schema.settings - -## Other Types - -Types used in the schema that may be used across categories. - -::: microsim.schema.spectrum diff --git a/docs/api/index.md b/docs/api/index.md new file mode 100644 index 00000000..85434a6e --- /dev/null +++ b/docs/api/index.md @@ -0,0 +1,87 @@ +--- +icon: lucide/braces +--- + +# API reference + +All the models used to define a simulation can be imported from +`microsim.schema`, which is usually imported as `ms`: + +```py +from microsim import schema as ms + +ms.Simulation, ms.Confocal, ms.CameraCMOS, ... +``` + +Every model is a [pydantic](https://docs.pydantic.dev) model. Fields are +validated when the object is created and when they are assigned, and every +field that takes a model also accepts a dictionary with the same keys. +Unknown fields raise an error. + +The pages in this section are generated from the source code, one per public +module, so they always match the installed version. Each object is documented +once, in the module or subpackage that defines it; most are also importable +from `microsim.schema`, as above. The main objects, by topic: + +
+ +## Simulation + +| Object | Description | +| --- | --- | +| [`Simulation`][microsim.schema.simulation.Simulation] | the top-level model | +| [`Simulation.run`][microsim.schema.simulation.Simulation.run] | run every stage and return the digital image | +| [`Simulation.run_batch`][microsim.schema.simulation.Simulation.run_batch] | run once per sample, reusing PSFs and emission rates | +| [`Track`][microsim.schema.simulation.Track] | channels acquired at the same time ([guide](../guide/channels.md#sequential-and-simultaneous-acquisition)) | +| [`ground_truth`][microsim.schema.simulation.Simulation.ground_truth], [`filtered_emission_rates`][microsim.schema.simulation.Simulation.filtered_emission_rates], [`optical_image`][microsim.schema.simulation.Simulation.optical_image], [`digital_image`][microsim.schema.simulation.Simulation.digital_image] | the stages, run one at a time ([guide](../guide/index.md)) | + +## Spaces + +| Object | Description | +| --- | --- | +| [`ShapeScaleSpace`][microsim.schema.space.ShapeScaleSpace], [`ExtentScaleSpace`][microsim.schema.space.ExtentScaleSpace], [`ShapeExtentSpace`][microsim.schema.space.ShapeExtentSpace] | a space given by two of shape, extent, and scale | +| [`DownscaledSpace`][microsim.schema.space.DownscaledSpace], [`UpscaledSpace`][microsim.schema.space.UpscaledSpace] | a space derived from another one ([guide](../guide/spaces.md)) | + +## Sample + +| Object | Description | +| --- | --- | +| [`Sample`][microsim.schema.sample.Sample], [`FluorophoreDistribution`][microsim.schema.sample.FluorophoreDistribution] | the labels in the sample, and where each one is | +| [`Fluorophore`][microsim.schema.sample.Fluorophore] | spectra, extinction coefficient, quantum yield, lifetime | +| [`MatsLines`][microsim.schema.sample.MatsLines], [`CosemLabel`][microsim.schema.sample.CosemLabel] | built-in distributions ([guide](../guide/samples.md)) | +| [`cosem`][microsim.cosem], [`allen`][microsim.allen] | OpenOrganelle (COSEM) datasets, Allen Institute neuron reconstructions | + +## Optics + +| Object | Description | +| --- | --- | +| [`ObjectiveLens`][microsim.schema.lens.ObjectiveLens] | numerical aperture, immersion and specimen refractive index | +| [`Widefield`][microsim.schema.modality.Widefield], [`Confocal`][microsim.schema.modality.Confocal], [`Identity`][microsim.schema.modality.Identity] | imaging modalities ([guide](../guide/modalities.md)) | +| [`psf`][microsim.psf] | functions to compute widefield and confocal PSFs directly | + +## Channels + +| Object | Description | +| --- | --- | +| [`OpticalConfig`][microsim.schema.optical_config.OpticalConfig] | a channel: light sources, filters, and optionally its own exposure (and detector QE) ([guide](../guide/channels.md)) | +| [`LightSource`][microsim.schema.optical_config.LightSource] | an excitation spectrum and its relative power | +| [`Bandpass`][microsim.schema.optical_config.Bandpass], [`Longpass`][microsim.schema.optical_config.Longpass], [`Shortpass`][microsim.schema.optical_config.Shortpass], [`SpectrumFilter`][microsim.schema.optical_config.SpectrumFilter] | filters | +| [`Spectrum`][microsim.schema.spectrum.Spectrum] | a sampled spectrum | +| [`optical_config.lib`][microsim.schema.optical_config.lib] | built-in filter sets and laser lines | + +## Detectors + +| Object | Description | +| --- | --- | +| [`CameraCCD`][microsim.schema.detectors.CameraCCD], [`CameraCMOS`][microsim.schema.detectors.CameraCMOS], [`CameraEMCCD`][microsim.schema.detectors.CameraEMCCD] | cameras ([guide](../guide/detectors.md)) | +| [`PMT`][microsim.schema.detectors.PMT], [`HyD`][microsim.schema.detectors.HyD] | point detectors | +| [`detectors.lib`][microsim.schema.detectors.lib] | built-in detectors | + +## Settings and utilities + +| Object | Description | +| --- | --- | +| [`Settings`][microsim.schema.settings.Settings] | array backend, precision, random seed, caching ([guide](../guide/settings.md)) | +| [`util`][microsim.util] | plotting (`ortho_plot`, `ndview`, `animate`) and cache helpers | + +
diff --git a/docs/concept.md b/docs/concept.md deleted file mode 100644 index 0c47d2a6..00000000 --- a/docs/concept.md +++ /dev/null @@ -1,103 +0,0 @@ -# Conceptual Overview - -The goal of microsim is to generate highly realistic simulated light microscopy -images. The top level `microsim.Simulation` object contains all of the -parameters that define the simulation, such as the shape and scale of the space -in which the simulation is run, the sample to be imaged, the modality and -optical configuration of the microscope, the detector, and the shape/scale of -the final output image. Parameters are designed to be swappable and extensible, -so it should be easy to "image" the same sample on various microscope setups. - -Properties of fluorophores and optical configurations for microscopes can be -loaded from external sources such as [FPbase](https://www.fpbase.org/). - -The simulation can be run on a CPU or GPU, and can be accelerated with Jax, -Cupy, or PyTorch. - -Possible applications include: - -- Teaching microscopy concepts -- Generating realistic training data for machine learning models -- Generating test data for image processing pipelines -- Generating challenge/benchmark datasets with known ground truth. - -## Simulation Parameter Objects - -Microsim is designed as a set of pydantic objects. In addition to -runtime type checking and coercion, this allows for easy serialization and -deserialization of the simulation parameters. - -### Simulation - -All simulations start with a [`microsim.Simulation`][] object, and the -simulation is run by calling the [`run()`][microsim.Simulation.run] method on this -object. - -### Spaces - -Spaces define the shape and scale of the space in which the simulation is run. -They can either be "concrete" spaces that provide the actual shape and scale, -or relative spaces that provide a shape and scale downsampled or upsampled -relative to another space. - -### Samples - -Samples are declared as a list of -[`FluorophoreDistribution`][microsim.schema.FluorophoreDistribution] objects, -each of which specifies the distribution of fluorophores in the sample, and the -type of fluorophore (e.g. EGFP, mCherry, etc.). Changing the fluorophore may -change spectral properties, or signal to noise ratio, while changing the -distribution changes the spatial properties of the sample. - -### Modalities - -The modality controls much of the image formation process, its `render()` method -does much of the heavy lifting in the simulation. The modality is responsible -for generating the raw image data from ground truth fluorophore positions. -Example modalities include confocal, widefield, structured illumination, etc... - -### Objective Lenses - -Objective lenses control the properties of the objective lens, such as numerical -aperture. Currently, this object is a bit overloaded as it also includes things -like coverslip thickness. - -### Channels - -Channels control the arrangement of filters in the microscope: excitation, emission, -and dichroic filters. Channels can be used by the modality to determine signal, -background, bleedthrough, etc... - -### Detectors - -Detectors control the properties of the detector, such as quantum efficiency, -dark current, read noise, etc... The detector properties are generally applied -after downsampling the image to the output (pixelated) space. - -### Settings - -The settings object controls various global parameters of the simulation, such -as the numpy-like backend to use (numpy, jax, cupy, pytorch), a random seed which -can be used to make the simulation reproducible, and other general parameters. - -## Additional Functionality - -### Point Spread Functions - -There is no top-level point spread function object in the simulation: each -modality builds a *system PSF* for every fluorophore in every channel (the -excitation spot times the detection PSF), based on the objective lens and on how bright each fluorophore is in each -channel (and at which wavelengths). The `microsim.psf` module contains -`make_psf()` and `make_confocal_psf()`, for making PSFs directly. - -### FPbase - -The `microsim.fpbase` module contains functions for loading fluorophore and -optical configuration data from [FPbase](https://www.fpbase.org/). - -### Open organelle - -The `cosem` folder contains functions for loading data from -, which is an incredibly rich source of -ground truth data. Open organelle has a database of FIB-SEM data collected -at 4nm resolution, and segmented into organelles. (This is a work in progress) diff --git a/docs/getting-started/first-simulation.md b/docs/getting-started/first-simulation.md new file mode 100644 index 00000000..52f93a1b --- /dev/null +++ b/docs/getting-started/first-simulation.md @@ -0,0 +1,166 @@ +--- +icon: lucide/play +--- + +# First simulation + +This page builds a simulation, runs it, and looks at the result of each stage. +It needs the `view` extra for plotting (included in `microsim[all]`). + +## Build and run it + +```python +from microsim import schema as ms +from microsim.util import ortho_plot + +sim = ms.Simulation( + truth_space=ms.ShapeScaleSpace( # (1)! + shape=(128, 512, 512), + scale=(0.02, 0.01, 0.01), + ), + output_space={"downscale": 8}, # (2)! + sample=ms.Sample( # (3)! + labels=[ms.MatsLines(density=0.5, length=30, azimuth=5)] + ), + detector=ms.CameraCMOS(), # (4)! +) + +result = sim.run() # (5)! +ortho_plot(result) +``` + +1. The **truth space** is the grid on which the sample is drawn and the + optics are computed: 128 × 512 × 512 voxels (Z, Y, X), each 20 × 10 × 10 nm. + That is a 2.56 × 5.12 × 5.12 µm volume. Lengths are in micrometers. +2. The **output space** is the pixel grid of the final image. `downscale: 8` + bins the truth space by 8 along each axis, giving 16 × 64 × 64 pixels of + 160 × 80 × 80 nm. +3. The **sample** is a list of labels. [`MatsLines`][microsim.schema.MatsLines] + draws randomly oriented line segments, one voxel wide, with one + fluorophore per voxel. +4. The **detector** converts photons to gray values and adds noise. This is a + CMOS camera with default settings. +5. [`run()`][microsim.schema.simulation.Simulation.run] executes every stage and returns the + digital image. + +Everything not given has a default value. In this case: + +| Parameter | Default | +| ---------------- | -------------------------------------------------------------------------------------------------------- | +| `modality` | [`Widefield()`][microsim.schema.Widefield] | +| `objective_lens` | 1.4 NA oil immersion ([`ObjectiveLens()`][microsim.schema.ObjectiveLens]) | +| `channels` | one FITC/GFP filter set, with 1 W/cm² of white light through the excitation filter | +| fluorophore | a placeholder fluorophore with flat spectra (see [Samples](../guide/samples.md#fluorophores)) | +| `exposure_ms` | 100 ms | +| `settings` | NumPy backend (or CuPy if installed), float32, and a new random seed each time the `Simulation` is created | + +!!! tip "Dictionaries work too" + + As usual with pydantic models, any parameter can be given as a dictionary + (or loaded from JSON) instead of an object. These are equivalent: + + ```python + output_space = ms.DownscaledSpace(downscale=8) + output_space = {"downscale": 8} + ``` + + When a field accepts several types, a `"type"` key selects one, as in + `{"type": "confocal", "pinhole_au": 1}`. Unknown keys raise an error rather + than being ignored. + +## Look at each stage + +`run()` computes four stages in order and returns the last one. Each stage +also has its own method, and each returns an [`xarray.DataArray`][xarray.DataArray] with +named dimensions and physical coordinates (µm): + +| Method | Dimensions | Units | +| ------------------------------------------------------------------------------ | ------------------- | --------------------------- | +| [`ground_truth()`][microsim.schema.simulation.Simulation.ground_truth] | `(f, z, y, x)` | fluorophores per voxel | +| [`filtered_emission_rates()`][microsim.schema.simulation.Simulation.filtered_emission_rates] | `(c, f, w)` | photons/s per fluorophore | +| [`optical_image()`][microsim.schema.simulation.Simulation.optical_image] | `(c, z, y, x)` | photons/s per voxel | +| [`digital_image()`][microsim.schema.simulation.Simulation.digital_image] | `(c, z, y, x)` | gray values | + +Dimension names: `f` fluorophore, `c` channel, `w` wavelength (nm), and `z`, +`y`, `x` in µm. + +```python +truth = sim.ground_truth() # the sample +optical = sim.optical_image() # the light reaching the detector +digital = sim.digital_image(optical) # (1)! +``` + +1. Passing `optical` in avoids computing it again. This is useful to try + several detectors or exposure times on one optical image. + +![Ground truth, optical image, and digital image](../images/generated/first-simulation.png) +/// caption +Left to right: the ground truth (maximum projection), one plane of the optical +image in the truth space, and one plane of the digital image in the output +space. +/// + +The optical image is blurred but noise-free. The digital image is pixelated and +noisy, and it is dim: the brightest pixel is about 10 gray values above the +camera offset of 100. + +## Make it brighter + +The simulation works in physical units, so brightness follows from labeling +density, illumination intensity, and exposure time, as on a real microscope. +Here the sample is sparse (a single fluorophore per 10 nm voxel along each line) and +the illumination is weak. Raising the irradiance of the channel to 10 W/cm² +gives ten times as many photons: + +```python +from microsim.schema.optical_config import lib + +sim.channels = [lib.FITC.model_copy(update={"power": 10})] # (1)! +result = sim.run() +``` + +1. `lib.FITC` is the default channel. `model_copy` makes a modified copy; + setting `lib.FITC.power` directly would change it for every simulation + in the session. `power` is in W/cm² at the sample. + +A confocal microscope focuses a laser to a diffraction-limited spot and scans +it, so its irradiance is far higher (kW/cm² to MW/cm² at the focus) and the +time per pixel is far shorter (microseconds). For point-scanning modalities +`power` is the peak irradiance at the focus and `exposure_ms` is the pixel +dwell time. `lib` has [laser lines](../guide/channels.md#built-in-filter-sets) +for this: + +```python +sim.modality = ms.Confocal(pinhole_au=0.5) +sim.channels = [lib.LASER_488.model_copy(update={"power": 50_000})] # W/cm² at focus +sim.exposure_ms = 0.01 # 10 µs per pixel +result = sim.run() +``` + +![The same sample at higher irradiance, and in confocal](../images/generated/first-simulation-brighter.png) +/// caption +The digital image at the default 1 W/cm², at 10 W/cm², and as a confocal image +with a 0.5 AU pinhole. Each panel is scaled to its own range. +/// + +## Reproducibility + +The random lines in the sample and the noise come from a random number +generator. To get the +same result every time, set a seed: + +```py +sim = ms.Simulation(..., settings=ms.Settings(random_seed=42)) +``` + +Without it, each new `Simulation` picks a random seed. + +## Next steps + +- [Overview](../guide/index.md) of how the parts of a simulation fit together. +- [Samples](../guide/samples.md): use real fluorophores, several labels, or your + own ground truth. +- [Saving and loading](../guide/saving.md): write results to disk and store + simulations as JSON. +- [Tutorial: two-color cell](../tutorials/two-color-cell.md): a longer example + with realistic ground truth. diff --git a/docs/getting-started/installation.md b/docs/getting-started/installation.md new file mode 100644 index 00000000..30d48a14 --- /dev/null +++ b/docs/getting-started/installation.md @@ -0,0 +1,79 @@ +--- +icon: lucide/download +--- + +# Installation + +## From PyPI + +```bash +pip install "microsim[all]" +``` + +!!! warning "Pin a specific version" + + microsim changes quickly, and releases can break the API or change + simulation results for the same parameters. For any project you want to + reproduce later, pin the exact version: + + ```bash + pip install "microsim[all]==0.x.y" + ``` + + You can check the installed version with `microsim.__version__`. + +The `[all]` extra installs the plotting, file I/O, and data-download +dependencies used throughout these docs. The base package (`pip install +microsim`) can run every simulation, but cannot plot results, write TIFF files, +or fetch ground truth from OpenOrganelle. + +??? info "What each extra installs" + + | Extra | Adds | Needed for | + | ------- | ---------------------------------------------- | -------------------------------------------------------------------------- | + | `view` | matplotlib, [ndv](https://github.com/pyapp-kit/ndv) | [`ortho_plot`][microsim.util.ortho_plot], [`Simulation.plot`][microsim.schema.simulation.Simulation.plot], interactive viewing | + | `io` | tifffile, imageio | writing `.tif` output | + | `cosem` | boto3, s3fs, supabase, imageio | [`CosemLabel`](../guide/samples.md#openorganelle-cosem) ground truth | + | `jax` | jax | the `jax` backend | + | `torch` | torch | the `torch` backend | + | `all` | `view`, `io`, `cosem`, and rich | | + +## Latest development version + +```bash +pip install "microsim[all] @ git+https://github.com/tlambert03/microsim" +``` + +The development version changes often. + +## GPU acceleration + +Most of the computation time goes into PSF generation and convolution. These +can run on a GPU through [CuPy](https://docs.cupy.dev/en/stable/install.html) +or [JAX](https://docs.jax.dev/en/latest/installation.html). Neither is +installed by default; follow their installation instructions for your GPU and +CUDA version, then select the backend: + +```py +sim = ms.Simulation(..., settings=ms.Settings(np_backend="cupy")) +``` + +See [Settings](../guide/settings.md#array-backends) for details. A `torch` +backend also exists, but is incomplete. + +## Development install + +microsim uses [uv](https://docs.astral.sh/uv/) for development: + +```bash +git clone https://github.com/tlambert03/microsim +cd microsim +uv sync +uv run pytest +``` + +To build these docs locally: + +```bash +uv run --group docs zensical serve +``` diff --git a/docs/guide/channels.md b/docs/guide/channels.md new file mode 100644 index 00000000..102b8c52 --- /dev/null +++ b/docs/guide/channels.md @@ -0,0 +1,326 @@ +--- +icon: lucide/filter +--- + +# Channels + +A channel is one optical configuration of the microscope: the light source +and the filters it uses to excite the sample and to select the emitted light. +`Simulation.channels` is a list of [`OpticalConfig`][microsim.schema.OpticalConfig] +objects, and the output has one image per channel along the `c` dimension. + +The default is a single FITC (GFP) channel. + +```py +from microsim.schema.optical_config import lib + +sim = ms.Simulation(..., channels=[lib.FITC, lib.TRITC]) +``` + +
+/// caption +A fluorophore's absorption and emission spectra (normalized to their peaks), the +excitation light that reaches the sample, and the transmission of the emission +path. The emission path combines every filter in it: the dichroic mirror +reflects the excitation light toward the sample and transmits the emission to +the detector. Shaded: the absorption spectrum weighted by the excitation light, +and the emission that passes the emission path. Hover for values. +/// + +## Built-in filter sets + +[`microsim.schema.optical_config.lib`][microsim.schema.optical_config.lib] +has idealized versions of common filter sets, built from smooth bandpass and +longpass edges. They are not models of real filters, and are meant for quick +simulations; for real filters, load them from FPbase (below). + +| Name | Excitation | Dichroic | Emission | +| ------- | ----------- | -------- | ---------- | +| `DAPI` | 350/50 | 400 LP | 460/50 | +| `ECFP` | 436/20 | 455 LP | 480/40 | +| `FITC` | 470/40 | 495 LP | 525/50 | +| `EYFP` | 500/20 | 515 LP | 535/30 | +| `TRITC` | 545/25 | 565 LP | 605/70 | +| `DSRED` | 545/30 | 570 LP | 620/60 | +| `CY5` | 620/60 | 660 LP | 700/75 | +| `CY7` | 710/75 | 760 LP | 810/90 | + +Bandpass filters are written as center/width in nm. + +For point-scanning confocals, `lib` also has laser lines: a laser, a dichroic, +and an emission bandpass, with generic filter values. Their `power` is 1e5 +W/cm², the peak irradiance at the focus (about 50 µW at the sample with a +1.4 NA objective). + +| Name | Laser | Dichroic | Emission | +| ----------- | ------ | -------- | -------- | +| `LASER_405` | 405 nm | 420 LP | 450/50 | +| `LASER_445` | 445 nm | 455 LP | 480/40 | +| `LASER_488` | 488 nm | 495 LP | 525/50 | +| `LASER_515` | 515 nm | 520 LP | 550/40 | +| `LASER_561` | 561 nm | 570 LP | 600/50 | +| `LASER_640` | 640 nm | 650 LP | 690/50 | + +## Filter sets from FPbase + +FPbase lets you +[enter the optical configurations of your own microscope](https://www.fpbase.org/microscope/create/), +with measured spectra of its light sources, filters, and detectors, and has +[many microscopes](https://www.fpbase.org/microscopes/) entered by others. +These configurations can be loaded in microsim with a string of the form +`"::"`: + +```py +sim = ms.Simulation(..., channels=["wKqWbg::Widefield Green"]) +# equivalent: +ms.OpticalConfig.from_fpbase("wKqWbg", "Widefield Green") +``` + +The microscope ID is in the URL of its FPbase page, e.g. +[`fpbase.org/microscope/wKqWbgApvguSNDSRZNSfpN/`](https://www.fpbase.org/microscope/wKqWbgApvguSNDSRZNSfpN/) (the first few characters are +enough). Configuration names are not case-sensitive. Some FPbase microscopes +with filter catalogs: + +- [Chroma filter sets](https://www.fpbase.org/microscope/PMtA2nB6Ld2Y2XvrF5zUuP/) +- [Semrock filter sets](https://www.fpbase.org/microscope/HGtCWRnyn8joPY5WF2t3zW/) +- [Nikon filter sets](https://www.fpbase.org/microscope/up3K5Tp3jwLWXtoTt8T9vB/) +- [Zeiss filter sets](https://www.fpbase.org/microscope/VgeWjEPrGiSL6saRi9myA8/) + +## Building your own + +```py +ms.OpticalConfig( + name="GFP, 488 laser", + lights=[ms.LightSource.laser(488)], + filters=[ + ms.Longpass(cuton=495, placement="BS"), + ms.Bandpass(bandcenter=525, bandwidth=50, placement="EM"), + ], + power=2000, # W/cm² at the sample +) +``` + +### Filters + +| Filter | Parameters | +| --------------------------------------------------- | --------------------------------------------------------- | +| [`Bandpass`][microsim.schema.Bandpass] | `bandcenter`, `bandwidth` (nm), peak `transmission` | +| [`Longpass`][microsim.schema.Longpass] | `cuton` (nm), edge `slope`, `transmission` | +| [`Shortpass`][microsim.schema.Shortpass] | `cutoff` (nm), edge `slope`, `transmission` | +| [`SpectrumFilter`][microsim.schema.SpectrumFilter] | a measured `transmission` [`Spectrum`][microsim.schema.Spectrum] | + +`placement` says where a filter sits in the light path: + +| `placement` | Excitation path | Emission path | Typical use | +| ----------- | ----------------------- | ----------------------- | ------------------------------ | +| `"EX"` | transmission | (not used) | excitation filter | +| `"EM"` | (not used) | transmission | emission filter | +| `"BS"` | 1 − transmission | transmission | dichroic that reflects excitation | +| `"BSi"` | transmission | 1 − transmission | dichroic that reflects emission | +| `"ALL"` | transmission | transmission | e.g. a neutral density filter | + +The defaults are `"EX"` for `Shortpass`, `"EM"` for `Longpass`, and `"ALL"` +for `Bandpass` and `SpectrumFilter`, so set `placement` explicitly for +bandpass filters. Filters in the same path are multiplied together. + +### Light sources + +`lights` is a list of [`LightSource`][microsim.schema.LightSource] objects, +each with an emission `spectrum`. [`LightSource.laser(488)`][microsim.schema.optical_config.LightSource.laser] +makes a narrow line at 488 nm. With no light source, the channel is +illuminated by flat white light, so the excitation filters alone set the +spectrum. + +### Illumination power + +`OpticalConfig.power` is the irradiance at the sample in W/cm², summed over +all wavelengths after the excitation filters. If it is not set, the irradiance +is 1 W/cm². + +!!! warning "`LightSource.power` sets relative power only" + + When a channel has several light sources, each source's spectrum is + multiplied by its `power` before they are added, so `power` sets their + relative weight. For sources whose spectra have the same sum, such as + `LightSource.laser` lines, that is each source's share of the total. The + total is always `OpticalConfig.power` (or 1 W/cm²). Set `power` on the + `OpticalConfig` to change brightness. + +Rough orders of magnitude for the irradiance at the sample: + +| Microscope | Irradiance | +| ----------------------------------- | ----------------------- | +| widefield, arc lamp or LED | 0.1–10 W/cm² | +| widefield, laser | 10–1000 W/cm² | +| point-scanning confocal, at focus | 10–1000 kW/cm² | + +For point-scanning modalities, `power` is the peak irradiance at the center of +the focused spot. See [Modalities](modalities.md#confocal). To change the power +of a library channel, use e.g. `lib.LASER_488.model_copy(update={"power": 1e4})`. + +### Per-channel exposure + +`OpticalConfig.exposure_ms` overrides `Simulation.exposure_ms` for one +channel: + +```py +channels = [ + lib.FITC.model_copy(update={"exposure_ms": 50}), + lib.TRITC.model_copy(update={"exposure_ms": 200}), +] +``` + +!!! tip "Modifying the library configurations" + + The objects in `lib` are shared. Use `model_copy(update={...})` to make a + modified copy, rather than assigning to `lib.FITC.power` directly, which + would change it everywhere in your session. + +## Bleedthrough and cross-excitation + +microsim computes every fluorophore in every channel, so crosstalk needs no +extra setup. A fluorophore excited by another channel's light +(**cross-excitation**), or whose emission passes another channel's filter +(**bleedthrough**), appears in that channel in proportion to the overlap of the +spectra. Which light sources are on while a channel is recorded depends on +whether channels are [acquired one after another or at the same +time](#sequential-and-simultaneous-acquisition). + +
+/// caption +Detected photons per molecule for two fluorophores in two channels, acquired +one after the other (each channel is excited only by its own light). Dashed +cells are crosstalk: the fluorophore gives less than half of that channel's +signal. tdTomato absorbs only weakly in the FITC excitation band, but it is +bright, and a 500 nm longpass emission filter passes nearly all of its +emission: per molecule, it gives about 80% as much signal in the green channel +as EGFP. With the 525/50 bandpass emission filter of `FITC`, its share drops below +1%. Select `FITC` as channel 1 to compare. +/// + +To see where the signal in each channel comes from in an image, use +[`optical_image_per_fluor()`][microsim.schema.simulation.Simulation.optical_image_per_fluor], +which keeps the fluorophore dimension: + +```py +sim = ms.Simulation( + truth_space=ms.ShapeScaleSpace(shape=(64, 512, 512), scale=0.064), + sample=[ + ms.FluorophoreDistribution( + distribution=ms.CosemLabel(dataset="jrc_hela-3", label="er-mem_pred"), + fluorophore="EGFP", + ), + ms.FluorophoreDistribution( + distribution=ms.CosemLabel(dataset="jrc_hela-3", label="mito-mem_pred"), + fluorophore="tdTomato", + ), + ], + channels=[lib.FITC, fitc_longpass], # (1)! +) +per_fluor = sim.optical_image_per_fluor() # (c, f, z, y, x) +per_fluor.sum(["z", "y", "x"]) # total photons/s from each fluorophore in each channel +``` + +1. `fitc_longpass` is `lib.FITC` with its emission filter replaced by + `ms.Longpass(cuton=500, placement="EM")`. + +![EGFP and tdTomato in two green channels](../images/generated/crosstalk.png) +/// caption +A HeLa cell with EGFP on the ER and tdTomato on the mitochondria, recorded in +the green channel with a 525/50 bandpass (top) and a 500 nm longpass (bottom) +emission filter. Each row has one display range, so each panel shows its true +contribution. With the longpass filter, the mitochondria appear in the green +channel. +/// + +## Sequential and simultaneous acquisition + +By default, channels are acquired one after another, so each channel is +excited only by its own light sources. [`Simulation.tracks`][microsim.schema.simulation.Simulation] +groups channels that are acquired at the same time, as in the *tracks* of a +point scanner. All light sources of all channels in a track are on together, +and each channel's detector records at the same time, so a fluorophore can be +excited by any light source of its track: + +```py +from microsim.schema.optical_config.lib import ( + LASER_405, + LASER_488, + LASER_561, + LASER_640, +) + +sim = ms.Simulation( + ..., + channels=[LASER_405, LASER_488, LASER_561, LASER_640], + tracks=[[0, 2], [1, 3]], # or by name: [["405", "561"], ["488", "640"]] +) +``` + +| `tracks` | Meaning | +| ----------------------- | ---------------------------------------------------------- | +| `"sequential"` (default) | each channel is its own track | +| `"simultaneous"` | one track with all channels | +| a list of lists | channels by index in `channels`, or by name | + +Each list is shorthand for a [`Track`][microsim.schema.simulation.Track], e.g. +`Track(channels=[0, 2])`, and every channel must be in exactly one track. + +- A light source listed in several channels of a track (e.g. two detection + windows behind one laser) is one light source, on once, so those channels + must have the same `power` and excitation-side filters (including the + dichroic). Channels in a track must have either the same light sources or + none in common. +- On a point scanner, the channels of a track have one pixel dwell time, so + they must have the same `exposure_ms`. +- Each channel detects through its own filters, including its own dichroic. + On a real scanner, the channels of a track share one (multiband) dichroic; + give them matching dichroics if that matters for your simulation. +- With a [`Confocal`](modalities.md#confocal) modality, the channels of a + track are detected through one pinhole (unless `shared_pinhole=False`). + +## Plotting spectra + +These need the `view` extra. For one channel: + +```py +oc = ms.OpticalConfig.from_fpbase("wKqWbg", "Widefield Green") +oc.plot() # all filter spectra +``` + +![Output of OpticalConfig.plot](../images/generated/plot-config.png){ .plot } + +```py +fig, axes = plt.subplots(1, 2, figsize=(12, 3.2)) +oc.plot_excitation( + ax=axes[0] +) # light source and excitation filters, and the photon flux +oc.plot_emission(ax=axes[1]) # emission filters, and their combined transmission +``` + +![Output of plot_excitation and plot_emission](../images/generated/plot-paths.png){ .plot } + +For a whole simulation, [`Simulation.plot()`][microsim.schema.simulation.Simulation.plot] shows, +for each channel (columns): the absorption cross sections, the excitation +path, the absorption rates (with the emission spectra, dashed), the emission +path, and the photons collected from each fluorophore. Here EGFP and mCherry +in the `FITC` and `TRITC` channels: + +```py +sim.plot() +``` + +![Output of Simulation.plot](../images/generated/plot-simulation.png){ .plot } + +## Spectral detection + +[`lib.spectral_detector`][microsim.schema.optical_config.lib.spectral_detector] +returns a list of channels that split an emission range into equal bins, as +on a spectral confocal: + +```py +channels = lib.spectral_detector(bins=8, min_wave=480, max_wave=600, lasers=[488, 561]) +``` + +This is a simplified model: each bin is an ideal rectangular filter, and a +dichroic reflects a 10 nm band around each laser line. diff --git a/docs/guide/detectors.md b/docs/guide/detectors.md new file mode 100644 index 00000000..b7edb768 --- /dev/null +++ b/docs/guide/detectors.md @@ -0,0 +1,284 @@ +--- +icon: lucide/cctv +--- + +# Detectors + +The detector turns the optical image (photons per second at each pixel) into +the digital image (integer gray values). This is where the exposure time +enters, and where most of the noise comes from. + +```py +sim = ms.Simulation(..., detector=ms.CameraCMOS(qe=0.8, read_noise=1.5)) +``` + +| Detector | `camera_type` | Models | +| -------------------------------------------- | ------------- | ---------------------------------------- | +| [`CameraCCD`][microsim.schema.CameraCCD] | `"CCD"` | CCD cameras | +| [`CameraEMCCD`][microsim.schema.CameraEMCCD] | `"EMCCD"` | electron-multiplying CCD cameras | +| [`CameraCMOS`][microsim.schema.CameraCMOS] | `"CMOS"` | CMOS and sCMOS cameras | +| [`PMT`][microsim.schema.PMT] | `"PMT"` | photomultiplier tubes, analog readout | +| [`HyD`][microsim.schema.HyD] | `"HyD"` | hybrid photodetectors, photon counting | + +In dictionary form, `camera_type` selects the class: +`detector={"camera_type": "EMCCD", "em_gain": 300}`. + +!!! note "Without a detector" + + If `detector` is `None` (the default), the digital image is the expected + number of photons per pixel: the optical image times the exposure time, + binned to the output space, **with no noise of any kind**. Add a detector + to get shot noise. + +
+/// caption +A noise-free image (the ER of a HeLa cell, simulated by microsim) recorded by +different cameras, all with QE = 1. The noise is drawn in your browser, with +the same steps and distributions as microsim's detector model. At a few +photons per pixel, the CCD's read noise dominates; the sCMOS is close to the +shot-noise limit; the EMCCD's gain lifts single photons above its read noise, +at the cost of extra gain noise. +/// + +## Exposure time + +`Simulation.exposure_ms` is the integration time per pixel, in milliseconds: + +- for a camera, the exposure time of each frame; +- for a point scanner, the pixel dwell time (typically 0.0005–0.01 ms). + +A channel can override it with +[`OpticalConfig.exposure_ms`](channels.md#per-channel-exposure), and +[`digital_image(exposure_ms=...)`][microsim.schema.simulation.Simulation.digital_image] +overrides both, which is a quick way to compare exposure times on one optical +image: + +```py +optical = sim.optical_image() +short = sim.digital_image(optical, exposure_ms=10) +long = sim.digital_image(optical, exposure_ms=1000) +``` + +## The detector simulation pipeline + +All detectors run the same sequence of steps. They differ in their +parameters, and in which steps do nothing for them. + +1. **Expected signal.** Photons per second × integration time gives the mean + number of photoelectrons per pixel. Dark current (and clock-induced charge, + for cameras) is added. +2. **Shot noise.** The number of photoelectrons is drawn from a Poisson + distribution with that mean. +3. **Full well.** A camera pixel cannot hold more than `full_well` electrons. +4. **Multiplication.** EMCCDs and PMTs multiply each electron by a random gain + before readout. The randomness adds noise. +5. **Readout.** The amplifier adds Gaussian read noise, and the ADC converts + electrons to gray values, rounded and clipped to the top of the `bit_depth` + range. Then any digital gain and the `offset` are applied, and the result is + clipped to the range again. + +The parameters shared by all detectors: + +| Parameter | Meaning | +| --------------- | ------------------------------------------------------------------------------- | +| `qe` | quantum efficiency, 0–1: a number, or a [`Spectrum`][microsim.schema.Spectrum] over wavelength | +| `dark_current` | thermally generated electrons (or dark counts) per pixel per second | +| `read_noise` | electrons rms, added once per frame | +| `offset` | gray value added to every pixel | +| `bit_depth` | output gray values are clipped to 0 … 2bit_depth − 1 | +| `averaging` | number of frames (or scan passes) averaged into each image | +| `electrons_per_adu` | electrons per gray value, as on a camera datasheet | +| `relative_gain` | analog gain relative to the setting at which `full_well` maps to the maximum gray value (cameras only) | + +Give either `electrons_per_adu` or `relative_gain`, not both. For cameras the +default is `relative_gain=1`, which maps a full pixel to the top of the ADC +range. + +!!! warning "QE is applied in the optical image" + + The detector's `qe` is applied per wavelength when the emission rates are + computed ([Photon budget](photometry.md#the-details)), not in the + detector step. If you swap detectors on an existing optical image, the + new detector's QE is not used. Recompute the optical image, or compare + detectors with similar QE. See + [#152](https://github.com/tlambert03/microsim/issues/152). + +??? abstract "Noise in more detail" + + **Shot noise.** Photons arrive at random, so the count in a pixel is + Poisson distributed: its variance equals its mean \(n\), and the best + possible signal-to-noise ratio is \(\sqrt{n}\). + + **Read noise** \(\sigma_r\) is added once per readout, independent of the + signal, so the SNR of a camera without gain is + + \[ + \text{SNR} = \frac{n}{\sqrt{n + n_\text{dark} + \sigma_r^2}} + \] + + Read noise dominates when \(n \lesssim \sigma_r^2\). + + **Excess noise.** A random gain \(g\) per electron multiplies the variance + by the excess noise factor \(F = \langle g^2 \rangle / \langle g \rangle^2\). + After the gain, read noise is negligible but + + \[ + \text{SNR} = \sqrt{\frac{n}{F}} + \] + + so gain noise acts like dividing the QE by \(F\). microsim draws the + multiplied signal from a gamma distribution with the right mean and + variance. This is exact for an EMCCD at high gain, and approximate (in + the shape of the distribution, not its mean or variance) at low gain. + + **Quantization.** Rounding to integer gray values adds a uniform error of + variance 1/12 gray value². It matters when `electrons_per_adu` is large + compared with the read noise. + + **Averaging.** With `averaging=N`, the signal and dark current are + integrated for N times the exposure, read noise is added N times, and the + result is divided by N. Brightness is unchanged, and noise is reduced. + +### SNR against signal + +
+/// caption +SNR of each camera, relative to an ideal detector that adds only shot noise, +from the formulas above. Read noise matters at low signal; the EMCCD's gain +removes it, at the cost of the excess noise factor, which caps its relative +SNR at \(1/\sqrt{F} \approx 71\%\). +/// + +## Cameras + +### CCD + +[`CameraCCD`][microsim.schema.CameraCCD]: all pixels share one output +amplifier. Typical values: QE 0.5–0.7, read noise 5–10 e⁻, full well +15,000–20,000 e⁻. + +### EMCCD + +[`CameraEMCCD`][microsim.schema.CameraEMCCD] adds an electron-multiplying +register before the amplifier. Each of its `em_stages` cells (604 by default) +multiplies the charge by a small random amount, for a mean gain `em_gain` +(typically 100–1000). The signal is lifted far above the read noise, so single +photons become detectable, but the excess noise factor rises toward 2: at high +gain an EMCCD has the SNR of a noise-free detector with half its QE. + +
+/// caption +Excess noise factor of the EM register, +[`CameraEMCCD.excess_noise_factor`][microsim.schema.detectors.CameraEMCCD.excess_noise_factor]. +/// + +```py +ms.CameraEMCCD(qe=0.95, em_gain=300, read_noise=50, electrons_per_adu=20) +``` + +With an EMCCD, `electrons_per_adu` is usually easier to reason about than +`relative_gain`, because `relative_gain` refers to the pixel full well, before +the EM gain. + +### CMOS and sCMOS + +[`CameraCMOS`][microsim.schema.CameraCMOS]: each pixel has its own amplifier. +Typical values for a scientific CMOS: QE 0.7–0.95, read noise 1–2 e⁻, +`electrons_per_adu` around 0.5 at 16 bits. + +!!! danger "sCMOS pixel-to-pixel variation is not modeled" + + The model applies the same gain, offset, and read noise to every pixel. + Real sCMOS sensors vary from pixel to pixel, and some pixels are much + noisier than average, so simulated sCMOS images are more uniform than real + ones. Per-pixel gain, offset, and read noise maps are on the roadmap. + +!!! example "Default camera settings" + + All cameras default to QE 1, read noise 6 e⁻, full well 18,000 e⁻, 12 bits, + offset 100, and dark current 0.001 e⁻/pixel/s. These are not meant to + match any particular camera. Set the values from your camera's datasheet, + or start from the library model [`lib.ICX285`](#detector-library). + +## Point detectors + +A point scanner records one pixel at a time, so its detectors have no pixels +to hold charge, no full well, and no `relative_gain`. Set their gain with +`electrons_per_adu`, or the parameters below. `exposure_ms` is the pixel dwell +time. + +![PMT and HyD on a confocal image](../images/generated/tutorials/point-scanning-detectors/01.png){ .plot } +/// caption +The same confocal optical image, recorded with 1 µs pixel dwell by a GaAsP +PMT at two control voltages and by a HyD in photon-counting mode, without and +with 4× averaging. At 0.9 V many PMT pixels clip at the top of the 12-bit +range. The HyD gives raw photon counts. From the +[point-scanning detectors tutorial](../tutorials/point-scanning-detectors.md). +/// + +### PMT + +[`PMT`][microsim.schema.PMT] models a photomultiplier tube read out in analog +mode. A photoelectron from the photocathode is multiplied by a chain of +dynodes, and the resulting current is integrated over the dwell time. + +- **Gain.** Set the high voltage `hv` as on the microscope. The gain follows a + power law, `ref_gain × (hv / ref_hv) ** hv_exponent`. The defaults model a + Hamamatsu GaAsP photosensor module controlled by a 0.5–0.9 V signal, with a + gain of 5 × 10⁵ at 0.8 V. To set the gain directly, use `hv_gain` instead. +- **Gain noise.** The excess noise factor follows from the gain per dynode, and + increases as the HV is lowered (about 1.3 at 0.9 V, 1.5 at 0.5 V for the + default tube). +- **Digital gain.** `digital_gain` multiplies the digitized signal, like the + digital gain setting in some acquisition software. It amplifies signal and + noise equally. +- **Saturation.** If `max_output_current_ua` is set, the gain drops as the + average anode current approaches that limit. The current is averaged over + `divider_time_constant_ms` along the scan, so a bright region dims itself + and the lines that follow it. +- **Amplifier bandwidth.** If `time_constant_us` > 0, the signal of each + pixel leaks into the next few pixels along X, producing a streak at short + dwell times. + +
+/// caption +Gain and excess noise factor of the PMT presets in +[`detectors.lib`](#detector-library) across their control voltage range. +/// + +### HyD + +[`HyD`][microsim.schema.HyD] models a hybrid photodetector (as in Leica HyD +detectors) in photon-counting mode. Every photon gives nearly the same pulse, +so pulses are counted: no gain noise and no read noise. With the default +`electrons_per_adu=1`, the output is the photon count. + +After each pulse the detector is blind for `dead_time_ns` (1.5 ns by +default), so at high count rates some photons are missed: a true rate \(n\) is +recorded as \(n / (1 + n\tau)\), about 6% low at 40 million counts per second. +Dead time also makes the counts more regular than Poisson. + +
+/// caption +Fraction of photons counted by a photon counter with a non-paralyzable dead time, against the true photon rate. +/// + +## Detector library + +[`microsim.schema.detectors.lib`][microsim.schema.detectors.lib] has +detectors with published or measured parameters: + +| Name | Type | Notes | +| -------------------- | ----- | ------------------------------------------------------------ | +| `ICX285` | CCD | Sony ICX285 sensor, with its QE spectrum | +| `PMT_GAASP` | PMT | GaAsP photocathode, QE spectrum from FPbase, 2 µA max. output | +| `PMT_MULTIALKALI` | PMT | multialkali photocathode, QE 0.2, 100 µA max. output | +| `HYD_SP8` | HyD | GaAsP hybrid detector | +| `POWER_HYD_R` | HyD | red-extended GaAsP hybrid detector | + +The source code of +[`detectors/lib.py`](https://github.com/tlambert03/microsim/blob/main/src/microsim/schema/detectors/lib.py) +lists where each value comes from. + +The detector docstrings in the [API reference][microsim.schema.detectors] describe +each model in more detail, including what is not modeled. diff --git a/docs/guide/index.md b/docs/guide/index.md new file mode 100644 index 00000000..b3bca292 --- /dev/null +++ b/docs/guide/index.md @@ -0,0 +1,161 @@ +--- +icon: lucide/map +--- + +# Overview + +A microsim simulation follows the light from the sample to the detector. This +page describes the parts of a simulation and the order in which they are used. +The following pages cover each part in detail. + +## The `Simulation` object + +All parameters live on one [`Simulation`][microsim.Simulation] object. Its +fields map onto parts of a real experiment: + +| Field | What it describes | Guide | +| ---------------- | -------------------------------------------------------------- | --------------------------------------- | +| `truth_space` | the grid on which the sample and optics are computed | [Spaces](spaces.md) | +| `output_space` | the pixel grid of the final image | [Spaces](spaces.md) | +| `sample` | where the fluorophores are, and which fluorophores they are | [Samples](samples.md) | +| `channels` | light sources and filters, one entry per channel | [Channels](channels.md) | +| `tracks` | which channels are acquired at the same time | [Channels](channels.md#sequential-and-simultaneous-acquisition) | +| `objective_lens` | numerical aperture, refractive indices, coverslip | [Modalities](modalities.md#objective-lens) | +| `modality` | how the image is formed: widefield, confocal, ... | [Modalities](modalities.md) | +| `detector` | camera or point detector, and its noise | [Detectors](detectors.md) | +| `exposure_ms` | camera exposure, or pixel dwell time for point scanners | [Detectors](detectors.md#exposure-time) | +| `settings` | compute backend, precision, random seed, caching | [Settings](settings.md) | +| `output_path` | where to save the result | [Saving and loading](saving.md) | + +Only `truth_space` and `sample` are required. + +## The stages + +[`Simulation.run()`][microsim.schema.simulation.Simulation.run] computes four things in order. +Each is also available as a method, so you can stop at any stage, inspect the +intermediate result, or change a parameter and repeat only the later stages. + +``` mermaid +flowchart TB + subgraph S1 ["1 ground_truth()"] + direction LR + sp[truth_space] --> gt["fluorophores per voxel
(f, z, y, x)"] + sa[sample] --> gt + end + subgraph S2 ["2 filtered_emission_rates()"] + direction LR + fl[fluorophore spectra] --> em["photons/s per fluorophore
(c, f, w)"] + ch["channels, tracks"] --> em + ob1[objective NA, specimen RI] --> em + dq[detector QE] --> em + end + subgraph S3 ["3 optical_image()"] + direction LR + mo[modality + objective → PSF] --> oi["photons/s per voxel
(c, z, y, x)"] + end + subgraph S4 ["4 digital_image()"] + direction LR + os[output_space] --> di["gray values
(c, z, y, x)"] + de[detector + exposure] --> di + end + S1 --> S3 + S2 --> S3 + S3 --> S4 +``` + +1 **Ground truth.** Each label in the sample is +drawn into the truth space. The result counts fluorophores per voxel, with one +layer per label (`f`). See [Samples](samples.md). + +2 **Emission rates.** For every pair of +fluorophore and channel, microsim computes how many photons per second one +fluorophore emits and how many reach the detector, as a function of wavelength +(`w`). This includes the light source, excitation and emission filters, the +fluorophore's absorption and emission spectra, extinction coefficient and +quantum yield, the fraction of light the objective collects, and the +detector's quantum efficiency. It has no spatial dimensions. Because every +fluorophore is computed in every channel, bleedthrough and cross-excitation +follow automatically. Channels acquired at the same time (`tracks`) excite +the sample together. See [Channels](channels.md) and +[Photon budget](photometry.md). + +3 **Optical image.** The ground truth of each +fluorophore is multiplied by its emission rate and convolved with the +microscope's point spread function (PSF), then the fluorophores are summed +within each channel. The result is the noise-free light distribution at the +detector, in photons per second, still on the truth-space grid. See +[Modalities](modalities.md). + +4 **Digital image.** The optical image is +binned to the output space, multiplied by the exposure time, and passed +through the detector model, which adds shot noise, dark current, gain, read +noise, and digitization. See [Detectors](detectors.md). + +![The three spatial stages, for a two-color simulation of a HeLa cell](../images/generated/pipeline.png) +/// caption +Ground truth (left), optical image (center), and digital image (right) for +endoplasmic reticulum labeled with EGFP (green) and mitochondria labeled with +mCherry (magenta). The ground truth is from OpenOrganelle; see the +[two-color tutorial](../tutorials/two-color-cell.md). +/// + +There are two more methods for analysis. +[`optical_image_per_fluor()`][microsim.schema.simulation.Simulation.optical_image_per_fluor] +returns the optical image before fluorophores are summed, as +`(c, f, z, y, x)`, which shows how much of each channel comes from each +fluorophore. [`emission_flux()`][microsim.schema.simulation.Simulation.emission_flux] returns the +emitted photons per voxel before blurring. + +To simulate many samples with the same optics, +[`run_batch()`][microsim.schema.simulation.Simulation.run_batch] runs the +simulation once per sample and yields each digital image. PSFs and emission +rates are computed once and reused. Each sample gets its own random seed, +derived from `settings.random_seed`, and if `output_path` is set, result `i` +is written to `_.`. + +## Units + +microsim uses one unit per kind of quantity: + +| Quantity | Unit | +| ---------------------------- | ------------------------------ | +| lengths (space scale, extent) | µm | +| wavelengths | nm | +| irradiance (`power`) | W/cm² | +| exposure and dwell time | ms | +| extinction coefficient | M⁻¹ cm⁻¹ | +| fluorescence lifetime | ns | + +## Outputs are labeled arrays + +Every stage returns an [`xarray.DataArray`][xarray.DataArray]. Its dimensions +have names, and `z`, `y`, `x` carry coordinates in µm, so you can select and +reduce by name: + +```py +digital = sim.run() +digital.sel(c="FITC") # select a channel by name +digital.isel(z=8).plot() # plot a plane (needs matplotlib) +sim.ground_truth().max("z") # maximum projection +``` + +Use `digital.values` (or `numpy.asarray(digital)`) for a plain NumPy array. +With a GPU backend, `digital.data` is a GPU array; see +[Settings](settings.md#array-backends). + +## What is (and isn't) modeled + +microsim aims to make each modeled step physically correct, and to state the +approximations. The guide pages list the details for each part. In summary, +these are not modeled at present: + +- photobleaching, blinking, and other time-dependent fluorophore behavior + (emission is a steady-state rate) +- triplet and other dark states, and stimulated emission +- scattering, absorption, and aberrations from the sample (other than the + refractive index mismatch handled by the PSF model) +- out-of-focus background other than what the PSF produces, and + autofluorescence +- pixel-to-pixel variation of sCMOS cameras +- the camera's physical pixel size and magnification (the output pixel size + is set by `output_space`) diff --git a/docs/guide/modalities.md b/docs/guide/modalities.md new file mode 100644 index 00000000..d872c646 --- /dev/null +++ b/docs/guide/modalities.md @@ -0,0 +1,185 @@ +--- +icon: lucide/aperture +--- + +# Modalities and the PSF + +The modality decides how the optical image is formed from the ground truth. +For the modalities available now, that means choosing a point spread function +(PSF) and convolving each fluorophore's emission with it. + +```py +sim = ms.Simulation(..., modality=ms.Confocal(pinhole_au=1)) +``` + +| Modality | PSF | Image formed by | +| ------------------------------------------ | ------------------------------------------------ | ---------------------- | +| [`Widefield`][microsim.schema.Widefield] (default) | emission PSF | camera | +| [`Confocal`][microsim.schema.Confocal] | excitation PSF × (emission PSF ⊗ pinhole) | point scanning | +| [`Identity`][microsim.schema.Identity] | none | (ground truth is already an image) | + +![The same sample in widefield and confocal](../images/generated/modalities.png) +/// caption +The optical image of the same random lines in widefield and in confocal with a +1 AU pinhole (XY plane through the middle of the volume, and an XZ section). +This is the noise-free optical image, in the truth space: before binning to +the output pixels, and before the detector. The confocal removes most of the +out-of-focus light. +/// + +## Widefield + +The whole field is illuminated uniformly and imaged onto a camera. Each +fluorophore's emission is convolved with the emission PSF. Every plane of the +PSF sums to about 1: a defocused point source spreads its light over more +pixels, but the total light recorded from it is the same at any focus. + +## Confocal + +A focused laser spot is scanned across the sample, and the emission passes a +pinhole before reaching a point detector. The confocal PSF is the product of + +- the **excitation PSF**: the relative irradiance of the focused spot, 1 at + the center, and +- the **effective detection PSF**: the emission PSF convolved with the pinhole, + which is the fraction of collected light that passes the pinhole for an + emitter at each position. + +\[ +\text{PSF}_\text{confocal}(x, y, z) = \text{PSF}_\text{ex}(x, y, z) +\cdot \big[\text{PSF}_\text{em}(\cdot, \cdot, z) \ast P\big](x, y) +\] + +where \(P\) is the pinhole, a disk of diameter `pinhole_au`, and \(\ast\) is a +2D convolution in each plane. \(\text{PSF}_\text{ex}\) is 1 at the focus, +and \(\text{PSF}_\text{em}\) sums to 1 in each plane, so the confocal PSF at +the focus is the fraction of the collected light that passes the pinhole. + +`pinhole_au` is the pinhole diameter in Airy units, where 1 AU is +1.22 λ / NA, measured in the sample. Smaller pinholes reject more +out-of-focus light and slightly improve resolution, at the cost of signal. + +The pinhole has one physical size for all the light that passes it, so λ is +one wavelength per pinhole, not the wavelength of each fluorophore: + +- By default, λ is the center of the channel's emission filter passband (e.g. + 525 nm for a 525/50 filter). As on many point scanners, the channels of a + [track](channels.md#sequential-and-simultaneous-acquisition) are detected + through one pinhole, and λ is the average of their band centers. With + `shared_pinhole=False`, each channel has its own pinhole, matched to its own + band. +- If a channel sharing the pinhole has no band-limited emission filter (e.g. + only a longpass), λ is the mean wavelength of the emission detected in all + the channels sharing it, and microsim warns. +- `airy_unit_wavelength_nm` sets λ directly. + +The excitation spot is computed at the excitation wavelengths. With several +lasers, or a broadband source, the light each fluorophore absorbs is grouped +into bands at most `excitation_bin_width_nm` wide +([Settings](settings.md#accuracy-vs-speed)), and the spot is the sum of the +spots at each band's wavelength, weighted by the light absorbed in it. + +For a point-scanning modality: + +- `power` on the channel is the **peak irradiance** at the center of the spot + (often kW/cm² or more), not an average over the field. +- `exposure_ms` is the **pixel dwell time** (often 0.0005–0.01 ms), and is not + divided among pixels. Channels acquired together (in one track) must have + the same dwell time. +- [Saturation](photometry.md#excitation-saturation) is applied at each position + of the excitation spot rather than to the emission rate. +- Downsampling to the output space averages rather than sums + ([Spaces](spaces.md#how-the-downsampling-works)). +- Point-scanning microscopes record with a point detector + ([PMT or HyD](detectors.md#point-detectors)), but microsim accepts any + detector. + +
+/// caption +Widefield and confocal PSFs computed by microsim at 1.4 NA, 525 nm emission and +488 nm excitation, each scaled to its own peak. With *show the signal lost at +the pinhole*, the confocal PSF is instead scaled by the fraction of the +collected light that passes the pinhole, so it dims as the pinhole closes. *Signal from a thin plane*: +the light recorded from a thin, uniform fluorescent layer at each distance from +the focus. In widefield it is the same at every depth, so out-of-focus planes +contribute as much as the focal plane; the pinhole removes it, more so the +smaller it is. Smaller pinholes also narrow the PSF, mostly below 1 AU, while +passing less light. +/// + +## Identity + +[`Identity`][microsim.schema.Identity] applies no PSF. Use it when the ground +truth is already a microscope image (for example, a real widefield image) and +you are interested in the spectral and detector parts of the simulation: +fluorophores, filters, bleedthrough, and noise: `modality=ms.Identity()`, or +`{"type": "identity"}`. + +## Objective lens + +[`ObjectiveLens`][microsim.schema.ObjectiveLens] sets the numerical aperture +and the refractive indices used by the PSF model. The default is a 1.4 NA oil +immersion objective. + +```py +ms.Simulation( + ..., + objective_lens=ms.ObjectiveLens( + numerical_aperture=1.2, + immersion_medium_ri=1.333, + immersion_medium_ri_spec=1.333, + specimen_ri=1.333, + ), +) +``` + +| Parameter | Default | Meaning | +| ----------------------------- | ------- | ------------------------------------------------ | +| `numerical_aperture` | 1.4 | NA; cannot exceed the immersion refractive index | +| `immersion_medium_ri` | 1.515 | refractive index of the immersion medium | +| `specimen_ri` | 1.47 | refractive index of the sample | +| `coverslip_ri` | 1.515 | refractive index of the coverslip | +| `coverslip_thickness_um` | 170 | coverslip thickness | +| `*_spec` versions | same | the values the objective was designed for | +| `working_distance_um` | 150 | design working distance | + +The `*_spec` parameters describe the conditions the objective is corrected +for. When the actual values differ (a coverslip of the wrong thickness, or +the wrong immersion oil), the PSF shows the resulting spherical aberration. + +The NA also sets the [collection efficiency](photometry.md) (the fraction of +emitted light that enters the objective), so a lower NA gives a dimmer +image as well as a larger PSF. + +??? note "The PSF model" + + PSFs are computed with a vectorial model of a high-NA objective that + includes the Gibson–Lanni optical path difference for mismatched + coverslip, immersion, and specimen refractive indices + ([`microsim.psf`][microsim.psf]). + + The same PSF is used for the whole volume (it is spatially invariant), and + is computed for a point source at the coverslip surface. Aberrations that + grow with imaging depth into a mismatched specimen are therefore not + included. + +## Emission spectrum and the PSF + +The PSF depends on wavelength, and a fluorophore emits over a range of +wavelengths. By default, microsim computes one PSF per fluorophore and +channel, at the centroid wavelength of the detected emission. For a more +accurate result, it can split the detected emission into several wavelength +bins and sum one PSF per bin, weighted by the photons in that bin: + +```py +ms.Settings(spectral_bins_per_emission_channel=3) +``` + +This takes proportionally longer. See [Settings](settings.md#accuracy-vs-speed). + +## PSF caching + +PSFs are cached in memory and on disk, keyed by every parameter that affects +them, so repeating a simulation with a different sample, or with a detector +with the same QE, does not recompute them. (The QE changes the spectrum of the +detected light, and so the wavelengths at which the PSFs are computed.) See [Settings](settings.md#caching). diff --git a/docs/guide/photometry.md b/docs/guide/photometry.md new file mode 100644 index 00000000..37eeb424 --- /dev/null +++ b/docs/guide/photometry.md @@ -0,0 +1,225 @@ +--- +icon: lucide/sigma +--- + +# Photon budget + +This page explains how microsim calculates the number of photons a fluorophore +emits and how many of them reach the detector. These calculations happen in +[`filtered_emission_rates()`][microsim.schema.simulation.Simulation.filtered_emission_rates], +before anything spatial is computed. + +
+/// caption +Photons absorbed, emitted, and detected per second by one molecule, calculated +as microsim does, for a specimen refractive index of 1.47 (the +`ObjectiveLens` default). With the defaults (EGFP, FITC channel, 1 W/cm², +1.4 NA, no detector QE), one molecule gives about 6 photons in a 100 ms +exposure. Typical widefield irradiance is 0.1–10 W/cm²; the peak irradiance of +a confocal spot is 10–1000 kW/cm² +([Channels](channels.md#illumination-power)). Fluorophores without a known +lifetime do not saturate. +/// + +## In short + +For each fluorophore in each channel: + +1. The light source and excitation filters give a photon flux at the sample. +2. The fluorophore's absorption cross section turns that into an **absorption + rate**. +3. The quantum yield and emission spectrum turn that into an **emission + rate**, per wavelength. +4. The emission filters, the detector's QE, and the fraction of light the + objective collects reduce it to the **detected rate**. + +The result is an array with dimensions `(c, f, w)`: photons per second, per +fluorophore, for every channel, fluorophore, and wavelength. Keeping the +wavelength lets the next stage use a PSF for the actual emission color. +Keeping every channel–fluorophore pair is what produces bleedthrough. + +These rates are for a fluorophore at the channel's `power`: anywhere in a +widefield field of view, or at the center of the focused spot in a confocal. +By default they include [excitation saturation](#excitation-saturation) at +that irradiance. + +You can compute each step on its own: + +```py +oc, fluor = lib.FITC, ms.Fluorophore.from_fpbase("EGFP") + +oc.illumination_flux_density # photons/cm²/s, per wavelength +fluor.absorption_cross_section # cm², per wavelength +oc.absorption_rate(fluor) # photons/s absorbed +oc.total_emission_rate(fluor) # photons/s emitted +oc.filtered_emission_rate(fluor) # photons/s through the emission path +sim.filtered_emission_rates() # all pairs, with QE and collection efficiency +sim.filtered_emission_rates(saturate=False) # the same, without saturation +``` + +The `OpticalConfig` methods describe a channel on its own. `Simulation` also +accounts for channels that are [acquired at the same +time](#channels-acquired-together). + +## The details + +??? abstract "1. Absorption cross section" + + The excitation spectrum from FPbase (or your + [`Fluorophore`](samples.md#fluorophores)) is normalized to 1 at its peak and + multiplied by the extinction coefficient \(\varepsilon\) to give + \(\varepsilon(\lambda)\) in M⁻¹ cm⁻¹. The absorption cross section of one + molecule, in cm², is + + \[ + \sigma(\lambda) = \frac{\ln(10) \cdot 10^3 \cdot \varepsilon(\lambda)}{N_A} + \] + + where \(N_A\) is Avogadro's number. For EGFP + (\(\varepsilon = 55{,}900\) M⁻¹ cm⁻¹) the peak cross section is about + \(2.1 \times 10^{-16}\) cm². + +??? abstract "2. Illumination" + + The illumination spectrum is the light source spectrum (the sum of the + light sources, weighted by their relative `power`), multiplied by the + transmission of every filter in the excitation path at the light source's + wavelengths, so a laser stays a single line. With no light source, it is + flat white light through the excitation filters. It is scaled so that its + sum over wavelength equals + the channel's `power`, \(P\) (1 W/cm² if not set). This gives the + irradiance \(E(\lambda)\) in W/cm² per wavelength bin, which is converted to + a photon flux density, in photons/cm²/s: + + \[ + \Phi(\lambda) = \frac{E(\lambda) \, \lambda}{h c} + \] + +??? abstract "3. Absorption rate" + + The rate at which one molecule absorbs photons is the overlap of the cross + section and the photon flux, summed over the wavelengths of the + illumination (the cross section is interpolated there): + + \[ + k = \sum_\lambda \sigma(\lambda) \, \Phi(\lambda) + \] + +??? abstract "4. Emission rate" + + The emission spectrum \(I_\text{em}(\lambda)\) is normalized to unit sum, + and scaled by the quantum yield \(\phi\) and the absorption rate: + + \[ + R_\text{em}(\lambda) = \phi \, k \, \frac{I_\text{em}(\lambda)}{\sum_{\lambda'} I_\text{em}(\lambda')} + \] + + (With [saturation](#excitation-saturation), \(k\) is replaced by + \(k / (1 + k\tau)\).) + +??? abstract "5. Emission path and detector" + + The emitted light is multiplied by the combined transmission + \(T_\text{em}(\lambda)\) of every filter in the emission path, and by the + detector's quantum efficiency \(\text{QE}(\lambda)\), if a detector is set, + both interpolated at the wavelengths of the emission spectrum: + + \[ + R_\text{det}(\lambda) = R_\text{em}(\lambda) \, T_\text{em}(\lambda) \, \text{QE}(\lambda) + \] + + QE is applied here, per wavelength, rather than in the detector model. + The optical image therefore depends on the detector, so if you change to + a detector with a different QE, compute the optical image again. + ([#152](https://github.com/tlambert03/microsim/issues/152) tracks this.) + +??? abstract "6. Collection efficiency" + + A fluorophore emits in all directions, and the objective collects only the + light within its acceptance cone. The fraction collected is the solid angle + of the cone divided by that of a sphere: + + \[ + \eta = \frac{1 - \cos\theta}{2}, \qquad \sin\theta = \min\left(\frac{\text{NA}}{n_s}, 1\right) + \] + + where \(n_s\) is the refractive index of the specimen. The angle is measured + in the specimen, where the light is emitted. For a 1.4 NA objective and + \(n_s = 1.47\), \(\eta = 0.35\); for a 0.8 NA objective and \(n_s = 1.33\), 0.10. + + This ignores reflection losses at interfaces, the dipole emission pattern, + supercritical-angle fluorescence near the coverslip, and the transmission + of the objective and other optics. + +## Channels acquired together + +When channels are acquired at the same time (in one +[track](channels.md#sequential-and-simultaneous-acquisition)), all of their +light sources are on, so a fluorophore absorbs from all of them. Its +absorption rate is then the sum over the light sources of the track, each at +its own channel's `power`: + +\[ +k = \sum_\text{sources} \sum_\lambda \sigma(\lambda) \, \Phi_\text{source}(\lambda) +\] + +The same emission is then detected by each channel of the track, through its +own emission path. A light source shared by several channels of the track is +counted once. With the default, `tracks="sequential"`, each channel's \(k\) +comes from its own light sources only. + +## Excitation saturation + +A fluorophore that has absorbed a photon cannot absorb another until it +returns to the ground state, on average after its fluorescence lifetime +\(\tau\). At high irradiance, emission therefore grows more slowly than the +excitation. For a two-level system at steady state, the emission rate is +proportional to + +\[ +\frac{k}{1 + k\tau} +\] + +The product \(s = k\tau\) is the saturation parameter +([`OpticalConfig.saturation_parameter`][microsim.schema.optical_config.OpticalConfig.saturation_parameter], +for a channel on its own; in a track, \(k\) includes every light source of +the track). +When \(s \ll 1\), emission is proportional to irradiance. At \(s = 1\) it is +half of what a linear response would give. + +
+/// caption +Emission rate of one molecule against irradiance, uniform over the molecule as +in widefield. The rate approaches \(\phi / \tau\), one photon per lifetime +times the quantum yield. +/// + +How saturation is applied depends on the modality: + +- **Widefield**: the irradiance is uniform, so the emission rates are reduced + by \(1 / (1 + s)\). +- **Confocal**: the irradiance varies across the focused spot, so saturation + is applied at each position of the excitation PSF. The peak saturates first, + which broadens the effective PSF. Here `power` is the irradiance at the + center of the spot, and `filtered_emission_rates()` gives the (saturated) + rates there. + +Saturation requires `lifetime_ns` on the fluorophore. Fluorophores from FPbase +usually have one. + +!!! info "Not modeled" + + Triplet and other dark states, stimulated emission, the orientation of + the absorption dipole relative to polarized excitation, and pulsed + excitation. With pulsed lasers or with dark-state buildup, real + fluorophores saturate at lower average irradiance than this model gives. + +## From rates to images + +The emission rate of each fluorophore is per molecule. The +[next stage](modalities.md) multiplies it by the number of fluorophores in each +voxel and convolves with the PSF. The widefield PSF is normalized so that each +plane sums to about 1: a camera focused at any depth records all the light that +the objective collected from a point source. The confocal PSF is scaled by the +relative excitation intensity at each position and by the fraction of +collected light that passes the pinhole. diff --git a/docs/guide/samples.md b/docs/guide/samples.md new file mode 100644 index 00000000..0858b23d --- /dev/null +++ b/docs/guide/samples.md @@ -0,0 +1,313 @@ +--- +icon: lucide/dna +--- + +# Samples + +The sample says where fluorophores are and which fluorophores they are. It is +a list of **labels**. Each label combines + +- a **distribution**: how many fluorophores are in each voxel of the truth + space, and +- a **fluorophore**: its spectra, brightness, and lifetime. + +```py +sample = ms.Sample( + labels=[ + ms.FluorophoreDistribution( + distribution=ms.MatsLines(density=0.5), + fluorophore="EGFP", + ), + ms.FluorophoreDistribution( + distribution=ms.CosemLabel(dataset="jrc_hela-3", label="mito-mem_pred"), + fluorophore="mCherry", + concentration=10, + ), + ] +) +``` + +[`ground_truth()`][microsim.schema.simulation.Simulation.ground_truth] draws each label into the +truth space and stacks them along the `f` dimension. The values are +fluorophores per voxel. + +!!! tip "Shorthand" + + `sample` also accepts a plain list, and a label can be a bare distribution. + These are equivalent: + + ```py + sample = ms.Sample(labels=[ms.FluorophoreDistribution(distribution=ms.MatsLines())]) + sample = [ms.MatsLines()] + ``` + + A label without a fluorophore gets a placeholder (see + [below](#the-placeholder-fluorophore)). + +## Distributions + +### Random lines + +[`MatsLines`][microsim.schema.MatsLines] draws randomly oriented, +one-voxel-wide line segments, with one fluorophore per voxel. It is quick to +compute and useful for testing. + +| Parameter | Effect | +| --------- | -------------------------------------------------------------------------------------------- | +| `density` | number of lines, as a fraction of the X size in voxels (512 voxels × 0.5 = 256 lines) | +| `length` | line length: 1/20 of the field of view, plus a random amount up to `length`/20 of it | +| `azimuth` | limits the tilt out of the XY plane: larger values give flatter lines | +| `max_r` | lines are only drawn inside an ellipsoid of this relative radius (1 = touching the edges) | + +![MatsLines with different parameters](../images/generated/matslines-examples.png) +/// caption +Maximum projections of `MatsLines` ground truths in a 64 × 256 × 256 truth +space, with the defaults (`density=1`, `length=10`, `azimuth=10`, +`max_r=0.9`) and with one parameter changed at a time. +/// + +### OpenOrganelle (COSEM) + +[`CosemLabel`][microsim.schema.CosemLabel] uses segmentations of organelles +from FIB-SEM volumes of cells, published by Janelia's COSEM project at +[OpenOrganelle](https://openorganelle.janelia.org/datasets). These give +realistic shapes for the endoplasmic reticulum, mitochondria, nuclear envelope, +microtubules, and more. + +```py +ms.CosemLabel(dataset="jrc_hela-3", label="er-mem_pred") +``` + +- `dataset` is the dataset ID from the OpenOrganelle website (e.g. + `jrc_hela-3`, `jrc_cos7-11`). +- `label` is the name of a segmentation or prediction layer in that dataset + (e.g. `er-mem_pred`, `mito-mem_pred`, `ne_pred`), or its description. +- `position` (optional) shifts the region to extract: the dataset's origin is + moved to `position` (in voxels of the resolution level that is read), and the + region around 0 is extracted. By default the region is centered in the + dataset. + +The data are downloaded on first use and cached. This needs the `cosem` extra +and network access. + +![Three labels from two OpenOrganelle datasets](../images/cosem-examples.jpg) +/// caption +Three labels each from two OpenOrganelle datasets (HeLa and macrophage cells), +on a 64 nm grid: one plane of the ground truth (left) and of the widefield +optical image (right), each label in its own color. In widefield, the top and +bottom of the nuclear envelope (cyan) blur into the plane, and fill the +nucleus. +/// + +!!! warning "Voxel size" + + The source data are stored at 4 nm voxels and at a series of 2× + downsampled levels (8, 16, 32 nm, ...). microsim reads the level that + matches the truth space without interpolating, so use the same scale on + all three axes, equal to 4 nm times a power of two (e.g. `scale=0.064`). + +### Allen Institute neurons + +[`microsim.allen`][microsim.allen] fetches neuron reconstructions from the +[Allen Cell Types Database](https://celltypes.brain-map.org) and renders them as +a 3D mask, which can be used as a [fixed array](#your-own-array): + +```py +from microsim.allen import NeuronReconstruction + +mask = NeuronReconstruction.fetch(638976782).binary_mask(voxel_size=1) # (Z, Y, X) +``` + +![An Allen neuron reconstruction rendered as a mask](../images/generated/allen-neuron.png) +/// caption +Reconstruction 638976782 rendered at 1 µm voxels (maximum projections). +/// + +!!! warning "Not yet practical at optical resolution" + + `binary_mask` renders the whole neuron, hundreds of micrometers across, in + one array, and the line widths it draws do not scale with `voxel_size`. + At the 50 nm voxels that a simulation needs, the array would be far too + large. For now, use it at about 1 µm to explore the morphology, or crop + and resample the mask yourself. + +### Your own array + +If you already have a ground truth as an array, for example from a +segmentation, pass it directly with +[`Simulation.from_ground_truth`][microsim.schema.simulation.Simulation.from_ground_truth]: + +```py +sim = ms.Simulation.from_ground_truth( + my_array, # (Z, Y, X), fluorophores per voxel + scale=(0.04, 0.02, 0.02), # voxel size in µm + output_space={"downscale": 4}, + modality=ms.Confocal(), +) +``` + +This creates a truth space with the array's shape and a single label with the +placeholder fluorophore. To choose the fluorophore, or to combine several +arrays, build the labels yourself with a `"fixed-array"` distribution: + +```py +sim = ms.Simulation( + truth_space={"shape": nuclei.shape, "scale": (0.04, 0.02, 0.02)}, + sample=[ + { + "distribution": {"type": "fixed-array", "array": nuclei}, + "fluorophore": "mTagBFP2", + }, + { + "distribution": {"type": "fixed-array", "array": actin}, + "fluorophore": "EGFP", + }, + ], +) +``` + +Each array must have exactly the shape of the truth space. + +The [own ground truth tutorial](../tutorials/your-own-ground-truth.md) has a +complete example. + +### Your own generator + +Any object with a `render(space, xp)` method can be used as a distribution. +`space` is an all-zero [`xarray.DataArray`][xarray.DataArray] with the shape and +coordinates of the truth space; return it with your fluorophore counts added: + +```python +import numpy as np +from microsim import schema as ms + + +class PointSources: + """Single-voxel emitters at random positions.""" + + def __init__(self, n: int = 100, fluors_per_point: int = 500): + self.n = n + self.fluors_per_point = fluors_per_point + + def render(self, space, xp=None): + idx = tuple(np.random.randint(0, s, self.n) for s in space.shape) + data = np.zeros(space.shape, dtype=space.dtype) + np.add.at(data, idx, self.fluors_per_point) + return space + data + + +sample = [ + ms.FluorophoreDistribution(distribution=PointSources(), fluorophore="mCherry") +] +``` + +Each emitter here occupies a single voxel of the truth space, so it is a true +point source, much smaller than the PSF. Fluorescent beads are often 100 nm or +larger, not much smaller than the PSF; to simulate those, fill a sphere of +voxels for each bead instead (as with the shells in the +[own ground truth tutorial](../tutorials/your-own-ground-truth.md)). + +With the NumPy backend, `np.random` is seeded from +[`Settings.random_seed`](settings.md#reproducibility) before rendering, so this +example is reproducible. Generators like this cannot be saved to JSON. To make +one that can, subclass +[`BaseDistribution`][microsim.schema.sample.BaseDistribution] (a pydantic +model). + +!!! tip "Contributions welcome" + + Realistic ground truth makes for realistic simulations. If you write a + generator others could use, please + [open a pull request](https://github.com/tlambert03/microsim/pulls). + +## Fluorophores + +The simplest way to choose a fluorophore is by name. The spectra, extinction +coefficient, quantum yield, and lifetime are then loaded from +[FPbase](https://www.fpbase.org): + +```py +ms.FluorophoreDistribution(distribution=..., fluorophore="mNeonGreen") +``` + +Any fluorescent protein or dye on FPbase with spectra can be used. The name +must match the name FPbase displays (case doesn't matter, but other spellings +don't work: `"Alexa Fluor 488"`, not `"AF488"`); the error message suggests the +closest match. This needs network access the first time. + +To define a fluorophore yourself, give its spectra and photophysical +properties: + +```py +ms.Fluorophore( + name="MyDye", + excitation_spectrum=ms.Spectrum(wavelength=wl_ex, intensity=ex), # nm, any scale + emission_spectrum=ms.Spectrum(wavelength=wl_em, intensity=em), + extinction_coefficient=80_000, # M⁻¹ cm⁻¹, at the excitation peak + quantum_yield=0.6, + lifetime_ns=3.5, +) +``` + +What each property does: + +| Property | Used for | +| ------------------------ | ------------------------------------------------------------------------------------------------ | +| `excitation_spectrum` | the shape of the absorption spectrum; it is normalized to 1 at its peak | +| `extinction_coefficient` | scales the absorption spectrum to an absorption cross section; required | +| `quantum_yield` | the fraction of absorbed photons that are emitted (treated as 1 if not set) | +| `emission_spectrum` | the distribution of emitted photons over wavelength; normalized to unit sum | +| `lifetime_ns` | [excitation saturation](photometry.md#excitation-saturation); no saturation if not set | +| `bleaching_half_life_s` | not used yet | + +### The placeholder fluorophore + +A label without a fluorophore uses `mockFluorophore`: flat excitation and +emission spectra from 300 to 799 nm, an extinction coefficient of +50,000 M⁻¹ cm⁻¹, a quantum yield of 1, and a 1 ns lifetime. It is excited by +any light source and passes any emission filter. Use it for testing; for +realistic brightness, color, and bleedthrough, use a real fluorophore. + +## Concentration + +`concentration` scales a label's distribution. A number multiplies it, so +`concentration=10` puts ten fluorophores wherever the distribution had one. A +function receives the rendered distribution and returns a new one, for example +to add labeling variability: + +```py +def patchy(truth): + rng = np.random.default_rng() + return truth * rng.poisson(5, size=truth.shape) + + +ms.FluorophoreDistribution(distribution=..., fluorophore="EGFP", concentration=patchy) +``` + +What the values of a distribution mean depends on the distribution: + +- `MatsLines` puts one fluorophore in each voxel of a line (more where lines + cross). +- `CosemLabel` with a segmentation layer (names ending in `_seg`) gives the + number of labeled 4 nm source voxels inside each truth voxel: up to 4096 in + a 64 nm voxel. With a prediction layer (names ending in `_pred`), it gives + the stored 8-bit prediction score (0–255) at the matching resolution level. + Neither is a number of fluorophores. + +So the brightness of a simulation depends strongly on the distribution and the +voxel size, and `concentration` is how you bring the labeling density in line +with your experiment. For scale: an EGFP molecule is a barrel about 4.2 nm long +and 2.4 nm wide +([Yang, Moss & Phillips 1996](https://doi.org/10.1038/nbt1096-1246)), about +19 nm³. Even a 10 nm voxel (1000 nm³) could hold only about 50 of them packed +solid, and a 64 nm voxel about 14,000. Real labeled structures are much +sparser than that: often hundreds to thousands of fluorophores per cubic +micrometer. + +## Caching + +Generating some ground truths is slow (`CosemLabel` downloads data), so +`MatsLines` and `CosemLabel` results are cached on disk, keyed by their +parameters, the truth space, the concentration, and (for random +distributions) the random seed. See [Settings](settings.md#caching) to clear +or disable the cache. diff --git a/docs/guide/saving.md b/docs/guide/saving.md new file mode 100644 index 00000000..c6b2d168 --- /dev/null +++ b/docs/guide/saving.md @@ -0,0 +1,94 @@ +--- +icon: lucide/save +--- + +# Saving and loading + +## Saving the result + +Set `output_path` and [`run()`][microsim.schema.simulation.Simulation.run] writes the digital +image to disk: + +```py +sim = ms.Simulation(..., output_path="result.zarr") +sim.run() +``` + +| Extension | Format | Stores the simulation parameters | Requires | +| ----------------- | ------- | -------------------------------- | -------------- | +| `.zarr` | Zarr | yes | | +| `.nc` | NetCDF | yes | | +| `.tif`, `.tiff` | TIFF | no (pixel data only) | `io` extra | + +Zarr and NetCDF files keep the dimension names, coordinates (µm), and channel +names, and store the full simulation as JSON in the +`microsim.Simulation` attribute. Open them with xarray: + +```py +import xarray as xr + +result = xr.open_dataarray("result.zarr", engine="zarr") +sim = ms.Simulation.model_validate_json(result.attrs["microsim.Simulation"]) +``` + +!!! tip "Prefer Zarr" + + Without the `netCDF4` package installed, xarray writes NetCDF files in the + older NetCDF-3 format, which has no unsigned integer types. Writing a + 16-bit image with gray values above 32,767 fails with a `ValueError`. + Zarr has no such limit. + +To save intermediate stages, use xarray directly, for example +`sim.optical_image().to_netcdf("optical.nc")`. + +## Saving the simulation + +A `Simulation` is a [pydantic](https://docs.pydantic.dev) model, so it can be +written to and read from JSON: + +```py +from pathlib import Path + +Path("sim.json").write_text(sim.model_dump_json(indent=2)) + +sim = ms.Simulation.model_validate_json(Path("sim.json").read_text()) +``` + +The JSON is complete: fluorophores loaded from FPbase are saved with their +spectra, so loading does not need network access (except for a `CosemLabel` +sample, which queries OpenOrganelle when it is loaded). It also includes the +random seed, so loading and running the simulation in the same environment +reproduces the result. + +You can also write simulations as JSON (or YAML, or anything that loads into +a dictionary) by hand. Only the fields you want to change from the defaults are +needed: + +```json title="confocal.json" +{ + "truth_space": {"shape": [128, 512, 512], "scale": [0.02, 0.01, 0.01]}, + "output_space": {"downscale": 8}, + "sample": [ + {"distribution": {"type": "matslines", "density": 0.5, "length": 30}, "fluorophore": "EGFP"} + ], + "channels": ["wKqWbg::Widefield Green"], + "modality": {"type": "confocal", "pinhole_au": 0.5}, + "detector": {"camera_type": "CMOS", "qe": 0.8, "read_noise": 1.5}, + "settings": {"random_seed": 42}, + "output_path": "confocal.zarr" +} +``` + +!!! note "What cannot be serialized" + + Custom distribution objects (a class with a `render` method that is not a + pydantic model) and functions used as `concentration` cannot be written to + JSON. When writing the output file, microsim then stores the simulation + without the `sample`. + +!!! warning "Record the version" + + A saved simulation describes the parameters, not the implementation. + microsim is changing quickly: a newer version may reject a saved JSON file, + or produce a different image from it. Keep `microsim.__version__` with + your saved simulations and results. diff --git a/docs/guide/settings.md b/docs/guide/settings.md new file mode 100644 index 00000000..ad9d0b4a --- /dev/null +++ b/docs/guide/settings.md @@ -0,0 +1,149 @@ +--- +icon: lucide/settings +--- + +# Settings + +[`Settings`][microsim.schema.Settings] holds options that affect how a +simulation is computed, but not what it represents. + +```py +sim = ms.Simulation(..., settings=ms.Settings(random_seed=42, np_backend="jax")) +``` + +| Setting | Default | Effect | +| ------------------------------------ | --------- | -------------------------------------------------------------- | +| `random_seed` | random | seed for the ground truth and noise | +| `np_backend` | `"auto"` | array library used for computation | +| `float_dtype` | `float32` | floating-point precision | +| `max_psf_radius_aus` | `"auto"` | lateral size limit of each PSF, in Airy radii | +| `spectral_bins_per_emission_channel` | 1 | number of PSFs used per fluorophore and channel | +| `excitation_bin_width_nm` | 10 | widest band of excitation light given one excitation spot | +| `spectral_bin_threshold_percentage` | 1 | part of the spectra that is ignored when binning | +| `cache` | on | read and write the on-disk ground-truth cache | + +## Reproducibility + +Random numbers are used to generate some ground truths (such as +[`MatsLines`][microsim.schema.MatsLines]) and to draw every kind of noise. +When the `Simulation` is created without a `random_seed`, a random one is +chosen. It is stored on the object, so `sim.settings.random_seed` tells you +which seed was used, and saving the simulation to JSON records it. + +With a fixed seed, the same simulation run twice in the same environment gives +the same result. Different backends use different random number generators, +so results are not identical across backends. + +!!! warning "Reproducing results across versions" + + microsim is under active development, and the same parameters and seed may + give different results in a different version of microsim, as models are + corrected and extended. Record the version (`microsim.__version__`) with + your results, and pin it in your environment. + +## Array backends + +Computation is done with NumPy by default. Most of the time goes into PSF +calculation and FFT convolution, which can run on a GPU: + +| `np_backend` | Library | +| ------------ | ------------------------------------------- | +| `"numpy"` | NumPy and SciPy (CPU) | +| `"cupy"` | [CuPy](https://cupy.dev) (NVIDIA GPU) | +| `"jax"` | [JAX](https://docs.jax.dev) (CPU or GPU) | +| `"torch"` | PyTorch (incomplete) | +| `"auto"` | CuPy if it can be imported, otherwise NumPy | + +The backend can also be chosen with the `MICROSIM_BACKEND` environment +variable, which is used when `np_backend` is `"auto"`. + +With a GPU backend, the arrays inside the returned `DataArray` live on the +GPU. Use `.values` or `numpy.asarray()` to get a NumPy array. + +## Accuracy vs. speed + +**`max_psf_radius_aus`** limits the lateral size of each PSF to this many Airy +radii from the center. A smaller value makes convolution much faster but +drops the faint outer parts of the PSF, which in widefield carry a noticeable +fraction of the out-of-focus light. With `"auto"` (the default), the radius is +chosen to keep the error from truncation at or below about 1% (RMSE, +relative to an untruncated PSF): + +- **Widefield:** 14 Airy radii, plus half the radius of the cone of + out-of-focus light at half the depth of the truth space. At 1.4 NA and + 525 nm, this is about 17 Airy radii for a 1 µm deep volume and 27 for + 5 µm. +- **Confocal:** 8 Airy radii, because the pinhole rejects most out-of-focus + light. + +A number sets the radius directly. `None` uses PSFs as large as the truth +space. The PSF is never larger than the truth space. + +**`spectral_bins_per_emission_channel`** sets how many wavelengths are used to +represent each fluorophore's detected emission. With 1 (the default), one PSF +at the centroid wavelength is used. With more, the emission spectrum (after +dropping the parts below `spectral_bin_threshold_percentage` of its peak) is +split into that many bins, and one PSF is computed per bin and weighted by +its photons. Time and memory grow with the number of bins. + +**`excitation_bin_width_nm`** applies to modalities with a focused excitation +spot ([Confocal](modalities.md#confocal)). The light each fluorophore absorbs +(after dropping the parts below `spectral_bin_threshold_percentage` of its +peak) is grouped into bins at most this wide, and one excitation spot is +computed per bin, weighted by the light absorbed in it. A single laser line +gives one spot, and laser lines further apart than this are always computed +separately. A broadband source gives one spot per bin. + +**`float_dtype`** can be set to `float64` for higher precision, at twice the +memory. + +## Caching + +microsim caches results that are slow to compute and depend only on their +parameters: + +- **PSFs**, in memory and on disk. Detection PSFs and confocal excitation + spots are cached separately (in memory, the most recent 64 of each). +- **Fourier transforms of PSFs**, in memory, up to + `Settings.cache.in_mem_size.otf_mb` (1000 MB by default; GPU memory for GPU + backends). +- **Emission rates** (what `filtered_emission_rates` is computed from), in + memory, for the most recent 32 combinations of channels, tracks, + fluorophores, detector QE, and objective. +- **Ground truth** from `MatsLines` and `CosemLabel`, on disk, keyed by the + distribution's parameters, the truth space, and the concentration (and, for + random distributions such as `MatsLines`, the random seed). +- **OpenOrganelle downloads**, on disk. + +The disk cache is in the user cache directory given by +[platformdirs](https://github.com/tox-dev/platformdirs) (for example +`~/Library/Caches/microsim` on macOS, `~/.cache/microsim` on Linux): + +```py +from microsim.util import microsim_cache, clear_cache + +microsim_cache() # path to the cache directory +clear_cache() # delete everything +clear_cache("psf/*") # delete matching entries +``` + +To turn caching off: + +- `Settings(cache=False)` disables reading and writing the ground-truth cache. + `Settings(cache={"read": True, "write": False})` controls the two + separately. +- The environment variable `MICROSIM_CACHE=0` disables both the ground-truth + and the PSF disk caches. + +## Environment variables + +Every setting can be set with an environment variable named `MICROSIM_` +followed by the setting name. Nested settings use `__` as a separator: + +```bash +export MICROSIM_RANDOM_SEED=42 +export MICROSIM_NP_BACKEND=jax +export MICROSIM_CACHE__WRITE=0 # read the cache, but don't write to it +``` + +Values passed in code take precedence over environment variables. diff --git a/docs/guide/spaces.md b/docs/guide/spaces.md new file mode 100644 index 00000000..415dd356 --- /dev/null +++ b/docs/guide/spaces.md @@ -0,0 +1,130 @@ +--- +icon: lucide/grid-3x3 +--- + +# Spaces + +A simulation uses two grids: + +- The **truth space** is where the sample is drawn and the optical image is + computed. It should be fine enough to represent the structures in your + sample and to sample the PSF well, typically 10–50 nm per voxel. +- The **output space** is the pixel grid of the final image, as recorded by + the detector. A typical camera pixel, projected onto the sample, is + 60–160 nm. + +Both have the same physical extent. The optical image is computed in the truth +space and then binned down to the output space just before the detector +model. + +![Optical image in the truth space, and the digital image in the output space](../images/generated/spaces-crop.png) +/// caption +A detail of the [overview figure](index.md#the-stages): the optical image on the +64 nm truth grid (left), and the digital image after binning 2 × 2 × 2 to the +128 nm output grid (right). +/// + +## Defining a space + +A space has a `shape` (number of voxels along Z, Y, X), a `scale` (voxel size +in µm), and an `extent` (`shape × scale`). Give any two and the third is +computed: + +=== "shape and scale" + + ```py + ms.ShapeScaleSpace(shape=(64, 512, 512), scale=(0.04, 0.02, 0.02)) + # dict form: + {"shape": (64, 512, 512), "scale": (0.04, 0.02, 0.02)} + ``` + +=== "extent and scale" + + ```py + ms.ExtentScaleSpace(extent=(2.56, 10.24, 10.24), scale=(0.04, 0.02, 0.02)) + # dict form: + {"extent": (2.56, 10.24, 10.24), "scale": (0.04, 0.02, 0.02)} + ``` + +=== "shape and extent" + + ```py + ms.ShapeExtentSpace(shape=(64, 512, 512), extent=(2.56, 10.24, 10.24)) + # dict form: + {"shape": (64, 512, 512), "extent": (2.56, 10.24, 10.24)} + ``` + +A single number for `scale` applies to all axes: `scale=0.02` is the same as +`scale=(0.02, 0.02, 0.02)`. A space can also be 2D, with a `shape` of length 2. + +## Relative spaces + +Usually one space is given explicitly and the other is defined relative to it: + +```py +# the output pixels are 8x larger than the truth voxels, along every axis +ms.Simulation( + truth_space={"shape": (128, 512, 512), "scale": (0.02, 0.01, 0.01)}, + output_space={"downscale": 8}, # -> shape (16, 64, 64), scale (0.16, 0.08, 0.08) + ... +) + +# or: start from the image you want, and compute the truth space from it +ms.Simulation( + truth_space={"upscale": 4}, # -> shape (64, 256, 256), scale (0.04, 0.02, 0.02) + output_space={"shape": (16, 64, 64), "scale": (0.16, 0.08, 0.08)}, + ... +) +``` + +`downscale` and `upscale` take one integer for all axes, or one per axis +(e.g. `{"downscale": (4, 8, 8)}`). At most one of the two spaces may be +relative. + +`output_space` may be omitted, in which case the digital image has the shape +and scale of the truth space. + +## How the downsampling works + +When the optical image is binned into the output space, Y and X are handled +differently for cameras and point scanners: + +- A **camera** pixel collects all the light that falls on its area, so the + truth voxels in each output pixel are **summed** in Y and X. +- A **point scanner** records the signal at each scan position, so the truth + voxels are **averaged**. The dwell time, not the pixel area, sets the signal. + +In Z, voxels are always averaged: each output plane is a separate exposure at +one focal position, and does not collect light from neighboring planes. + +As a consequence, changing `output_space` changes the camera's signal per pixel +(larger pixels collect more light) but not the point scanner's. + +## Choosing the sizes + +??? tip "Guidelines" + + - **Truth voxel size.** The truth grid must resolve the PSF: at 1.4 NA and + 500 nm emission the lateral resolution is about 200 nm, so 20–50 nm + voxels are adequate for the optics. Finer voxels are needed only to + represent fine structure in the sample itself. + - **Integer ratio.** The output scale should be an integer multiple of the + truth scale along each axis. + - **Memory and time.** The truth space dominates both. A + 128 × 1024 × 1024 float32 volume is 512 MB, and the simulation holds + several arrays of this size (one per fluorophore and channel) at once. + Start small and increase the size when the parameters are right. + - **PSF size.** The lateral size of the PSF is limited by + [`Settings.max_psf_radius_aus`](settings.md#accuracy-vs-speed), so a + large field of view does not make each PSF larger. + - **Edges.** The convolution treats everything outside the volume as + empty. Light from structures just outside the field of view is missing, + and the top and bottom planes have less out-of-focus light than they would + in a thicker sample. + +!!! info "Camera pixel size and magnification" + + The output pixel size is set directly by `output_space`. The camera's + physical pixel size and the objective's magnification are not used yet. + For a camera with 6.5 µm pixels behind a 60× objective, set the output + scale to 6.5 / 60 ≈ 0.108 µm. diff --git a/docs/images/au1.png b/docs/images/au1.png deleted file mode 100644 index 7b5006b5..00000000 Binary files a/docs/images/au1.png and /dev/null differ diff --git a/docs/images/cosem-examples.jpg b/docs/images/cosem-examples.jpg new file mode 100644 index 00000000..83fc8017 Binary files /dev/null and b/docs/images/cosem-examples.jpg differ diff --git a/docs/images/favicon.svg b/docs/images/favicon.svg new file mode 100644 index 00000000..5803f56b --- /dev/null +++ b/docs/images/favicon.svg @@ -0,0 +1,14 @@ + + + + + + + + + + + + + + diff --git a/docs/images/laser_hyd.png b/docs/images/laser_hyd.png deleted file mode 100644 index fd130e21..00000000 Binary files a/docs/images/laser_hyd.png and /dev/null differ diff --git a/docs/images/logo.svg b/docs/images/logo.svg new file mode 100644 index 00000000..5803f56b --- /dev/null +++ b/docs/images/logo.svg @@ -0,0 +1,14 @@ + + + + + + + + + + + + + + diff --git a/docs/index.md b/docs/index.md index fe3e38a6..8de00ed9 100644 --- a/docs/index.md +++ b/docs/index.md @@ -1,172 +1,123 @@ +--- +icon: lucide/microscope +hide: + - navigation +--- + # microsim -Microscope simulation library for generating realistic microscope images. +

+microsim simulates fluorescence microscopy images. You describe a sample, a +microscope, and a detector, and it calculates the photons the sample emits, the +image the optics form, and the noisy digital image a camera or point detector +records. +

+ +
+![Simulated confocal images of a HeLa cell](https://github.com/tlambert03/microsim/assets/1609449/4bc9eb85-b275-4315-b60d-2cb3d003b7f1){ .off-glb } +

+Simulated images of nucleus, mitochondria, and endoplasmic reticulum. The +ground truth comes from FIB-SEM segmentations of cell jrc_hela-3 +at OpenOrganelle. +

+
+ +## What it's for + +- **Ground truth for image analysis.** Every simulated image comes with the + exact fluorophore distribution that produced it. You can use the pairs to + train or benchmark segmentation, denoising, deconvolution, or + super-resolution methods. +- **Planning experiments.** Ask what a different objective, filter set, + fluorophore, exposure time, or detector would do to your images before you + change them on the microscope. +- **Teaching.** Each step of image formation can be computed and plotted on its + own: absorption spectra, filter transmission, PSFs, shot noise, read noise. + +## How it works + +A simulation is a single [`Simulation`][microsim.Simulation] object that holds +every parameter. Running it takes the sample through four stages: + +``` mermaid +flowchart LR + A["Sample
fluorophores per voxel,
in a high-resolution space"] --> B["Emission
photons/s per fluorophore,
per channel and wavelength"] + B --> C["Optical image
photons/s, blurred
by the PSF"] + C --> D["Digital image
gray values, with
pixelation and noise"] +``` + +![Ground truth, optical image, and digital image of the same cell](images/generated/pipeline.png) -## Installation +Each stage has its own method, and returns a labeled +[`xarray.DataArray`][xarray.DataArray] that you can inspect, plot, or save. The +[User guide](guide/index.md) explains each stage. -### from PyPI +## A first example -```bash -pip install "microsim[all]" +```python +from microsim import schema as ms +from microsim.util import ortho_plot + +sim = ms.Simulation( + truth_space=ms.ShapeScaleSpace(shape=(128, 512, 512), scale=(0.02, 0.01, 0.01)), + output_space={"downscale": 8}, + sample=ms.Sample(labels=[ms.MatsLines(density=0.5, length=30, azimuth=5)]), + detector=ms.CameraCMOS(), +) +result = sim.run() # (C, Z, Y, X) array of gray values +ortho_plot(result) ``` -!!! note - At the moment, this library is a bit more "application" than it - is "library". If you are following the docs or tutorials, its - probably best to install the full `[all]` extra, which brings in - io, visualization, and other data-fetching dependencies. However, - the bare minimal install is fully functional for generating data. +[First simulation](getting-started/first-simulation.md) goes through this +example line by line. -### From github +## Where to go next -To get the bleeding edge version, which will change rapidly, you can install from github. +
-```bash -pip install "microsim[all] @ git+https://github.com/tlambert03/microsim" -``` +- :lucide-download:{ .lg .middle } **Install** -### With GPU support - -If available, microsim can use either Jax or Cupy to accelerate computations. -These are not installed by default, see the -[jax](https://jax.readthedocs.io/en/latest/installation.html) -or [cupy](https://docs.cupy.dev/en/stable/install.html) installation instructions, -paying attention to your GPU requirements. Support for torch is not fully -implemented yet, but is planned. - -## Quickstart - -Construct and run a [`microsim.Simulation`][] object. - -=== "using objects" - - ```python - from microsim import schema as ms - from microsim.util import ortho_plot - - sim = ms.Simulation( - truth_space=ms.ShapeScaleSpace(shape=(128, 512, 512), scale=(0.02, 0.01, 0.01)), - output_space={"downscale": 8}, - sample=ms.Sample(labels=[ms.MatsLines(density=0.5, length=30, azimuth=5, max_r=1)]), - modality=ms.Confocal(pinhole_au=1), - ) - result = sim.run() - ortho_plot(result) - ``` - -=== "using dicts" - - If you don't like importing all the names, you can also use - dictionaries, and pydantic will convert them to the correct - objects. - - ```python - from microsim import Simulation - from microsim.util import ortho_plot - - sim = Simulation( - truth_space={"shape": (128, 512, 512), "scale": (0.02, 0.01, 0.01)}, - output_space={"downscale": 8}, - sample=dict( - labels=[ - { - "type": "matslines", - "density": 0.5, - "length": 30, - "azimuth": 5, - "max_r": 1, - } - ] - ), - modality={"type": "confocal", "pinhole_au": 1}, - ) - result = sim.run() - ortho_plot(result) - ``` - -![Image](./images/au1.png) - -Note that you can also construct a simulation from a JSON object. -This is particularly useful with the `output` parameter, to dump -the result of the simulation to a file. - -```json title="confocal.json" -{ - "truth_space": { - "shape": [128, 512, 512], - "scale": [0.02, 0.01, 0.01] - }, - "output_space": { - "downscale": 8 - }, - "sample": { - "labels": [ - { - "type": "matslines", - "density": 0.5, - "length": 30, - "azimuth": 5, - "max_r": 1 - } - ] - }, - "modality": { - "type": "confocal", - "pinhole_au": 1 - }, - "output_path": "au1.tiff" -} -``` + --- -... and then load a `Simulation` from that file and [`run()`][microsim.Simulation.run]. + `pip install "microsim[all]"`, optional GPU backends, and a development + setup. -```python -from microsim import Simulation -from pathlib import Path + [:octicons-arrow-right-24: Installation](getting-started/installation.md) -spec = Path("confocal.json").read_text() -sim = Simulation.model_validate_json(spec) -sim.run() -``` +- :lucide-play:{ .lg .middle } **First simulation** -### A more realistic confocal + --- -The example above uses the defaults: a generic fluorophore, a widefield FITC filter -cube, and no detector (so the result is noise-free photon counts). To simulate what -you'd actually see on a point-scanning confocal, pick a real fluorophore, a laser line, -a point detector, and a pixel dwell time: + Build a simulation step by step and look at the output of each stage. -```python -from microsim import schema as ms -from microsim.schema.detectors.lib import HYD_SP8 -from microsim.schema.optical_config.lib import LASER_488 -from microsim.util import ortho_plot + [:octicons-arrow-right-24: First simulation](getting-started/first-simulation.md) -sim = ms.Simulation( - truth_space=ms.ShapeScaleSpace(shape=(128, 512, 512), scale=(0.02, 0.01, 0.01)), - output_space={"downscale": 8}, - sample=ms.Sample( - labels=[ - ms.FluorophoreDistribution( - distribution=ms.MatsLines(density=0.5, length=30, azimuth=5, max_r=1), - fluorophore="EGFP", - ) - ] - ), - channels=[LASER_488], # 488 nm laser, with a 525/50 emission filter - modality=ms.Confocal(pinhole_au=1), - detector=HYD_SP8, - exposure_ms=0.002, # 2 µs pixel dwell time -) -result = sim.run() -ortho_plot(result) -``` +- :lucide-book-open:{ .lg .middle } **User guide** + + --- + + Samples, filters, light sources, PSFs, and detectors: what each part + models and how to configure it. + + [:octicons-arrow-right-24: User guide](guide/index.md) + +- :lucide-braces:{ .lg .middle } **API reference** + + --- + + Every model, field, and default value. + + [:octicons-arrow-right-24: API reference](api/index.md) + +
-![Image](./images/laser_hyd.png) +!!! warning "Pin your version" -The laser `power` is the peak irradiance at the focus, in W/cm². It defaults to 1e5 -(about 50 µW at the sample with a 1.4 NA objective); to change it, use e.g. -`LASER_488.model_copy(update={"power": 1e4})`. + microsim is in early development and changes quickly. New releases may + include breaking API changes, and the same parameters may produce + different simulation results as the physical models are corrected and + extended. If you depend on microsim for a project, pin a specific version + (e.g. `microsim==0.x.y`) and record it alongside your results. -For more details, see the [tutorial](./tutorial.ipynb), [conceptual -overview](./concept.md) and the [API docs](./api) +Issues and pull requests are welcome on +[GitHub](https://github.com/tlambert03/microsim). diff --git a/docs/javascripts/charts/crosstalk.js b/docs/javascripts/charts/crosstalk.js new file mode 100644 index 00000000..d478544b --- /dev/null +++ b/docs/javascripts/charts/crosstalk.js @@ -0,0 +1,131 @@ +// Channels page, bleedthrough section: detected photons from two fluorophores in +// two channels, per molecule (OpticalConfig.filtered_emission_rate and the +// collection efficiency, via physics/photometry.js), and their emission spectra +// against each channel's emission path. +import * as P from "../physics/photometry.js"; +import { + C, + Plot, + baseOptions, + crosshair, + cssSpectrum, + d3, + fmt, + legendItem, + responsive, + select, + shell, + spectrumGradient, + tooltipHTML, + uniqueId, + wavelengthColor, + yRangeMark, +} from "./lib.js"; +import { loadPhotometry } from "./photometry-data.js"; + +const DOMAIN = [400, 750]; +const toRows = (s) => s.w.map((w, i) => ({ w, v: s.v[i] })); +const peakNormalized = (s) => P.scale(s, 1 / Math.max(...s.v)); + +function valueAt(s, nm) { + if (!s) return null; + const i = d3.bisector((d) => d).center(s.w, nm); + return Math.abs(s.w[i] - nm) <= 1 ? s.v[i] : 0; +} + +// detected photons/s per molecule, at 1 W/cm², QE 1, and the default objective +function detected(channel, fluor, lens) { + const opts = { power: 1, qe: null, na: lens.na, specimenRI: lens.specimen_ri }; + return P.total(P.photonBudget({ channel, fluor, ...opts }).collected); +} + +export default async function (el) { + const { fluors, channels, lens } = await loadPhotometry(); + const ui = shell(el); + // two columns: the fluorophores on one row, the channels on the next + ui.controls.classList.add("ms-chart__controls--pairs"); + const state = { + f1: "EGFP", + f2: "tdTomato", + c1: "FITC, 500 LP emission", + c2: "TRITC", + }; + const redraw = () => chart.redraw(); + const pick = (label, key, options) => + select(ui.controls, { + label, + options, + value: state[key], + onInput: (v) => ((state[key] = v), redraw()), + }); + pick("Fluorophore 1", "f1", fluors.map((f) => f.name)); + pick("Fluorophore 2", "f2", fluors.map((f) => f.name)); + pick("Channel 1", "c1", channels.map((c) => c.name)); + pick("Channel 2", "c2", channels.map((c) => c.name)); + + const gid = uniqueId("ms-crosstalk"); + const fill = `url(#${gid})`; + const rainbow = cssSpectrum(DOMAIN); + legendItem(ui.legend, { label: "fluorophore 1 emission", color: rainbow, swatch: "area" }); + legendItem(ui.legend, { label: "fluorophore 2 emission", color: rainbow, swatch: "dash" }); + legendItem(ui.legend, { label: "channel 1 emission path", color: C.ink }); + legendItem(ui.legend, { label: "channel 2 emission path", color: C.muted, swatch: "dot" }); + + const table = document.createElement("table"); + table.className = "ms-matrix"; + ui.stats.append(table); + + const chart = responsive(ui.plot, (width) => { + const f = [state.f1, state.f2].map((n) => fluors.find((x) => x.name === n)); + const c = [state.c1, state.c2].map((n) => channels.find((x) => x.name === n)); + const rates = c.map((ch) => f.map((fl) => detected(ch, fl, lens))); + + const head = `${f.map((fl) => `${fl.name}`).join("")}`; + const body = c + .map((ch, i) => { + const tot = rates[i][0] + rates[i][1]; + const cells = rates[i] + .map((r, j) => { + const share = tot ? r / tot : 0; + const cross = share < 0.5 ? " ms-matrix__cross" : ""; + return `${fmt.sig(r, 3)}`; + }) + .join(""); + return `${ch.name}${cells}`; + }) + .join(""); + table.innerHTML = `detected photons/s per molecule (1 W/cm², ${lens.na} NA, QE 1)${head}${body}`; + + const em = f.map((fl) => peakNormalized(fl.em)); + const paths = c.map((ch) => ch.emission); + const svg = Plot.plot({ + ...baseOptions(width), + height: Math.max(200, Math.min(280, width * 0.36)), + marginLeft: 40, + marginBottom: 38, + x: { domain: DOMAIN, label: "wavelength (nm)", labelAnchor: "center", labelArrow: "none", labelOffset: 34 }, + y: { domain: [0, 1.05], label: null, grid: true, ticks: 5, tickFormat: d3.format(".0%") }, + marks: [ + spectrumGradient(gid, DOMAIN), + yRangeMark(), + Plot.areaY(toRows(em[0]), { x: "w", y: "v", fill, fillOpacity: 0.45, clip: true }), + Plot.lineY(toRows(em[0]), { x: "w", y: "v", stroke: fill, strokeWidth: 2, clip: true }), + Plot.areaY(toRows(em[1]), { x: "w", y: "v", fill, fillOpacity: 0.12, clip: true }), + Plot.lineY(toRows(em[1]), { x: "w", y: "v", stroke: fill, strokeWidth: 2, strokeDasharray: "5,3", clip: true }), + paths[0] ? Plot.lineY(toRows(paths[0]), { x: "w", y: "v", stroke: C.ink, strokeWidth: 1.5, clip: true }) : null, + paths[1] ? Plot.lineY(toRows(paths[1]), { x: "w", y: "v", stroke: C.muted, strokeWidth: 1.5, strokeDasharray: "1.5,3", strokeLinecap: "round", clip: true }) : null, + ], + }); + ui.plot.replaceChildren(svg); + crosshair(ui.plot, svg, { + x: svg.scale("x"), + content: (nm) => + tooltipHTML(`${Math.round(nm)} nm`, [ + { label: `${f[0].name} emission`, value: fmt.pct(valueAt(em[0], nm)), color: wavelengthColor(nm) }, + { label: `${f[1].name} emission`, value: fmt.pct(valueAt(em[1], nm)), color: wavelengthColor(nm) }, + { label: c[0].name, value: paths[0] ? fmt.pct(valueAt(paths[0], nm)) : "1", color: C.ink }, + { label: c[1].name, value: paths[1] ? fmt.pct(valueAt(paths[1], nm)) : "1", color: C.muted }, + ]), + }); + }); +} diff --git a/docs/javascripts/charts/detector-snr.js b/docs/javascripts/charts/detector-snr.js new file mode 100644 index 00000000..a26a084f --- /dev/null +++ b/docs/javascripts/charts/detector-snr.js @@ -0,0 +1,115 @@ +// Detectors page: SNR of a CCD, sCMOS, and EMCCD, relative to an ideal detector, +// against the signal per pixel, from physics/detectors.js snr. Starting +// parameters from detector_data in scripts/make_doc_figures.py. +import * as D from "../physics/detectors.js"; +import { + C, + Plot, + baseOptions, + crosshair, + decades, + fmt, + legendItem, + loadData, + responsive, + shell, + slider, + stat, + tooltipHTML, + yRangeMark, +} from "./lib.js"; + +const LEVELS = Array.from({ length: 201 }, (_, i) => 10 ** (-1 + (i * 5) / 200)); // 0.1 to 1e4 +const tick = (x) => (x < 1 ? `${x}` : fmt.si(x)); + +export default async function (el) { + const data = await loadData("detectors"); + const start = data.cameras; + const ui = shell(el); + ui.controls.classList.add("ms-chart__controls--grid"); + const state = { + ccdRead: start.CCD.read_noise, + cmosRead: start.sCMOS.read_noise, + emGain: start.EMCCD.em_gain, + emRead: start.EMCCD.read_noise, + }; + const redraw = () => chart.redraw(); + const noise = (label, key) => + slider(ui.controls, { + label, + min: 0.5, + max: 100, + log: true, + value: state[key], + format: (v) => `${fmt.sig(v, 2)} e⁻`, + onInput: (v) => ((state[key] = v), redraw()), + }); + noise("CCD read noise", "ccdRead"); + noise("sCMOS read noise", "cmosRead"); + slider(ui.controls, { + label: "EM gain", + min: 1, + max: 1000, + log: true, + value: state.emGain, + format: (v) => fmt.int(v), + onInput: (v) => ((state.emGain = v), redraw()), + }); + noise("EMCCD read noise", "emRead"); + + const color = { CCD: C.series[0], sCMOS: C.series[2], EMCCD: C.series[1] }; + for (const name of Object.keys(color)) legendItem(ui.legend, { label: name, color: color[name] }); + + const setCross = stat(ui.stats, { label: "EMCCD SNR above sCMOS", note: "" }); + const setCCD = stat(ui.stats, { label: "CCD reaches 90% of ideal", note: "" }); + + const chart = responsive(ui.plot, (width) => { + const enf = D.emccdExcessNoiseFactor(state.emGain, start.EMCCD.em_stages); + const model = { + CCD: { readNoise: state.ccdRead }, + sCMOS: { readNoise: state.cmosRead }, + EMCCD: { readNoise: state.emRead, gain: state.emGain, enf }, + }; + const relative = (name, electrons) => + D.snr({ electrons, ...model[name] }) / D.snr({ electrons }); + const rows = LEVELS.flatMap((e) => + Object.keys(model).map((name) => ({ name, e, rel: relative(name, e) })), + ); + const higher = LEVELS.filter((e) => relative("EMCCD", e) > relative("sCMOS", e)); + setCross( + higher.length ? `< ${fmt.sig(higher.at(-1), 2)} e⁻` : "never", + higher.length ? "photoelectrons per pixel, with these settings" : "with these settings", + ); + const good = LEVELS.find((e) => relative("CCD", e) >= 0.9); + setCCD(good ? `${fmt.sig(good, 2)} e⁻` : "> 10k", "photoelectrons per pixel"); + + const svg = Plot.plot({ + ...baseOptions(width), + height: Math.max(220, Math.min(300, width * 0.4)), + marginLeft: 44, + marginBottom: 38, + x: { type: "log", label: "signal (photoelectrons per pixel)", labelAnchor: "center", labelArrow: "none", labelOffset: 34, ticks: decades(0.1, 1e4), tickFormat: tick }, + y: { domain: [0, 1.02], label: "SNR / ideal SNR", labelArrow: "none", grid: true, tickFormat: ".0%" }, + color: { domain: Object.keys(color), range: Object.values(color) }, + marks: [ + yRangeMark(), + Plot.ruleY([1], { stroke: C.faint, strokeDasharray: "3,3" }), + Plot.text([{}], { x: LEVELS[2], y: 1, text: () => "ideal (shot noise only)", dy: 10, textAnchor: "start", fill: C.muted }), + Plot.lineY(rows, { x: "e", y: "rel", z: "name", stroke: "name", strokeWidth: 2.25 }), + ], + }); + ui.plot.replaceChildren(svg); + crosshair(ui.plot, svg, { + x: svg.scale("x"), + content: (e) => + tooltipHTML( + `${fmt.sig(e, 2)} e⁻ per pixel · ideal SNR ${fmt.sig(D.snr({ electrons: e }), 3)}`, + Object.keys(model).map((name) => ({ + label: name, + value: `SNR ${fmt.sig(D.snr({ electrons: e, ...model[name] }), 3)} (${fmt.pct(relative(name, e))})`, + color: color[name], + })), + ), + }); + }); +} diff --git a/docs/javascripts/charts/emccd-enf.js b/docs/javascripts/charts/emccd-enf.js new file mode 100644 index 00000000..8005ab6f --- /dev/null +++ b/docs/javascripts/charts/emccd-enf.js @@ -0,0 +1,77 @@ +// Detectors page, EMCCD section: excess noise factor against EM gain +// (CameraEMCCD.excess_noise_factor, via physics/detectors.js), starting at the +// EMCCD of detector_data in scripts/make_doc_figures.py. +import * as D from "../physics/detectors.js"; +import { + C, + Plot, + baseOptions, + crosshair, + decades, + fmt, + loadData, + responsive, + shell, + slider, + stat, + tooltipHTML, + yRangeMark, +} from "./lib.js"; + +const GAINS = Array.from({ length: 151 }, (_, i) => 10 ** ((i * 3) / 150)); // 1 to 1000 + +export default async function (el) { + const { cameras } = await loadData("detectors"); + const ui = shell(el); + const state = { stages: cameras.EMCCD.em_stages, gain: cameras.EMCCD.em_gain }; + const redraw = () => chart.redraw(); + slider(ui.controls, { + label: "EM gain", + min: 1, + max: 1000, + log: true, + value: state.gain, + format: (v) => fmt.int(v), + onInput: (v) => ((state.gain = v), redraw()), + }); + slider(ui.controls, { + label: "em_stages", + min: 1, + max: 1000, + log: true, + value: state.stages, + format: (v) => fmt.int(Math.round(v)), + onInput: (v) => ((state.stages = Math.round(v)), redraw()), + }); + const setF = stat(ui.stats, { label: "excess noise factor F" }); + const setQE = stat(ui.stats, { label: "equivalent QE", note: "1 / F: the QE of a noise-free detector with the same SNR" }); + + const chart = responsive(ui.plot, (width) => { + const rows = GAINS.map((g) => ({ g, f: D.emccdExcessNoiseFactor(g, state.stages) })); + const f = D.emccdExcessNoiseFactor(state.gain, state.stages); + setF(fmt.sig(f, 3)); + setQE(`${fmt.pct(1 / f)} of the QE`); + const svg = Plot.plot({ + ...baseOptions(width), + height: 220, + marginLeft: 44, + marginBottom: 38, + x: { type: "log", label: "EM gain", labelAnchor: "center", labelArrow: "none", labelOffset: 34, ticks: decades(1, 1000) }, + y: { domain: [0.9, 2.1], label: "F", labelArrow: "none", grid: true }, + marks: [ + yRangeMark(), + Plot.ruleY([2], { stroke: C.faint, strokeDasharray: "3,3" }), + Plot.lineY(rows, { x: "g", y: "f", stroke: C.series[1], strokeWidth: 2.25 }), + Plot.dot([{ g: state.gain, f }], { x: "g", y: "f", r: 5, fill: C.series[1], stroke: C.surface, strokeWidth: 2 }), + ], + }); + ui.plot.replaceChildren(svg); + crosshair(ui.plot, svg, { + x: svg.scale("x"), + content: (g) => + tooltipHTML(`gain ${fmt.sig(g, 3)}`, [ + { label: "F", value: fmt.sig(D.emccdExcessNoiseFactor(g, state.stages), 3), color: C.series[1] }, + ]), + }); + }); +} diff --git a/docs/javascripts/charts/hyd-dead-time.js b/docs/javascripts/charts/hyd-dead-time.js new file mode 100644 index 00000000..f1c4704f --- /dev/null +++ b/docs/javascripts/charts/hyd-dead-time.js @@ -0,0 +1,67 @@ +// Detectors page, HyD section: fraction of photons recorded against the count rate +// (HyD._counting_efficiency, via physics/detectors.js). +import * as D from "../physics/detectors.js"; +import { + C, + Plot, + baseOptions, + crosshair, + decades, + fmt, + loadData, + responsive, + shell, + slider, + stat, + tooltipHTML, + yRangeMark, +} from "./lib.js"; + +const RATES = Array.from({ length: 121 }, (_, i) => 10 ** (5 + (i * 4) / 120)); // 1e5 to 1e9 + +export default async function (el) { + const { hyd_dead_time_ns } = await loadData("detectors"); + const ui = shell(el); + const state = { tau: hyd_dead_time_ns }; + slider(ui.controls, { + label: "dead_time_ns", + min: 0.25, + max: 10, + log: true, + value: state.tau, + format: (v) => `${fmt.sig(v, 2)} ns`, + onInput: (v) => ((state.tau = v), chart.redraw()), + }); + const setLoss = stat(ui.stats, { label: "counts lost at 40 Mcps" }); + const setMax = stat(ui.stats, { label: "maximum recorded rate", note: "1 / dead time" }); + + const chart = responsive(ui.plot, (width) => { + const rows = RATES.map((n) => ({ n, eff: D.hydCountingEfficiency(n, state.tau) })); + setLoss(fmt.pct(1 - D.hydCountingEfficiency(4e7, state.tau))); + setMax(`${fmt.si(D.hydMaxRate(state.tau))}cps`); + const svg = Plot.plot({ + ...baseOptions(width), + height: 220, + marginLeft: 48, + marginBottom: 38, + x: { type: "log", label: "true photon rate (counts/s)", labelAnchor: "center", labelArrow: "none", labelOffset: 34, ticks: decades(1e5, 1e9), tickFormat: "~s" }, + y: { domain: [0, 1.02], label: "fraction of photons counted", labelArrow: "none", grid: true, tickFormat: ".0%" }, + marks: [ + yRangeMark(), + Plot.ruleX([4e7], { stroke: C.faint, strokeDasharray: "2,3" }), + Plot.lineY(rows, { x: "n", y: "eff", stroke: C.series[0], strokeWidth: 2.25 }), + ], + }); + ui.plot.replaceChildren(svg); + crosshair(ui.plot, svg, { + x: svg.scale("x"), + content: (n) => { + const eff = D.hydCountingEfficiency(n, state.tau); + return tooltipHTML(`${fmt.si(n)} counts/s`, [ + { label: "recorded", value: fmt.si(n * eff), color: C.series[0] }, + { label: "lost", value: fmt.pct(1 - eff) }, + ]); + }, + }); + }); +} diff --git a/docs/javascripts/charts/index.js b/docs/javascripts/charts/index.js new file mode 100644 index 00000000..59da7c40 --- /dev/null +++ b/docs/javascripts/charts/index.js @@ -0,0 +1,36 @@ +// Mounts the interactive charts. A chart is a placeholder in the markdown, +// +//
+// +// and a module `./spectra.js` whose default export `(el) => void` renders into it. +// Zensical's instant navigation swaps page content without reloading, so mount on +// every `document$` emission, not just once. + +const mounted = new WeakSet(); + +function mountAll() { + for (const el of document.querySelectorAll(".ms-chart[data-chart]")) { + if (mounted.has(el)) continue; + mounted.add(el); + import(`./${el.dataset.chart}.js`) + .then((module) => module.default(el)) + .catch((err) => { + el.classList.add("ms-chart--error"); + el.textContent = "This interactive chart failed to load."; + console.error(`chart ${el.dataset.chart}:`, err); + }); + } +} + +if (window.document$) window.document$.subscribe(mountAll); +else mountAll(); + +// Link previews (`.md-tooltip2`) copy page content, charts included, into the +// page after it loads; mount those too. +let pending = 0; +new MutationObserver(() => { + cancelAnimationFrame(pending); + pending = requestAnimationFrame(() => { + if (document.querySelector(".ms-chart[data-chart]:not(:has(*))")) mountAll(); + }); +}).observe(document.body, { childList: true, subtree: true }); diff --git a/docs/javascripts/charts/lib.js b/docs/javascripts/charts/lib.js new file mode 100644 index 00000000..5568e9f2 --- /dev/null +++ b/docs/javascripts/charts/lib.js @@ -0,0 +1,374 @@ +// Shared pieces for the interactive charts: libraries, data loading, controls, +// layout, crosshair tooltips, and wavelength colors. +// +// Colors are CSS variables (docs/stylesheets/extra.css), so charts follow the +// light/dark toggle without redrawing. + +// Pinned exactly. Plot imports this same d3 URL, so d3 is loaded once. +export * as d3 from "https://cdn.jsdelivr.net/npm/d3@7.9.0/+esm"; +export * as Plot from "https://cdn.jsdelivr.net/npm/@observablehq/plot@0.6.17/+esm"; +import * as d3 from "https://cdn.jsdelivr.net/npm/d3@7.9.0/+esm"; + +export const C = { + series: [1, 2, 3, 4, 5].map((i) => `var(--ms-c${i})`), + ink: "var(--ms-ink)", + muted: "var(--ms-ink-muted)", + faint: "var(--ms-ink-faint)", + grid: "var(--ms-grid)", + surface: "var(--ms-surface)", +}; + +// --------------------------------------------------------------------------- +// Data, written by scripts/make_doc_figures.py + +const cache = new Map(); +export function loadData(name) { + if (!cache.has(name)) { + const url = new URL(`../../data/generated/${name}.json`, import.meta.url); + cache.set( + name, + fetch(url).then((r) => { + if (!r.ok) throw new Error(`${url}: ${r.status}`); + return r.json(); + }), + ); + } + return cache.get(name); +} + +// --------------------------------------------------------------------------- +// Layout + +function h(tag, className, parent) { + const el = document.createElement(tag); + if (className) el.className = className; + if (parent) parent.append(el); + return el; +} + +// The parts of a chart, top to bottom: controls, legend, plot, stats. +export function shell(el) { + el.replaceChildren(); + const controls = h("div", "ms-chart__controls", el); + const legend = h("div", "ms-chart__legend", el); + const plot = h("div", "ms-chart__plot", el); + const stats = h("div", "ms-chart__stats", el); + return { el, controls, legend, plot, stats }; +} + +let uid = 0; +const nextId = (prefix) => `${prefix}-${++uid}`; + +// A labeled square-root display`; + ui.controls.append(gammaSel); + const sqrt = gammaSel.querySelector("input"); + sqrt.addEventListener("input", () => update()); + const dimSel = document.createElement("label"); + dimSel.className = "ms-control ms-check"; + dimSel.innerHTML = ` show the signal lost at the pinhole`; + ui.controls.append(dimSel); + const dim = dimSel.querySelector("input"); + dim.addEventListener("input", () => update()); + + const panels = document.createElement("div"); + panels.className = "ms-panels"; + panels.style.setProperty("--cols", 4); + ui.legend.after(panels); + const views = { + wfXY: imagePanel(panels, "widefield · XY"), + wfXZ: imagePanel(panels, "widefield · XZ"), + cfXY: imagePanel(panels, ""), + cfXZ: imagePanel(panels, ""), + }; + for (const v of Object.values(views)) v.canvas.parentElement.classList.add("ms-panel--smooth"); + + const size = `${fmt.sig(data.image_dx_um * (widefield.xy.width - 1), 2)} µm`; + const note = document.createElement("span"); + note.className = "ms-legend__note"; + note.textContent = `images ${size} square, z vertical in XZ`; + ui.legend.append(note); + legendItem(ui.legend, { label: "widefield", color: C.muted, swatch: "dash" }); + legendItem(ui.legend, { label: "confocal", color: C.series[1] }); + + const setThru = stat(ui.stats, { + label: "light through the pinhole", + note: "for a point at the focus, of the light the objective collects", + }); + const setLat = stat(ui.stats, { label: "lateral FWHM" }); + const setAx = stat(ui.stats, { label: "axial FWHM" }); + + // `brightness` scales the image, which is normalized to its own peak + const draw = (view, img, brightness = 1) => + drawImage(view.canvas, img.data, img.width, img.height, { + hi: 1 / brightness, + gamma: sqrt.checked ? 0.5 : 1, + lut: LUT.magma, + }); + const zOf = (p) => p.plane_sums.map((v, i) => ({ z: (i - Math.floor(p.plane_sums.length / 2)) * data.dz_um, v })); + + const chart = responsive(ui.plot, (width) => { + const cur = confocal[state.i]; + const w = width > 520 ? Math.floor((width - 24) / 2) : width; + const sectioning = Plot.plot({ + ...baseOptions(w), + height: 200, + marginLeft: 44, + marginBottom: 38, + x: { label: "distance from focus (µm)", labelAnchor: "center", labelArrow: "none", labelOffset: 34 }, + y: { domain: [0, 1.05], label: "signal from a thin plane", labelArrow: "none", grid: true, tickFormat: ".0%" }, + marks: [ + yRangeMark(), + Plot.lineY(zOf(widefield), { x: "z", y: "v", stroke: C.muted, strokeWidth: 1.5, strokeDasharray: "5,4" }), + Plot.lineY(zOf(cur), { x: "z", y: "v", stroke: C.series[1], strokeWidth: 2.25 }), + ], + }); + const rows = confocal.flatMap((p) => [ + { au: p.pinhole_au, nm: p.fwhm_lateral_nm, kind: "lateral" }, + { au: p.pinhole_au, nm: p.fwhm_axial_nm, kind: "axial" }, + ]); + const resolution = Plot.plot({ + ...baseOptions(w), + height: 200, + marginLeft: 44, + marginBottom: 38, + x: { label: "pinhole (AU)", labelAnchor: "center", labelArrow: "none", labelOffset: 34 }, + y: { domain: [0, 560], label: "FWHM (nm)", labelArrow: "none", grid: true }, + marks: [ + Plot.ruleY([widefield.fwhm_lateral_nm, widefield.fwhm_axial_nm], { stroke: C.muted, strokeDasharray: "5,4" }), + Plot.lineY(rows, { x: "au", y: "nm", z: "kind", stroke: C.series[1], strokeWidth: 2 }), + Plot.text(rows.filter((r) => r.au === 3), { x: "au", y: "nm", text: "kind", dy: -9, textAnchor: "end", fill: C.muted }), + Plot.dot(rows.filter((r) => r.au === cur.pinhole_au), { x: "au", y: "nm", r: 4.5, fill: C.series[1], stroke: C.surface, strokeWidth: 2 }), + ], + }); + const box = document.createElement("div"); + box.className = "ms-chart__panels"; + box.append(sectioning, resolution); + ui.plot.replaceChildren(box); + crosshair(ui.plot, sectioning, { + x: sectioning.scale("x"), + content: (z) => { + const at = (p) => zOf(p).reduce((a, b) => (Math.abs(b.z - z) < Math.abs(a.z - z) ? b : a)); + return tooltipHTML(`${fmt.sig(at(cur).z, 2)} µm from focus`, [ + { label: "widefield", value: fmt.pct(at(widefield).v), color: C.muted }, + { label: `confocal, ${cur.pinhole_au} AU`, value: fmt.pct(at(cur).v), color: C.series[1] }, + ]); + }, + }); + }); + + function update() { + const cur = confocal[state.i]; + draw(views.wfXY, widefield.xy); + draw(views.wfXZ, widefield.xz); + // with `dim`, the confocal peak is the fraction of collected light that passes + // the pinhole (1 for an open pinhole), as computed by microsim + const brightness = dim.checked ? cur.peak : 1; + draw(views.cfXY, cur.xy, brightness); + draw(views.cfXZ, cur.xz, brightness); + views.cfXY.label.textContent = `confocal ${cur.pinhole_au} AU · XY`; + views.cfXZ.label.textContent = `confocal ${cur.pinhole_au} AU · XZ`; + setThru(fmt.pct(cur.peak)); + setLat(`${fmt.int(cur.fwhm_lateral_nm)} nm (widefield ${fmt.int(widefield.fwhm_lateral_nm)})`); + setAx(`${fmt.int(cur.fwhm_axial_nm)} nm (widefield ${fmt.int(widefield.fwhm_axial_nm)})`); + chart.redraw(); + } + update(); +} diff --git a/docs/javascripts/charts/pmt-gain.js b/docs/javascripts/charts/pmt-gain.js new file mode 100644 index 00000000..48129921 --- /dev/null +++ b/docs/javascripts/charts/pmt-gain.js @@ -0,0 +1,113 @@ +// Detectors page, PMT section: gain and excess noise factor of the PMT presets in +// detectors/lib.py against the control voltage (PMT.multiplication_gain and +// PMT.excess_noise_factor, via physics/detectors.js). +import * as D from "../physics/detectors.js"; +import { + C, + Plot, + baseOptions, + crosshair, + decades, + fmt, + loadData, + responsive, + select, + shell, + slider, + stat, + tooltipHTML, + yRangeMark, +} from "./lib.js"; + +export default async function (el) { + const { pmts } = await loadData("detectors"); + const ui = shell(el); + // the preset's `hv`, or `ref_hv` if it has none (as in PMT.multiplication_gain) + const state = { pmt: pmts[0].name, hv: pmts[0].hv ?? pmts[0].ref_hv }; + const redraw = () => chart.redraw(); + let hvSlider; + select(ui.controls, { + label: "Preset", + options: pmts.map((p) => p.name), + value: state.pmt, + onInput: (v) => { + state.pmt = v; + const [lo, hi] = pmts.find((p) => p.name === v).hv_range; + state.hv = Math.min(Math.max(state.hv, lo), hi); + hvSlider.input.min = lo; + hvSlider.set(state.hv); + redraw(); + }, + }); + const [lo, hi] = pmts[0].hv_range; + hvSlider = slider(ui.controls, { + label: "hv (control voltage)", + min: lo, + max: hi, + step: 0.01, + value: state.hv, + format: (v) => `${v.toFixed(2)} V`, + onInput: (v) => ((state.hv = v), redraw()), + }); + const setGain = stat(ui.stats, { label: "mean gain" }); + const setF = stat(ui.stats, { label: "excess noise factor F", note: "rises as the gain per dynode falls" }); + + const panel = (width, rows, y, label, current, opts) => { + const svg = Plot.plot({ + ...baseOptions(width), + height: 210, + marginLeft: 46, + marginBottom: 38, + x: { label: "control voltage (V)", labelAnchor: "center", labelArrow: "none", labelOffset: 34 }, + y: { label, labelArrow: "none", grid: true, ...opts }, + marks: [ + yRangeMark(), + Plot.lineY(rows, { x: "hv", y, stroke: C.series[1], strokeWidth: 2.25 }), + Plot.dot([current], { x: "hv", y, r: 5, fill: C.series[1], stroke: C.surface, strokeWidth: 2 }), + ], + }); + return svg; + }; + + const chart = responsive(ui.plot, (width) => { + const p = pmts.find((x) => x.name === state.pmt); + const at = (hv) => { + const gain = D.pmtGain({ ...p, hv }); + return { hv, gain, f: D.pmtExcessNoiseFactor(gain, p.dynode_stages) }; + }; + const [a, b] = p.hv_range; + const rows = Array.from({ length: 81 }, (_, i) => at(a + ((b - a) * i) / 80)); + const current = at(state.hv); + setGain(fmt.si(current.gain)); + setF(fmt.sig(current.f, 3)); + + const wide = width > 520; + const w = wide ? Math.floor((width - 24) / 2) : width; + const lo = 10 ** Math.floor(Math.log10(rows[0].gain)); + const hi = 10 ** Math.ceil(Math.log10(rows.at(-1).gain)); + const left = panel(w, rows, "gain", "mean gain", current, { + type: "log", + domain: [lo, hi], + ticks: decades(lo, hi), + tickFormat: "~s", + }); + const fMax = Math.max(1.6, Math.ceil(Math.max(...rows.map((r) => r.f)) * 10) / 10); + const right = panel(w, rows, "f", "excess noise factor F", current, { domain: [1, fMax] }); + const box = document.createElement("div"); + box.className = "ms-chart__panels"; + box.append(left, right); + ui.plot.replaceChildren(box); + for (const svg of [left, right]) { + crosshair(ui.plot, svg, { + x: svg.scale("x"), + content: (hv) => { + const r = at(hv); + return tooltipHTML(`${hv.toFixed(2)} V`, [ + { label: "gain", value: fmt.si(r.gain), color: C.series[1] }, + { label: "F", value: fmt.sig(r.f, 3) }, + ]); + }, + }); + } + }); +} diff --git a/docs/javascripts/charts/saturation.js b/docs/javascripts/charts/saturation.js new file mode 100644 index 00000000..a443fa18 --- /dev/null +++ b/docs/javascripts/charts/saturation.js @@ -0,0 +1,107 @@ +// Photon budget page, saturation section: emission rate against irradiance, with +// and without excitation saturation (OpticalConfig.total_emission_rate). +import * as P from "../physics/photometry.js"; +import { + C, + Plot, + baseOptions, + crosshair, + fmt, + legendItem, + responsive, + select, + shell, + stat, + tooltipHTML, + yRangeMark, +} from "./lib.js"; +import { loadPhotometry } from "./photometry-data.js"; + +const POWERS = Array.from({ length: 181 }, (_, i) => 10 ** (-1 + i / 20)); // 0.1 to 1e8 +// typical irradiance (see the table in docs/guide/channels.md) +const RANGES = [ + { label: "widefield", x1: 0.1, x2: 10 }, + { label: "confocal spot", x1: 1e4, x2: 1e6 }, +]; +const tick = (x) => (x < 1 ? `${x}` : fmt.si(x)); + +export default async function (el) { + const { fluors, channels } = await loadPhotometry(); + const withLifetime = fluors.filter((f) => f.lifetime_ns); + const ui = shell(el); + const state = { fluor: "EGFP", channel: "FITC" }; + const redraw = () => chart.redraw(); + + select(ui.controls, { + label: "Fluorophore", + options: withLifetime.map((f) => ({ label: `${f.name} (τ = ${f.lifetime_ns} ns)`, value: f.name })), + value: state.fluor, + onInput: (v) => ((state.fluor = v), redraw()), + }); + select(ui.controls, { + label: "Channel", + options: channels.map((c) => c.name), + value: state.channel, + onInput: (v) => ((state.channel = v), redraw()), + }); + legendItem(ui.legend, { label: "with saturation", color: C.series[1] }); + legendItem(ui.legend, { label: "linear (no saturation)", color: C.muted, swatch: "dash" }); + legendItem(ui.legend, { label: "kτ = 1", color: C.ink, swatch: "dotmark" }); + const setHalf = stat(ui.stats, { + label: "irradiance at kτ = 1", + note: "emission is half the linear value", + }); + const setMax = stat(ui.stats, { label: "maximum emission rate", note: "QY / τ" }); + + const chart = responsive(ui.plot, (width) => { + const fluor = withLifetime.find((f) => f.name === state.fluor); + const channel = channels.find((c) => c.name === state.channel); + // k is proportional to irradiance, so compute it once at 1 W/cm^2 + const k1 = P.total(P.absorptionRate(channel.illumination, 1, fluor)); + const at = (power) => { + const absorbed = P.absorptionRate(channel.illumination, power, fluor); + return { + power, + k: P.total(absorbed), + saturated: P.total(P.totalEmissionRate(absorbed, fluor, true)), + linear: P.total(P.totalEmissionRate(absorbed, fluor, false)), + }; + }; + const rows = POWERS.map(at); + const pHalf = P.halfSaturationIrradiance(k1, fluor.lifetime_ns); + const halfRate = at(pHalf).saturated; + setHalf(`${fmt.si(pHalf)} W/cm²`); + setMax(`${fmt.si(P.maxEmissionRate(fluor))} photons/s`); + + const yMax = 1e9; + const svg = Plot.plot({ + ...baseOptions(width), + height: Math.max(220, Math.min(300, width * 0.38)), + marginLeft: 52, + marginBottom: 38, + x: { type: "log", label: "irradiance (W/cm²)", labelAnchor: "center", labelArrow: "none", labelOffset: 34, tickFormat: tick }, + y: { type: "log", domain: [rows[0].linear / 2, yMax], label: "photons emitted / s", labelArrow: "none", grid: true, tickFormat: "~s" }, + marks: [ + yRangeMark(), + Plot.rect(RANGES, { x1: "x1", x2: "x2", fill: C.ink, fillOpacity: 0.045 }), + Plot.text(RANGES, { x: (d) => Math.sqrt(d.x1 * d.x2), frameAnchor: "top", dy: 6, text: "label", fill: C.muted }), + Plot.lineY(rows, { x: "power", y: "linear", stroke: C.muted, strokeWidth: 1.5, strokeDasharray: "5,4", clip: true }), + Plot.lineY(rows, { x: "power", y: "saturated", stroke: C.series[1], strokeWidth: 2.5 }), + Plot.ruleX([pHalf], { stroke: C.faint, strokeDasharray: "2,3" }), + Plot.dot([{ x: pHalf, y: halfRate }], { x: "x", y: "y", r: 4.5, fill: C.ink, stroke: C.surface, strokeWidth: 2 }), + ], + }); + ui.plot.replaceChildren(svg); + crosshair(ui.plot, svg, { + x: svg.scale("x"), + content: (power) => { + const r = at(power); + return tooltipHTML(`${fmt.sig(power, 2)} W/cm²`, [ + { label: "with saturation", value: fmt.si(r.saturated), color: C.series[1] }, + { label: "linear", value: fmt.si(r.linear), color: C.muted }, + { label: "kτ", value: fmt.sig(P.saturationParameter(r.k, fluor.lifetime_ns), 2) }, + ]); + }, + }); + }); +} diff --git a/docs/javascripts/charts/spectra.js b/docs/javascripts/charts/spectra.js new file mode 100644 index 00000000..033f1b96 --- /dev/null +++ b/docs/javascripts/charts/spectra.js @@ -0,0 +1,139 @@ +// Channels page: a fluorophore's spectra against a channel's excitation light and +// emission path, with the parts that get through shaded. +import * as P from "../physics/photometry.js"; +import { loadPhotometry } from "./photometry-data.js"; +import { + C, + Plot, + baseOptions, + cssSpectrum, + crosshair, + d3, + fmt, + legendItem, + responsive, + select, + shell, + spectrumGradient, + stat, + tooltipHTML, + uniqueId, + wavelengthColor, + yRangeMark, +} from "./lib.js"; + +const DOMAIN = [350, 800]; + +const peakNormalized = (s) => P.scale(s, 1 / Math.max(...s.v)); +const toRows = (s) => s.w.map((w, i) => ({ w, v: s.v[i] })); + +function valueAt(s, nm) { + if (!s) return null; + const i = d3.bisector((d) => d).center(s.w, nm); + return Math.abs(s.w[i] - nm) <= 1 ? s.v[i] : 0; +} + +// Absorption relative to having all excitation photons at the absorption peak. +function excitationEfficiency(channel, fluor) { + const absorbed = P.total(P.absorptionRate(channel.illumination, 1, fluor)); + const flux = P.total(P.fluxDensity(P.irradiance(channel.illumination, 1))); + const peak = Math.max(...P.crossSection(fluor.ex, fluor.ec).v); + return absorbed / (flux * peak); +} + +// Fraction of emitted photons that pass the emission path. +function emissionFraction(channel, fluor) { + const em = P.scale(fluor.em, 1 / P.total(fluor.em)); + return P.total(P.filteredEmissionRate(em, channel.emission)); +} + +export default async function (el) { + const { fluors, channels } = await loadPhotometry(); + const ui = shell(el); + const state = { + fluor: el.dataset.fluor ?? "EGFP", + channel: el.dataset.channel ?? "FITC", + }; + + select(ui.controls, { + label: "Fluorophore", + options: fluors.map((f) => f.name), + value: state.fluor, + onInput: (v) => ((state.fluor = v), chart.redraw()), + }); + select(ui.controls, { + label: "Channel", + options: channels.map((c) => c.name), + value: state.channel, + onInput: (v) => ((state.channel = v), chart.redraw()), + }); + + const gid = uniqueId("ms-spectrum"); + const fill = `url(#${gid})`; + const rainbow = cssSpectrum(DOMAIN); + legendItem(ui.legend, { label: "absorption", color: rainbow, swatch: "dash" }); + legendItem(ui.legend, { label: "emission", color: rainbow, swatch: "line" }); + legendItem(ui.legend, { label: "excitation light", color: C.muted, swatch: "dot" }); + legendItem(ui.legend, { label: "emission path", color: C.ink, swatch: "line" }); + legendItem(ui.legend, { label: "absorbed / detected", color: rainbow, swatch: "area" }); + + const setEx = stat(ui.stats, { + label: "excitation efficiency", + note: "absorption relative to all light at the absorption peak", + }); + const setEm = stat(ui.stats, { + label: "emission passed", + note: "fraction of emitted photons through the emission path", + }); + + const chart = responsive(ui.plot, (width) => { + const fluor = fluors.find((f) => f.name === state.fluor); + const channel = channels.find((c) => c.name === state.channel); + const ex = peakNormalized(fluor.ex); + const em = peakNormalized(fluor.em); + const light = peakNormalized(channel.illumination); + const path = channel.emission; + // as in microsim: absorption at the light's wavelengths, detection at the + // emission's (OpticalConfig.absorption_rate, .detected_fraction) + const absorbed = P.transmitted(light, ex); + const detected = path ? P.transmitted(em, path) : em; + + const exEff = excitationEfficiency(channel, fluor); + const emFrac = emissionFraction(channel, fluor); + setEx(fmt.pct(exEff)); + setEm(fmt.pct(emFrac)); + + const svg = Plot.plot({ + ...baseOptions(width), + height: Math.max(240, Math.min(340, width * 0.42)), + marginLeft: 40, + marginBottom: 38, + x: { domain: DOMAIN, label: "wavelength (nm)", labelAnchor: "center", labelArrow: "none", labelOffset: 34 }, + y: { domain: [0, 1.05], label: null, grid: true, ticks: 5, tickFormat: d3.format(".0%") }, + marks: [ + spectrumGradient(gid, DOMAIN), + yRangeMark(), + Plot.areaY(toRows(ex), { x: "w", y: "v", fill, fillOpacity: 0.1, clip: true }), + Plot.areaY(toRows(em), { x: "w", y: "v", fill, fillOpacity: 0.12, clip: true }), + Plot.areaY(toRows(absorbed), { x: "w", y: "v", fill, fillOpacity: 0.75, clip: true }), + Plot.areaY(toRows(detected), { x: "w", y: "v", fill, fillOpacity: 0.75, clip: true }), + Plot.lineY(toRows(ex), { x: "w", y: "v", stroke: fill, strokeWidth: 2, strokeDasharray: "5,3", clip: true }), + Plot.lineY(toRows(em), { x: "w", y: "v", stroke: fill, strokeWidth: 2, clip: true }), + Plot.lineY(toRows(light), { x: "w", y: "v", stroke: C.muted, strokeWidth: 1.5, strokeDasharray: "1.5,3", strokeLinecap: "round", clip: true }), + path ? Plot.lineY(toRows(path), { x: "w", y: "v", stroke: C.ink, strokeWidth: 1.5, clip: true }) : null, + Plot.ruleY([0], { stroke: C.faint }), + ], + }); + ui.plot.replaceChildren(svg); + crosshair(ui.plot, svg, { + x: svg.scale("x"), + content: (nm) => + tooltipHTML(`${Math.round(nm)} nm`, [ + { label: "absorption", value: fmt.pct(valueAt(ex, nm)), color: wavelengthColor(nm) }, + { label: "emission", value: fmt.pct(valueAt(em, nm)), color: wavelengthColor(nm) }, + { label: "excitation light", value: fmt.pct(valueAt(light, nm)), color: C.muted }, + { label: "emission path", value: path ? fmt.pct(valueAt(path, nm)) : "–", color: C.ink }, + ]), + }); + }); +} diff --git a/docs/javascripts/mathjax.js b/docs/javascripts/mathjax.js index 5209b3c1..db6782c9 100644 --- a/docs/javascripts/mathjax.js +++ b/docs/javascripts/mathjax.js @@ -17,3 +17,24 @@ document$.subscribe(() => { MathJax.texReset(); MathJax.typesetPromise(); }); + +component$.subscribe(({ ref }) => { + if (ref.classList.contains("md-annotation")) MathJax.typesetPromise([ref]); +}); + +// Link previews (`.md-tooltip2`) insert page content after the page is +// typeset, so typeset their math as it appears (once per element: typesetting +// itself adds nodes). +const typeset = new WeakSet(); +let pending = 0; +new MutationObserver(() => { + cancelAnimationFrame(pending); + pending = requestAnimationFrame(() => { + const math = [...document.querySelectorAll(".md-tooltip2 .arithmatex")].filter( + (el) => !typeset.has(el), + ); + if (!math.length) return; + for (const el of math) typeset.add(el); + MathJax.typesetPromise(math); + }); +}).observe(document.body, { childList: true, subtree: true }); diff --git a/docs/javascripts/physics/detectors.js b/docs/javascripts/physics/detectors.js new file mode 100644 index 00000000..eaef0611 --- /dev/null +++ b/docs/javascripts/physics/detectors.js @@ -0,0 +1,97 @@ +// Detector models: a JavaScript copy of parts of microsim's detectors, for the +// docs' charts. +// +// Every function names the Python it mirrors. If you change one side, change the +// other, and run `uv run pytest tests/test_js_physics.py`. See +// .claude/skills/check-js-physics/SKILL.md. + +import * as R from "./random.js"; + +// CameraEMCCD.excess_noise_factor (src/microsim/schema/detectors/_camera.py): +// F = 2 (G - 1) G^(-(N + 1) / N) + 1 / G, for mean gain G over N stages +export function emccdExcessNoiseFactor(gain, stages = 604) { + return 2 * (gain - 1) * gain ** (-(stages + 1) / stages) + 1 / gain; +} + +// PMT.multiplication_gain (src/microsim/schema/detectors/_point.py): +// `hv_gain` if set, otherwise ref_gain * (hv / ref_hv) ** hv_exponent +export function pmtGain({ hv = null, ref_hv = 0.8, ref_gain = 5e5, hv_exponent = 6.7, hv_gain = null }) { + if (hv_gain != null) return hv_gain; + const v = hv == null ? ref_hv : hv; + return ref_gain * (v / ref_hv) ** hv_exponent; +} + +// PMT.excess_noise_factor: sum of delta^-i for i = 0..n, with delta the gain per +// dynode, gain^(1/n) +export function pmtExcessNoiseFactor(gain, dynodeStages = 9) { + const delta = gain ** (1 / dynodeStages); + let f = 0; + for (let i = 0; i <= dynodeStages; i++) f += delta ** -i; + return f; +} + +// HyD._counting_efficiency: non-paralyzable dead time, a true rate n (counts/s) +// is recorded as n / (1 + n tau) +export function hydCountingEfficiency(rate, deadTimeNs = 1.5) { + return 1 / (1 + rate * deadTimeNs * 1e-9); +} + +// Limit of the recorded rate n / (1 + n tau) (HyD._counting_efficiency) as the +// true rate n grows: 1 / tau counts/s +export function hydMaxRate(deadTimeNs = 1.5) { + return 1 / (deadTimeNs * 1e-9); +} + +// numpy's round (xp.round in _Detector.simulate and apply_multiplication_gain): +// halves round to the nearest even integer, unlike Math.round +export function roundHalfEven(x) { + const r = Math.round(x); + return Math.abs(x % 1) === 0.5 && r % 2 !== 0 ? r - 1 : r; +} + +// Signal-to-noise ratio of one pixel, from the steps of _Detector.simulate +// (src/microsim/schema/detectors/_detector.py), ignoring quantization, clipping, +// dead time, clock-induced charge (_Camera `clock_induced_charge`), and the +// PMT's dwell-dependent read noise (PMT._read_noise_per_pass): +// shot noise: Poisson, variance = mean electrons (signal + dark) +// multiplication: variance x F (apply_multiplication_gain); read noise, added +// after the gain G, is G times smaller relative to the signal +// averaging N passes: signal and dark integrate N times as long, read noise is +// added N times (_read_noise_per_pass, std read_noise * sqrt(N)) +// `electrons` is the mean number of photoelectrons per pass (QE already applied, +// as in microsim, where QE is part of the optical image). +export function snr({ electrons, dark = 0, readNoise = 0, gain = 1, enf = 1, averaging = 1 }) { + const signal = electrons * averaging; + const shot = enf * (signal + dark * averaging); + const read = (readNoise ** 2 * averaging) / gain ** 2; + return signal / Math.sqrt(shot + read); +} + +// One frame from a camera, following _Detector.simulate step by step, for an image +// of `expected` mean photoelectrons per pixel (QE and exposure already applied). +// Not modeled here: averaging, binning, dark current, clock-induced charge, and the +// serial register full well (_Camera `serial_reg_full_well`). +// 1-2. shot noise: Poisson +// 3. full well: clip at `fullWell` electrons +// 4. multiplication (apply_multiplication_gain): Gamma(n / (F - 1), G (F - 1)), +// rounded; exactly n * G if F = 1 +// 5. readout: Gaussian read noise, / electrons_per_adu, round, clip to the bit +// depth, + offset, clip at 0 and at the maximum +export function simulateCamera(expected, p, rand) { + const { readNoise = 6, gain = 1, enf = 1, electronsPerAdu = 1, offset = 100 } = p; + const { bitDepth = 16, fullWell = Infinity } = p; + const maxGray = 2 ** bitDepth - 1; + const out = new Float64Array(expected.length); + for (let i = 0; i < expected.length; i++) { + let e = R.poisson(rand, Math.max(expected[i], 0)); + e = Math.min(e, fullWell); + if (gain !== 1) { + if (enf - 1 < 1e-9) e = roundHalfEven(e * gain); + else if (e > 0) e = roundHalfEven(R.gamma(rand, e / (enf - 1), gain * (enf - 1))); + } + const voltage = e + readNoise * R.normal(rand); + const signal = Math.min(roundHalfEven(voltage / electronsPerAdu), maxGray); + out[i] = Math.min(Math.max(signal + offset, 0), maxGray); + } + return out; +} diff --git a/docs/javascripts/physics/photometry.js b/docs/javascripts/physics/photometry.js new file mode 100644 index 00000000..94a78009 --- /dev/null +++ b/docs/javascripts/physics/photometry.js @@ -0,0 +1,215 @@ +// Photon budget: a JavaScript copy of microsim's photometry, for the docs' charts. +// +// Every function names the Python it mirrors. If you change one side, change the +// other, and run `uv run pytest tests/test_js_physics.py`. See +// .claude/skills/check-js-physics/SKILL.md. +// +// A spectrum is `{w: number[], v: number[]}`: wavelengths in nm (ascending) and +// values. Spectra from microsim are exported by scripts/make_doc_figures.py. + +// scipy.constants, as used in src/microsim/schema/optical_config/config.py +export const PLANCK = 6.62607015e-34; // J s +export const LIGHT_SPEED = 299792458; // m/s +export const AVOGADRO = 6.02214076e23; // 1/mol + +const sum = (a) => a.reduce((s, x) => s + x, 0); + +// Inverse of `spectrum_json` in scripts/make_doc_figures.py +export function decodeSpectrum(s) { + if (s.w) return { w: s.w, v: s.v }; + return { w: s.v.map((_, i) => s.w0 + i * s.dw), v: s.v }; +} + +const union = (a, b) => [...new Set([...a.w, ...b.w])].sort((x, y) => x - y); + +// Align two spectra on the union of their exact wavelengths, filling missing +// values with 0 (xr.align(join="outer"), then fillna(0)). +function alignOuter(a, b) { + const ma = new Map(a.w.map((w, i) => [w, a.v[i]])); + const mb = new Map(b.w.map((w, i) => [w, b.v[i]])); + const w = union(a, b); + return { w, va: w.map((x) => ma.get(x) ?? 0), vb: w.map((x) => mb.get(x) ?? 0) }; +} + +// Spectrum.at: linear interpolation (np.interp), 0 outside the spectrum's range. +// `wavelengths` may be unsorted; the spectrum's must be ascending. +export function at(s, wavelengths) { + const n = s.w.length; + return wavelengths.map((x) => { + if (!n || x < s.w[0] || x > s.w[n - 1]) return 0; + let lo = 0; + let hi = n - 1; + while (hi - lo > 1) { + const mid = (lo + hi) >> 1; + if (s.w[mid] <= x) lo = mid; + else hi = mid; + } + if (x === s.w[hi]) return s.v[hi]; + const t = (x - s.w[lo]) / (s.w[hi] - s.w[lo]); + return s.v[lo] + t * (s.v[hi] - s.v[lo]); + }); +} + +// Spectrum * Spectrum: src/microsim/schema/spectrum.py `Spectrum._intensity_op` +// (both interpolated with Spectrum.at, on the union of their wavelengths) +export function mulSpectra(a, b) { + const w = union(a, b); + const va = at(a, w); + const vb = at(b, w); + return { w, v: va.map((x, i) => x * vb[i]) }; +} + +// Spectrum.transmitted: `light` through `transmission`, on the light's wavelengths +export function transmitted(light, transmission) { + const t = at(transmission, light.w); + return { w: light.w, v: light.v.map((x, i) => x * t[i]) }; +} + +export const scale = (s, k) => ({ w: s.w, v: s.v.map((x) => x * k) }); +export const total = (s) => sum(s.v); + +// Spectrum.inverted +export const inverted = (s) => ({ w: s.w, v: s.v.map((x) => 1 - x) }); + +// OpticalConfig.excitation / OpticalConfig.emission, and OpticalConfig._merge. +// `filters` are `{placement, spectrum}`, placement one of EX, EM, BS, BSi, ALL. +export function excitationPath(filters) { + const parts = []; + for (const f of filters) { + if (["EX", "BSi", "ALL"].includes(f.placement)) parts.push(f.spectrum); + if (f.placement === "BS") parts.push(inverted(f.spectrum)); + } + return parts.length ? parts.reduce(mulSpectra) : null; +} + +export function emissionPath(filters) { + const parts = []; + for (const f of filters) { + if (["EM", "BS", "ALL"].includes(f.placement)) parts.push(f.spectrum); + if (f.placement === "BSi") parts.push(inverted(f.spectrum)); + } + return parts.length ? parts.reduce(mulSpectra) : null; +} + +// OpticalConfig.illumination. `lights` are `{spectrum, power}` (power relative, +// optional): LightSource.scaled_spectrum, summed with Spectrum.__add__ (outer join). +export function illumination(lights, exPath) { + if (!lights.length) return exPath; + let spec = null; + for (const l of lights) { + const s = l.power == null ? l.spectrum : scale(l.spectrum, l.power); + if (spec === null) spec = s; + else { + const { w, va, vb } = alignOuter(spec, s); + spec = { w, v: va.map((x, i) => x + vb[i]) }; + } + } + return exPath ? transmitted(spec, exPath) : spec; +} + +// OpticalConfig.irradiance: illumination normalized to sum 1, times `power` +// (W/cm^2; not scaled if power is null, i.e. 1 W/cm^2 in total) +export function irradiance(illum, power) { + const s = scale(illum, 1 / total(illum)); + return power == null ? s : scale(s, power); +} + +// OpticalConfig.illumination_flux_density: W/cm^2 -> photons/cm^2/s, E = h c / λ +export function fluxDensity(irrad) { + return { + w: irrad.w, + v: irrad.v.map((x, i) => x / ((PLANCK * LIGHT_SPEED) / (irrad.w[i] * 1e-9))), + }; +} + +// Fluorophore.absorption_cross_section: excitation spectrum normalized to peak 1, +// times the extinction coefficient (M^-1 cm^-1), then ln(10) * 1e3 * ε / N_A (cm^2) +export function crossSection(exSpectrum, extinctionCoefficient) { + const peak = Math.max(...exSpectrum.v); + return { + w: exSpectrum.w, + v: exSpectrum.v.map( + (x) => (Math.log(10) * 1e3 * ((x / peak) * extinctionCoefficient)) / AVOGADRO, + ), + }; +} + +// OpticalConfig.absorption_rate: photons/s absorbed per molecule, at each +// wavelength of the illumination (the cross section is interpolated there) +export function absorptionRate(illum, power, fluor) { + const flux = fluxDensity(irradiance(illum, power)); + const sigma = at(crossSection(fluor.ex, fluor.ec), flux.w); + return { w: flux.w, v: flux.v.map((x, i) => x * sigma[i]) }; +} + +// OpticalConfig.saturation_parameter: k * tau, 0 if the lifetime is unknown +export function saturationParameter(totalAbsorption, lifetimeNs) { + if (!lifetimeNs) return 0; + return totalAbsorption * lifetimeNs * 1e-9; +} + +// Irradiance (W/cm^2) at which OpticalConfig.saturation_parameter, k tau, is 1. +// The total absorption rate k is proportional to irradiance; `k1` is its value at +// 1 W/cm^2 (total of absorptionRate(illum, 1, fluor)). +export function halfSaturationIrradiance(k1, lifetimeNs) { + return 1 / (k1 * lifetimeNs * 1e-9); +} + +// Limit of OpticalConfig.total_emission_rate (saturated) as irradiance grows: +// QY k / (1 + k tau) tends to QY / tau photons/s (QY is 1 if unknown) +export function maxEmissionRate(fluor) { + return (fluor.qy || 1) / (fluor.lifetime_ns * 1e-9); +} + +// OpticalConfig.total_emission_rate: emission spectrum normalized to sum 1, times +// QY (1 if unknown) and the total absorption rate, divided by (1 + k tau) if +// `saturate` +export function totalEmissionRate(absRate, fluor, saturate = true) { + let k = total(absRate); + if (saturate) k = k / (1 + saturationParameter(k, fluor.lifetime_ns)); + const norm = total(fluor.em); + return scale(fluor.em, ((fluor.qy || 1) * k) / norm); +} + +// OpticalConfig.filtered_emission_rate (via OpticalConfig.detected_fraction): +// emission rate times the emission path and the detector QE (a number, a +// spectrum, or null), both interpolated at the emission wavelengths +export function filteredEmissionRate(emRate, emPath, qe = null) { + let v = emRate.v; + if (emPath !== null) { + const t = at(emPath, emRate.w); + v = v.map((x, i) => x * t[i]); + } + if (typeof qe === "number") v = v.map((x) => x * qe); + else if (qe) { + const q = at(qe, emRate.w); + v = v.map((x, i) => x * q[i]); + } + return { w: emRate.w, v }; +} + +// ObjectiveLens.collection_efficiency: solid-angle fraction of isotropic emission, +// measured in the specimen (n sin θ is conserved) +export function collectionEfficiency(na, specimenRI) { + const theta = Math.asin(Math.min(na / specimenRI, 1)); + return (1 - Math.cos(theta)) / 2; +} + +// The full chain for one fluorophore in one channel: +// OpticalConfig.filtered_emission_rate, times the collection efficiency as in +// Simulation.filtered_emission_rates. +export function photonBudget({ channel, fluor, power, qe, na, specimenRI, saturate = true }) { + const absorbed = absorptionRate(channel.illumination, power, fluor); + const emitted = totalEmissionRate(absorbed, fluor, saturate); + const filtered = filteredEmissionRate(emitted, channel.emission, qe); + const collection = collectionEfficiency(na, specimenRI); + const collected = scale(filtered, collection); + return { + absorbed, + emitted, + filtered, + collected, + collection, + saturation: saturationParameter(total(absorbed), fluor.lifetime_ns), + }; +} diff --git a/docs/javascripts/physics/random.js b/docs/javascripts/physics/random.js new file mode 100644 index 00000000..d31c85b7 --- /dev/null +++ b/docs/javascripts/physics/random.js @@ -0,0 +1,85 @@ +// Random number generators for docs/javascripts/physics/detectors.js. Same +// distributions as the scipy/numpy samplers microsim uses +// (src/microsim/schema/backend.py: poisson_rvs, norm_rvs; scipy.stats.gamma in +// detectors/_detector.py apply_multiplication_gain), not the same streams. + +// mulberry32: a small, fast, seedable uniform generator on [0, 1) +export function rng(seed = 0) { + let a = seed >>> 0; + return () => { + a = (a + 0x6d2b79f5) >>> 0; + let t = a; + t = Math.imul(t ^ (t >>> 15), t | 1); + t ^= t + Math.imul(t ^ (t >>> 7), t | 61); + return ((t ^ (t >>> 14)) >>> 0) / 4294967296; + }; +} + +// standard normal, Box-Muller +export function normal(rand) { + let u = 0; + while (u === 0) u = rand(); + return Math.sqrt(-2 * Math.log(u)) * Math.cos(2 * Math.PI * rand()); +} + +// log(k!) via Stirling's series, exact table for small k +const LOG_FACT = [0, 0, 0.6931471805599453, 1.791759469228055, 3.1780538303479458, + 4.787491742782046, 6.579251212010101, 8.525161361065415, 10.60460290274525, + 12.801827480081469]; +function logFactorial(k) { + if (k < LOG_FACT.length) return LOG_FACT[k]; + const x = k + 1; + return (x - 0.5) * Math.log(x) - x + 0.5 * Math.log(2 * Math.PI) + 1 / (12 * x) - 1 / (360 * x ** 3); +} + +// Poisson: multiplication for small means, PTRS (Hörmann 1993) for large, as numpy +export function poisson(rand, lam) { + if (lam <= 0) return 0; + if (lam < 10) { + const l = Math.exp(-lam); + let k = 0; + let p = rand(); + while (p > l) { + k++; + p *= rand(); + } + return k; + } + const slam = Math.sqrt(lam); + const loglam = Math.log(lam); + const b = 0.931 + 2.53 * slam; + const a = -0.059 + 0.02483 * b; + const invalpha = 1.1239 + 1.1328 / (b - 3.4); + const vr = 0.9277 - 3.6224 / (b - 2); + for (;;) { + const u = rand() - 0.5; + const v = rand(); + const us = 0.5 - Math.abs(u); + const k = Math.floor(((2 * a) / us + b) * u + lam + 0.43); + if (us >= 0.07 && v <= vr) return k; + if (k < 0 || (us < 0.013 && v > us)) continue; + if (Math.log(v) + Math.log(invalpha) - Math.log(a / (us * us) + b) <= -lam + k * loglam - logFactorial(k)) { + return k; + } + } +} + +// Gamma(shape, scale): Marsaglia & Tsang 2000, boosted for shape < 1 +export function gamma(rand, shape, scale = 1) { + if (shape < 1) return gamma(rand, shape + 1, scale) * rand() ** (1 / shape); + const d = shape - 1 / 3; + const c = 1 / Math.sqrt(9 * d); + for (;;) { + let x; + let v; + do { + x = normal(rand); + v = 1 + c * x; + } while (v <= 0); + v = v ** 3; + const u = rand(); + if (u < 1 - 0.0331 * x ** 4 || Math.log(u) < 0.5 * x * x + d * (1 - v + Math.log(v))) { + return d * v * scale; + } + } +} diff --git a/docs/stages.md b/docs/stages.md deleted file mode 100644 index 8f1345a2..00000000 --- a/docs/stages.md +++ /dev/null @@ -1,482 +0,0 @@ -# Simulation Stages - -The simulation is divided into several stages, each of which is responsible for a specific part of the simulation process. The stages are executed in the following order: - -1. [Establishing the 3D space in which the simulation is performed](#space-creation) -2. [Generation of the ground truth target/fluorophore positions](#ground-truth) -3. [Calculation of emission photon fluxes](#fluorophore-emission-collection) -4. [Forming the optical image](#optical-image) -5. [Noise and downsampling in the digital image](#digital-image) - -## Space creation - -- **value units**: N/A -- **dimensions**: - - **`Z`**: planes along the optical axis (units length). - - **`Y`**: rows (units length). - - **`X`**: columns (units length). - -The simulation starts with the declaration of a discrete 3D volume in which the -simulation will take place. The volume is defined by its shape and scale (voxel -size in physical units). Typically, this volume will be many times larger than -the final image size (in terms of shape) so as to be able to represent very fine -ground truth structures that will be blurred by the imaging system. At a later -stage, this volume will be downsampled to the final image shape and scale -(representing the detector pixel sizes). - -!!! example - - The following example creates a 3D volume of shape (512, 1024, 1024) with voxel - sizes of (0.04, 0.02, 0.02) microns (i.e. a volume of 20.48 x 20.48 x 20.48 µm). - The `output_space` parameter specifies that the final image will be downsampled - by a factor of 4, into a volume of shape (128, 256, 256) with voxel sizes of - (0.16, 0.08, 0.08) microns. Note that the *extents* of the ground truth and - output volumes are the same. - - ```python - from microsim import Simulation - - sim = Simulation( - truth_space={"shape": (512, 1024, 1024), "scale": (0.04, 0.02, 0.02)}, - output_space={"downscale": 4}, - ) - ``` - -## Ground Truth - -- **method**: [`Simulation.ground_truth`][microsim.Simulation.ground_truth] -- **value units**: fluorophore counts -- **dimensions**: - - **`F`**: Fluorophore (categorical unit [`Fluorophore`][microsim.schema.Fluorophore]) - - **`Z`**: planes along the optical axis (units length). - - **`Y`**: rows (units length). - - **`X`**: columns (units length) - -The ground truth stage is responsible for generating the positions and number of -the fluorophores in the 3D space. Each -[`FluorophoreDistribution`][microsim.schema.FluorophoreDistribution] object in -the simulation specifies the position, number, species (e.g. mEGFP) of -fluorophores in the volume. The ground truth will have dimensions `(F, Z, Y, X)` -where `len(F)` is determined by the number of `labels` in the `sample` field of -the `Simulation`; the values in the ground truth array represent the number of -fluorophores present at each voxel in the volume. - -!!! example - - Here is an example using a ground-truth generator - [`MatsLines`][microsim.schema.sample.MatsLines] that draws random lines in the - volume. The fluorophore is specified to be `EGFP`. - - *When specifying the fluorophore as a string, microsim will load properties from - [FPbase](https://www.fpbase.org/). Otherwise, you may directly create a - [`Fluorophore`][microsim.schema.Fluorophore] object.* - - ```python - sim = Simulation( - # ..., - sample={ - "labels": [ - { - "distribution": { - "type": "matslines", - "density": 0.5, - "length": 30, - "azimuth": 5, - }, - "fluorophore": "EGFP", - } - ], - }, - ) - ``` - -!!! tip "Have a cool ground truth generator?" - - This is obviously a very important stage, as the quality of the ground truth - will directly affect the realism of the simulation. We provide several built-in - ground truth generators, but *we would love to expand this with additional - user-contributed methods*. Please [open a - PR](https://github.com/tlambert03/microsim/pulls)! - We will help :slightly_smiling_face: - -## Fluorophore Emission & Collection - -- **method**: [`Simulation.filtered_emission_rates`][microsim.Simulation.filtered_emission_rates] -- **value units**: photons / second -- **dimensions**: - - **`C`**: Channel (categorical unit [`OpticalConfig`][microsim.schema.OpticalConfig]) - - **`F`**: Fluorophore (categorical unit [`Fluorophore`][microsim.schema.Fluorophore]) - - **`W`**: wavelength (units length) - -In this stage, we calculate the rate of photon emission & collection for each -combination of fluorophore and optical configuration in the simulation, as a -function of wavelength. This is still considered to be in the "pre-optical" -domain, before the effects of the detection optics are applied, but *after* any -effects of the emission optics and QE are applied. (i.e. it's slightly out of -order, but it allows us to more accurately calculate wavelength effects). - -This array is *not* spatially aware, but will be combined with the ground truth -array of fluorophore concentration to determine the spatial distribution of -emitted photons. - -This stage includes a number of calculations, and will generally depend on: - -- the excitation spectrum of the fluorophore -- the spectrum and irradiance (W/cm^2) of the excitation light source and filters -- the molecular brightness of the fluorophore (extinction coefficient and quantum yield). -- the spectral transmission of the emission filters and detector QE. - -### Absorption cross section - -The absorption cross section $\sigma$ (in $cm^2$) of the fluorophore at -each wavelength is given by: - -$$ -\sigma(\lambda) = \log(10) \frac{\epsilon(\lambda) \cdot 10^3}{N_A} -$$ - -where: - -- $\epsilon(\lambda)$ is the Molar extinction coefficient at each wavelength ($\text{M}^{-1} \text{cm}^{-1}$) -- $N_A$ is Avogadro's number ($6.022 \times 10^{23} / \text{mol}$) - -### Irradiance Flux Density - -The flux of excitation photons $\Phi_{\text{ex}}$ (in $photons/cm^2/sec$) -at each wavelength is given by: - -$$ -\Phi_{\text{ex}}(\lambda) = \frac{P(\lambda) \cdot \lambda}{hc} -$$ - -where: - -- $P(\lambda)$ The spectrum of the light source and its irradiance ($W/cm^2$) -- $h$ is Planck's constant ($6.626 \times 10^{-34} J \cdot s$) -- $c$ is the speed of light ($3 \times 10^8$ $m/s$) -- $\lambda$: the wavelength of the excitation photons ($m$). - -*Note that in the simulation, $P(\lambda)$ will also include the effects of the -excitation filters, which will reduce the irradiance at specific wavelengths.* - -### Absorption Rate - -The effective rate of photon absorption $\Phi_{\text{abs}}$ (in $photons/sec$) -at each wavelength is the product of the excitation flux and the absorption cross -section: - -$$ -\Phi_{\text{abs}}(\lambda) = \Phi_{\text{ex}}(\lambda) \times \sigma(\lambda) -$$ - -Summed over all wavelengths, this gives the total absorption rate $\Phi_{\text{abs,total}}$: - -$$ -\Phi_{\text{abs,total}} = \sum_{\lambda} \Phi_{\text{abs}}(\lambda) -$$ - -### Emission Rate - -To convert the absorption rate into an emission rate, we need to consider the -quantum yield $\eta$ of the fluorophore, and the emission spectrum of the -fluorophore. First, we normalize the emission spectrum $I_{\text{em}}(\lambda)$ -so that the integral over all wavelengths is 1: - -$$ - \tilde{I}_{\text{em}}(\lambda) = \frac{I_{\text{em}}(\lambda)}{\sum_{\lambda} I_{\text{em}}(\lambda)} -$$ - -The emission rate $\Phi_{\text{em}}$ (in $photons/sec$) at each -wavelength is calculated by multiplying the normalized emission spectrum by the -absorption rate and the quantum yield $\eta$: - -$$ - \Phi_{\text{em}}(\lambda) = \eta \times \Phi_{\text{abs, total}} \times \tilde{I}_{\text{em}}(\lambda) -$$ - -where: - -- $\eta$ is the quantum yield of the fluorophore. - -### Filtered Emission Flux - -The emission rate $\Phi_{\text{em}}$ is then multiplied by the combined -transmission of the emission filters and the quantum efficiency of the detector -to give the final emission rate $\Phi_{\text{em, filtered}}$: - -$$ -\Phi_{\text{em, filtered}}(\lambda) = \Phi_{\text{em}}(\lambda) \times T_{\text{em}}(\lambda) \times \text{QE}(\lambda) -$$ - -where: - -- $T_{\text{em}}(\lambda)$ is the transmission of the emission filters at each wavelength. -- $\text{QE}(\lambda)$ is the quantum efficiency of the detector at each wavelength. - -These rates are for a fluorophore at the *reference* illumination intensity (the -channel's `power`, i.e. `OpticalConfig.power`, in W/cm²; for channels acquired -together, the sum over the track, see below): anywhere in a widefield -field of view, or at the center of the focused spot in a confocal. By default they include excitation saturation -at that intensity; use `filtered_emission_rates(saturate=False)` for the rates -without it. - -!!! info "Sequential vs. simultaneous acquisition (tracks)" - - By default, channels are acquired one after another, so each channel is - excited only by its own light sources. `Simulation.tracks` groups channels - that are acquired at the same time (a *track*): all lasers of all channels in - a track are on together, and each channel's detector records at once, so - every fluorophore can bleed into every channel of its track. A laser listed - in several channels of a track is one laser, counted once, so those channels - must agree on its `power` and excitation filters. On a point scanner, the - channels of a track also share one pixel dwell time (`exposure_ms`). - - Each channel still uses its own filters (including its dichroic) to detect - light. On a real scanner, the channels of a track share one (multiband) - dichroic, so give them matching dichroics if that matters for your - simulation. - - ```python - from microsim.schema.optical_config.lib import ( - LASER_405, - LASER_488, - LASER_561, - LASER_640, - ) - - sim = Simulation( - # ..., - channels=[LASER_405, LASER_488, LASER_561, LASER_640], - tracks=[[0, 2], [1, 3]], # or by name: [["405", "561"], ["488", "640"]] - # tracks="simultaneous", # all channels at once - ) - ``` - - Each list is shorthand for a [`Track`][microsim.schema.Track], e.g. - `Track(channels=[0, 2])`. - -The output of this stage (given by -[`Simulation.filtered_emission_rates`][microsim.Simulation.filtered_emission_rates]) -is a 3D array with dimensions `(C, F, W)`, but lacking spatial information: - -- The channel (`C`) dimension has coordinates representing the different optical - configurations (e.g. filter sets) in the simulation, and `len(C)` is determined - by the number of `channels` in the simulation. -- The fluorophore (`F`) dimension has coordinates representing the different - fluorophores in the simulation, and `len(F)` is determined by the number of - unique fluorophores in the `sample.labels` field of the `Simulation`. -- The wavelength (`W`) dimension has coordinates representing the wavelength of - the emitted photons, with nanometer resolution. - -It's worth pointing out that we need to calculate the emission spectral flux for -*every* combination of fluorophore and channel in order to be able to include -bleedthrough and crosstalk effects in the simulation. For example `data[{'F': 0, -'C': 1}]` would represent the emission flux of fluorophore 0 when excited by -channel 1. This is why both F and C remain at this stage. - -!!! examples - - Each channel in the simulation is an arrangement of optical filters - and light sources. (If the light source is omitted, it is assumed to be - a flat white light source, and the excitation filter spectra are used directly). - - ```python - sim = Simulation( - # ..., - channels=[ - { - "name": "Green", - "filters": [ - { - "type": "bandpass", - "bandcenter": 470, - "bandwidth": 40, - "placement": "EX", - }, - {"type": "longpass", "cuton": 495, "placement": "BS"}, - { - "type": "bandpass", - "bandcenter": 525, - "bandwidth": 50, - "placement": "EM", - }, - ], - } - ], - ) - ``` - -!!! note "TODO" - - Things like fluorophore lifetime, ground state depletion, and photobleaching - rate also need to be considered in this stage, but are not yet implemented. In - order to properly simulate these effects, the simulation will need to also take - into account the temporal aspects of the illumination pattern even *within* a - single image. That's a lot of complexity. So for now, everything will be - simulated as a steady-state emission flux. - -!!! info "Builtin library of common filter sets" - - `microsim` provides a library of common optical configs. For example, - the above filter set arrangement shown above is a very common FITC filter set, - which can be loaded from the library as follows: - - ```python - from microsim.schema.optical_config import lib - - sim = Simulation( - # ..., - channels=[lib.FITC], - ) - ``` - -!!! info "Optical Configurations from FPbase" - - You can also load optical configurations from [FPbase - microscope](https://www.fpbase.org/microscopes) using the syntax - `microscope_id::config_name`. For example, to load the "Widefield Green" config - from the [Example Simple Widefield microscope on - FPbase](https://www.fpbase.org/microscope/wKqWbgApvguSNDSRZNSfpN/?c=Widefield%20Green), - you would grab the microscope id from the URL (in this case `wKqWbgAp`) and add - the config name (`Widefield Green`), separated by two colons (`::`): - - ```python - sim = Simulation( - # ..., - channels=["wKqWbgAp::Widefield Green"], - ) - ``` - -!!! tip - - Here are some useful FPbase microscopes with brand-specific filter set catalogs: - - - [Chroma Filter Sets](https://www.fpbase.org/microscope/PMtA2nB6Ld2Y2XvrF5zUuP/) - - [Semrock Filter Sets](https://www.fpbase.org/microscope/HGtCWRnyn8joPY5WF2t3zW/) - - [Nikon Filter Sets](https://www.fpbase.org/microscope/up3K5Tp3jwLWXtoTt8T9vB/) - - [Zeiss Filter Sets](https://www.fpbase.org/microscope/VgeWjEPrGiSL6saRi9myA8/) - -## Optical Image - -- **method**: [`Simulation.optical_image`][microsim.Simulation.optical_image] -- **value units**: photons / second -- **dimensions**: - - **`C`**: Channel (categorical unit [`OpticalConfig`][microsim.schema.OpticalConfig]) - - **`Z`**: planes along the optical axis (units length). - - **`Y`**: rows (units length). - - **`X`**: columns (units length) - -In this stage, the fluorophore distributions are scaled by the respective -emission photon fluxes, and then convolved with the optical point spread -function (PSF) of the microscope to form the (noise free) optical image. - -Within each channel, the contributions of individual fluorophores are summed -together to form the final image (allowing for crosstalk and bleedthrough). If -you want access to the individual fluorophore contributions, you can use -[`Simulation.optical_image_per_fluor`][microsim.Simulation.optical_image_per_fluor], -which retains the full `(C, F, Z, Y, X)` dimensions. - -!!! info "PSF" - - The [point spread function](https://en.wikipedia.org/wiki/Point_spread_function) - describes the response of the imaging system to a point source. In the context of - fluorescence microscopy, the PSF describes how light emitted from a point - emitter (i.e. a single fluorophore) is "spread out" or blurred in the image due - to diffraction. - - In microsim, the PSF largely be determined by the [`ObjectiveLens`][microsim.schema.ObjectiveLens] and the - [`Modality`](api.md#modality) of the simulation - -!!! info "Widefield vs. confocal" - - For every modality, the signal from a fluorophore at some position (relative - to the focus) is *how strongly it is excited there* times *the fraction of its - emission that reaches the detector*: the excitation spot times the detection - PSF, or the **system PSF**. - - - **Widefield**: the whole field is evenly illuminated, so only the detection - PSF (the image of a point source on the camera) shapes the image. - - **Confocal**: the system PSF is the excitation spot times the detection PSF - through the pinhole. The excitation spot is computed at the excitation - wavelengths (with several lasers or a broadband source, each wavelength is - weighted by how strongly the fluorophore absorbs it). Excitation - saturation is applied locally, so it is strongest at the center of the - spot. As on many point scanners, channels acquired together (in the same - track, see below) are detected through one pinhole: `pinhole_au` is in Airy - units at the average of their emission filter band centers (or at - `airy_unit_wavelength_nm`, if set). With `shared_pinhole=False`, each - channel instead has its own pinhole, matched to its emission band. - -The output of this stage is a 4D array with dimensions `(C, Z, Y, X)` where the -wavelength and fluorophore dimensions have been collapsed into the channel. Note -that each channel dimension will contain the emission of *all* fluorophores that -emit in the wavelength range of that channel. This is important for simulating -"crosstalk" or "bleedthrough". Even for the case of a spectral detection system, -the `W` dimension will be removed, but there would be a channel for each wavelength -bin in the detector. - -!!! example - - This example sets up a simulation with a confocal microscope with a 1.4 NA - objective lens, a 1.2 AU pinhole, and a 488 nm laser (`LASER_488`: the laser, - a dichroic, and a 525/50 emission filter). For point-scanning modalities, the - laser `power` is the peak irradiance at the focus. - - ```python - from microsim.schema.optical_config.lib import LASER_488 - - sim = Simulation( - # ..., - channels=[LASER_488], # 1e5 W/cm² at the focus - exposure_ms=0.002, # 2 µs pixel dwell time - objective_lens={ - "numerical_aperture": 1.4, - "immersion_medium_ri": 1.515, - "specimen_ri": 1.33, - }, - modality={"type": "confocal", "pinhole_au": 1.2}, - ) - ``` - -## Digital Image - -- **method**: [`Simulation.digital_image`][microsim.Simulation.digital_image] -- **value units**: gray levels -- **dimensions**: - - **`C`**: Channel (categorical unit [`OpticalConfig`][microsim.schema.OpticalConfig]) - - **`Z`**: planes along the optical axis (units length). - - **`Y`**: rows (units length). - - **`X`**: columns (units length) - -The final stage of the simulation is the conversion of the filtered optical -image into a digital image. This stage includes the addition of noise -([photon or shot noise](https://en.wikipedia.org/wiki/Shot_noise) due to the -discrete nature of photons, [read -noise](https://hamamatsu.magnet.fsu.edu/articles/ccdsnr.html) due to imprecision -in the detector, and other sources) as well as downsampling to the final image -resolution. - -The output of this stage is a 4D array with dimensions `(C, Z, Y, X)` where the -values are in units of gray levels (integers). The values in the digital image -will depend on the settings of the `detector` and the `output_space`. - -!!! example - - This example sets up a simulation with a 16-bit CCD detector with a read noise of - 2 electrons rms, and a quantum efficiency of 0.82. Note that, for now, - the "pixel size" is implicitly determined by the `output_space` parameter. - But that will change in the future. - - ```python - sim = Simulation( - # ..., - output_space={"downscale": 4}, - detector={"camera_type": "CCD", "bit_depth": 16, "read_noise": 2, "qe": 0.82}, - ) - ``` - -!!! note "TODO" - - We don't yet model pixel-specific characteristics of sCMOS cameras. 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+} + +.ms-panel__label { + margin-top: 0.3rem; + font-size: 0.62rem; + color: var(--ms-ink-muted); + font-variant-numeric: tabular-nums; +} + +.ms-button { + font: inherit; + font-size: 0.66rem; + font-weight: 600; + color: var(--ms-ink); + background: var(--ms-control); + border: 1px solid var(--ms-control-border); + border-radius: 6px; + padding: 0.32rem 0.7rem; + cursor: pointer; + transition: border-color 0.15s, color 0.15s; +} + +.ms-button:hover, +.ms-button:focus-visible { + border-color: var(--md-accent-fg-color); + color: var(--md-accent-fg-color); + outline: none; +} + +.ms-control[hidden] { + display: none; +} + +.ms-check { + flex-direction: row; + align-items: center; + gap: 0.4rem; + min-width: 0; + font-size: 0.62rem; + color: var(--ms-ink-muted); + cursor: pointer; +} + +.ms-check input { + accent-color: var(--md-accent-fg-color); +} + +.ms-control--button { + justify-content: flex-end; + align-items: flex-start; + min-width: 0; +} + +.ms-legend__note { + margin-right: auto; +} + +/* --- 2 x 2 matrix (crosstalk) -------------------------------------------- */ + +.md-typeset table.ms-matrix { + display: table; + width: 100%; + margin: 0; + border: 0; + font-size: 0.66rem; + border-collapse: separate; + border-spacing: 0.4rem; + background: none; +} + +.md-typeset table.ms-matrix caption { + caption-side: top; + text-align: left; + font-size: 0.6rem; + color: var(--ms-ink-muted); + padding: 0 0.4rem; +} + +.md-typeset table.ms-matrix th { + font-size: 0.62rem; + font-weight: 600; + color: var(--ms-ink-muted); + background: none; + border: 0; + padding: 0.2rem 0.4rem; + text-align: left; + vertical-align: middle; +} + +.md-typeset table.ms-matrix td { + padding: 0.45rem 0.6rem; + border: 1px solid var(--ms-card-border); + border-radius: 8px; + background: var(--ms-surface); +} + +.md-typeset table.ms-matrix td.ms-matrix__cross { + border-color: var(--ms-c2); + border-style: dashed; +} + +.ms-matrix__value { + display: block; + font-size: 0.95rem; + font-weight: 600; + color: var(--ms-ink); + font-variant-numeric: tabular-nums; +} + +.ms-matrix__share { + font-size: 0.58rem; + color: var(--ms-ink-muted); +} + +/* controls in two equal columns, filled row by row */ +.ms-chart__controls--pairs { + display: grid; + grid-template-columns: repeat(2, minmax(0, 1fr)); +} + +.ms-chart__controls--pairs .ms-select { + width: 100%; +} diff --git a/docs/stylesheets/extra.css b/docs/stylesheets/extra.css index e91bd595..d6dcc2bd 100644 --- a/docs/stylesheets/extra.css +++ b/docs/stylesheets/extra.css @@ -1,69 +1,188 @@ -.md-typeset .admonition, -.md-typeset details { - border-width: 0; - border-left-width: 4px; +/* --------------------------------------------------------------------------- + Colors: a fluorescein-ish green on neutral surfaces +--------------------------------------------------------------------------- */ + +:root, +[data-md-color-scheme="default"] { + --md-primary-fg-color: #12805a; + --md-primary-fg-color--light: #1baf7a; + --md-primary-fg-color--dark: #0b5c40; + --md-accent-fg-color: #0f9a69; + --md-accent-fg-color--transparent: #0f9a691a; + --ms-figure-border: #e4e3df; + --ms-muted: #6b6a65; } -.md-typeset h1, .md-typeset h2 { - font-weight: 400; +[data-md-color-scheme="slate"] { + --md-primary-fg-color: #3ccf95; + --md-primary-fg-color--light: #6fe0b2; + --md-primary-fg-color--dark: #1baf7a; + --md-accent-fg-color: #6fe0b2; + --md-accent-fg-color--transparent: #6fe0b21a; + --md-typeset-a-color: #4fd8a0; + --ms-figure-border: #2e2e2c; + --ms-muted: #a3a29a; } -.md-typeset .doc-children { - font-size: 0.7rem; +/* --------------------------------------------------------------------------- + Typography +--------------------------------------------------------------------------- */ + +.md-typeset h1, +.md-typeset h2 { + font-weight: 500; } -/* Wrap long functions */ -.md-typeset { - overflow-x: auto; - column-width: 1800px; +.md-typeset .lead { + font-size: 1.05rem; + line-height: 1.6; + color: var(--md-default-fg-color--light); } -/* name of a method */ -code.highlight span.n:first-child { - color: red; +/* --------------------------------------------------------------------------- + Figures +--------------------------------------------------------------------------- */ + +.md-typeset figure { + margin: 1.5em auto; } -code.highlight span.n:not(:first-child) { - color: #666; + +.md-typeset figure img { + border-radius: 6px; } -/* Indentation. */ -div.doc-contents:not(.first) { - padding-left: 25px; - border-left: 0.05rem solid var(--md-typeset-table-color); +.md-typeset figure figcaption { + max-width: 44rem; + margin: 0.6em auto 0; + font-size: 0.68rem; + line-height: 1.5; + color: var(--ms-muted); + text-align: left; +} + +/* code in the first column of a prose table (parameter names) doesn't wrap */ +.md-typeset table:not([class]) td:first-child > code { + white-space: nowrap; +} + +/* API overview: the same column widths in every table */ +.md-typeset .ms-api-index .md-typeset__table, +.md-typeset .ms-api-index table:not([class]) { + display: table; + width: 100%; + table-layout: fixed; 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- position: relative; - top: 0.1em; - margin-left: 0.2em; - margin-right: 0.1em; + min-width: 1.5em; + padding: 0 0.45em; + margin-right: 0.3em; + border-radius: 1em; + font-size: 0.75em; + font-weight: 600; + text-align: center; + color: var(--md-primary-bg-color); + background: var(--md-primary-fg-color); +} - height: 1em; - width: 1em; - border-radius: 100%; - background-color: var(--md-typeset-a-color); +/* --------------------------------------------------------------------------- + API reference (mkdocstrings) +--------------------------------------------------------------------------- */ + +.md-typeset .doc-heading code { + font-weight: 600; } -a.autorefs-external:hover::after { - background-color: var(--md-accent-fg-color); + +.md-typeset .doc-contents:not(.first) { + padding-left: 1rem; + border-left: 0.05rem solid var(--md-typeset-table-color); } +.md-typeset .doc-section-title { + font-weight: 600; +} + +/* parameter tables: fit the content width. 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This is\n", - "essentially a spatial distribution of signal-emitting objects. `microsim`\n", - "provides a few built-in sample distributions, but you can also create your own.\n", - "\n", - "The distribution is represented as a count of fluorophores in a 3-dimensional\n", - "space. That space is referred to as the *truth space*. So, a very basic sample\n", - "example, drawing some randomly oriented lines into a 64x256x256 space, with a\n", - "ground truth voxel size of 10nm x 10nm x 10nm, might look like this:" - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "id": "5c78391c", - "metadata": { - "execution": { - "iopub.execute_input": "2026-10-21T11:55:18.101199Z", - "iopub.status.busy": "2026-10-21T11:55:18.101114Z", - "iopub.status.idle": "2026-10-21T11:55:18.161624Z", - "shell.execute_reply": "2026-10-21T11:55:18.161428Z" - }, - "tags": [ - "remove_cell" - ] - }, - "outputs": [], - "source": [ - "%load_ext autoreload\n", - "%autoreload 2\n", - "import os\n", - "import sys\n", - "\n", - "sys.stderr = open(os.devnull, \"w\")" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "id": "3af8cd97", - "metadata": { - "execution": { - "iopub.execute_input": "2026-10-21T11:55:18.163132Z", - "iopub.status.busy": "2026-10-21T11:55:18.163046Z", - "iopub.status.idle": "2026-10-21T11:55:20.020519Z", - "shell.execute_reply": "2026-10-21T11:55:20.020272Z" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "
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",
-      "text/plain": [
-       "\u001b[1m<\u001b[0m\u001b[1;95mFigure\u001b[0m\u001b[39m size 80\u001b[0m\u001b[1;36m0x800\u001b[0m\u001b[39m with \u001b[0m\u001b[1;36m3\u001b[0m\u001b[39m Axes\u001b[0m\u001b[1m>\u001b[0m"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "from microsim import schema as ms\n",
-    "from microsim.util import ortho_plot\n",
-    "\n",
-    "sim = ms.Simulation(\n",
-    "    truth_space=ms.ShapeScaleSpace(shape=(64, 256, 256), scale=0.01),\n",
-    "    sample=[ms.MatsLines()],\n",
-    ")\n",
-    "\n",
-    "ortho_plot(sim.ground_truth(), mip=True)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "id": "330f4bef",
-   "metadata": {},
-   "source": [
-    "## Biologically realistic ground truth from Janelia CellMap\n",
-    "\n",
-    "We can also create more biologically realistic ground truth.  For example,\n",
-    "microsim provides a wrapper around the Janelia\n",
-    "[OpenOrganelle](https://www.openorganelle.org) dataset, which is a rich dataset\n",
-    "of FIB-SEM images of cells, together with annotations of various organelles.\n",
-    "Let's simulate endoplasmic reticulum (ER) and mitochondria (mito):"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 3,
-   "id": "15f708af",
-   "metadata": {
-    "execution": {
-     "iopub.execute_input": "2026-10-21T11:55:20.022069Z",
-     "iopub.status.busy": "2026-10-21T11:55:20.021892Z",
-     "iopub.status.idle": "2026-10-21T11:55:24.745879Z",
-     "shell.execute_reply": "2026-10-21T11:55:24.745671Z"
-    }
-   },
-   "outputs": [
-    {
-     "data": {
-      "text/html": [
-       "
\n"
-      ],
-      "text/plain": []
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "\u001b[1m<\u001b[0m\u001b[1;95mFigure\u001b[0m\u001b[39m size 80\u001b[0m\u001b[1;36m0x800\u001b[0m\u001b[39m with \u001b[0m\u001b[1;36m3\u001b[0m\u001b[39m Axes\u001b[0m\u001b[1m>\u001b[0m"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "from microsim import schema as ms\n",
-    "\n",
-    "sim = ms.Simulation(\n",
-    "    truth_space=ms.ShapeScaleSpace(\n",
-    "        shape=(64, 512, 512),\n",
-    "        scale=(0.064, 0.064, 0.064),\n",
-    "    ),\n",
-    "    # dataset & label names from https://openorganelle.janelia.org/datasets\n",
-    "    sample=[\n",
-    "        ms.CosemLabel(dataset=\"jrc_hela-3\", label=\"er-mem_pred\"),\n",
-    "        ms.CosemLabel(dataset=\"jrc_hela-3\", label=\"mito-mem_pred\"),\n",
-    "    ],\n",
-    ")\n",
-    "\n",
-    "ortho_plot(sim.ground_truth(), z=18)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "id": "8ecb9fea",
-   "metadata": {},
-   "source": [
-    "(or, plotted as maximum intensity projection):"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 4,
-   "id": "aa0b4672",
-   "metadata": {
-    "execution": {
-     "iopub.execute_input": "2026-10-21T11:55:24.747318Z",
-     "iopub.status.busy": "2026-10-21T11:55:24.747234Z",
-     "iopub.status.idle": "2026-10-21T11:55:24.879750Z",
-     "shell.execute_reply": "2026-10-21T11:55:24.879528Z"
-    }
-   },
-   "outputs": [
-    {
-     "data": {
-      "text/html": [
-       "
\n"
-      ],
-      "text/plain": []
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "\u001b[1m<\u001b[0m\u001b[1;95mFigure\u001b[0m\u001b[39m size 80\u001b[0m\u001b[1;36m0x800\u001b[0m\u001b[39m with \u001b[0m\u001b[1;36m3\u001b[0m\u001b[39m Axes\u001b[0m\u001b[1m>\u001b[0m"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "ortho_plot(sim.ground_truth(), mip=True)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "id": "cd8795ce",
-   "metadata": {},
-   "source": [
-    "### Optical Image\n",
-    "\n",
-    "Without any additional config, we can simulate an image as viewed\n",
-    "with a widefield microscope:"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 5,
-   "id": "9ee81c97",
-   "metadata": {
-    "execution": {
-     "iopub.execute_input": "2026-10-21T11:55:24.882092Z",
-     "iopub.status.busy": "2026-10-21T11:55:24.882028Z",
-     "iopub.status.idle": "2026-10-21T11:55:25.665812Z",
-     "shell.execute_reply": "2026-10-21T11:55:25.665639Z"
-    }
-   },
-   "outputs": [
-    {
-     "data": {
-      "text/html": [
-       "
\n"
-      ],
-      "text/plain": []
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "\u001b[1m<\u001b[0m\u001b[1;95mFigure\u001b[0m\u001b[39m size 80\u001b[0m\u001b[1;36m0x800\u001b[0m\u001b[39m with \u001b[0m\u001b[1;36m3\u001b[0m\u001b[39m Axes\u001b[0m\u001b[1m>\u001b[0m"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "ortho_plot(sim.optical_image(), z=18)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "id": "d3c871e1",
-   "metadata": {},
-   "source": [
-    "OK ... looks more or less like a widefield image of a cell. But there's\n",
-    "something wrong: the organelles are superimposed in the same channel!  That\n",
-    "makes sense, since we haven't added any information about the fluorophores and\n",
-    "filters.  Let's add the concept of fluorophores and optical configurations.\n",
-    "\n",
-    "## Fluorophores, Spectra, and Optical Configurations\n",
-    "\n",
-    "Here we'll turn the three `CosemLabel` objects into `FluorophoreDistribution`\n",
-    "objects, each with a specified `fluorophore` (the information for each\n",
-    "fluorophore is pulled from [FPbase](https://fpbase.org)).  We'll also specify\n",
-    "the `channels` in the simulation, which is a list of `OpticalConfiguration`\n",
-    "objects.  These objects describe the optical configuration of the microscope,\n",
-    "including the excitation and emission spectra of the light sources and\n",
-    "detectors.  Here too, we'll pull the information from FPbase, using\n",
-    "configurations from the [Example Simple\n",
-    "Widefield](https://www.fpbase.org/microscope/wKqWbg/) microscope."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 6,
-   "id": "303ff60b",
-   "metadata": {
-    "execution": {
-     "iopub.execute_input": "2026-10-21T11:55:25.667045Z",
-     "iopub.status.busy": "2026-10-21T11:55:25.666946Z",
-     "iopub.status.idle": "2026-10-21T11:55:28.111264Z",
-     "shell.execute_reply": "2026-10-21T11:55:28.110984Z"
-    },
-    "lines_to_next_cell": 2
-   },
-   "outputs": [],
-   "source": [
-    "from microsim import schema as ms\n",
-    "\n",
-    "sim = ms.Simulation(\n",
-    "    truth_space=ms.ShapeScaleSpace(\n",
-    "        shape=(64, 512, 512),\n",
-    "        scale=(0.064, 0.064, 0.064),\n",
-    "    ),\n",
-    "    # dataset & label names from https://openorganelle.janelia.org/datasets\n",
-    "    sample=[\n",
-    "        ms.FluorophoreDistribution(\n",
-    "            distribution=ms.CosemLabel(dataset=\"jrc_hela-3\", label=\"er-mem_pred\"),\n",
-    "            fluorophore=\"EGFP\",\n",
-    "        ),\n",
-    "        ms.FluorophoreDistribution(\n",
-    "            distribution=ms.CosemLabel(dataset=\"jrc_hela-3\", label=\"mito-mem_pred\"),\n",
-    "            fluorophore=\"mCherry\",\n",
-    "        ),\n",
-    "    ],\n",
-    "    channels=[\n",
-    "        ms.OpticalConfig.from_fpbase(\n",
-    "            microscope_id=\"wKqWbg\", config_name=\"Widefield Green\"\n",
-    "        ),\n",
-    "        ms.OpticalConfig.from_fpbase(\n",
-    "            microscope_id=\"wKqWbg\", config_name=\"Widefield Red\"\n",
-    "        ),\n",
-    "    ],\n",
-    ")"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "id": "f8194eaf",
-   "metadata": {},
-   "source": [
-    "Let's first discuss how the fluorophores are excited and collected by our optical\n",
-    "configurations. The number of photons emitted by a fluorophore and collected by a\n",
-    "detector in any given channel is determined by multiple things, including:\n",
-    "\n",
-    "1. How well the absorption spectrum of the fluorophore overlaps with the excitation\n",
-    "   spectrum of the light source\n",
-    "2. How well the emission spectrum of the fluorophore overlaps with the spectra of\n",
-    "   the filters in the emission path and the detector.\n",
-    "\n",
-    "### Fluorophore Absorption Spectrum\n",
-    "\n",
-    "We can visualize the absorption spectra of the fluorophores in our\n",
-    "sample, which represents how well each of the fluorophores absorbs light at a specific wavelength:"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 7,
-   "id": "c86b9efc",
-   "metadata": {
-    "execution": {
-     "iopub.execute_input": "2026-10-21T11:55:28.113319Z",
-     "iopub.status.busy": "2026-10-21T11:55:28.113193Z",
-     "iopub.status.idle": "2026-10-21T11:55:28.177895Z",
-     "shell.execute_reply": "2026-10-21T11:55:28.177663Z"
-    }
-   },
-   "outputs": [
-    {
-     "data": {
-      "text/html": [
-       "
\n"
-      ],
-      "text/plain": []
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "\u001b[1m<\u001b[0m\u001b[1;95mFigure\u001b[0m\u001b[39m size 120\u001b[0m\u001b[1;36m0x400\u001b[0m\u001b[39m with \u001b[0m\u001b[1;36m1\u001b[0m\u001b[39m Axes\u001b[0m\u001b[1m>\u001b[0m"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "from matplotlib import pyplot as plt\n",
-    "\n",
-    "plt.figure(figsize=(12, 4))\n",
-    "for lbl in sim.sample.labels:\n",
-    "    fluor = lbl.fluorophore\n",
-    "    fluor.absorption_cross_section.plot.line(label=fluor.name)\n",
-    "\n",
-    "plt.legend()\n",
-    "plt.show()"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "id": "edcbd7d2",
-   "metadata": {},
-   "source": [
-    "

Absorption cross section

\n", - "\n", - "The excitation spectra have been scaled here by the extinction coefficient of\n", - "the fluorophore and converted to [absorption\n", - "cross-section](https://en.wikipedia.org/wiki/Absorption_cross_section)\n", - "($\\sigma$) using the formula:\n", - "\n", - "$$ \\sigma(\\lambda) = \\log(10) \\times 10^3 \\times \\frac{E(\\lambda)}{N_A} $$\n", - "\n", - "Where $E(\\lambda)$ is the wavelength-dependent extinction coefficient in $M^{-1}\n", - "cm^{-1}$, and $N_A$ is Avogadro's number.\n", - "

\n", - "\n", - "### Excitation Path Illumination Flux\n", - "\n", - "The filters and light sources in each of the optical configurations determine\n", - "its excitation profile and power. Here, we plot the individual excitation\n", - "profiles of each of the filters in each channel, as well as the total combined\n", - "**illumination flux** density ($photons / cm^2 / sec$) for each channel:" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "id": "dc8a260e", - "metadata": { - "execution": { - "iopub.execute_input": "2026-10-21T11:55:28.179356Z", - "iopub.status.busy": "2026-10-21T11:55:28.179234Z", - "iopub.status.idle": "2026-10-21T11:55:28.334495Z", - "shell.execute_reply": "2026-10-21T11:55:28.334295Z" - }, - "lines_to_next_cell": 2 - }, - "outputs": [ - { - "data": { - "text/html": [ - "
\n"
-      ],
-      "text/plain": []
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "data": {
-      "image/png": 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/VzPieaJ4rQbNEZ988gn98ccfXDuOGrErr7ySHzv33HO58zPOXTQC+uqrr/gcS01N5XNMceaZZ+r3cY6hPh0No9Tff/31l9X7Yb/GGlf0EmjYsCH/jXpX/I3HAa7BNm3aVLgmFbguUQ/3yiuvuPwqsE804gN9+/blWj1nz6ER58SJE/natAfOc6wJ55xzDn8mNMPENYprWmE8LtTgo8M3tkXTPjQJ2rhxIz+HGvyePXvafR98btTrobGfEfytvmcFmv3YbofGXXjv9evX82+FiR22TYkEIVLkvStZj+sgNzeX+2koVD8TNOlEHw3UQQM00YJ8hoxFY1zb9Q6yHTW4xvUO17VtgzAF3rN///4Ojw09OhSo1UVNtjquAwcOUH5+vr4OoyEY1mF8HiXvQeXKlXlNKigoIH/RtGlTbraG9RdNApU+I4S2rIdsR/PmadOmcZ8H1PjjvH722Wf1yU/oU4MGsjjH0GwasgP/A/zeqqEcznXoo6pZNP5GszrIF1UXD90Vc+MBGuehOd3555/Pf2M/uDbmzZvH5z3O72uuuUY/VtseQ5DFALoKdAxnQK6qY8D1oN7T2XN4b/X+aB4MefzWW2/RHXfcwesAeulcccUV3A8BNfS49myPY+vWrdwQG9crdBrNl0/cr2fu3Ll8H69R64s98H3Zk/XAKO/tyXpH7x8qiOEvMFACbI3iYACBqhYoM8/hb4zLURejUZHGoqIafqi/oUzYKvLGfeE97GFv32pf6M56/Phx+uGHH/TnoYTAGYCFybYzu6PP5+mcbzXyzwiaw2GxMTZKE0KfoUOH8g28/vrr3PgJBirOMRiy6D5tBI4vhe257uzcV8LWzLWFc87VOYumeXCE4T1cGbOYatGlSxfTz8EJgk67SmBjzCWa8UCwwrGH7wUOAzi5YGig8Q8a60Eptgf2DycGFCkY/lDYf/31V/1acmT4QyGCwgSniBE0F0JTINttsQYYefDBB/XvGu8LJ6CMQRSiVd7jOnA0tcTec0ZZ78l6Z9wf9gWDHDLSnkx1tC+sw9AFZs+ebbU9HInYn71j9sbwtz02e7IezmCR9eEHZJCSCZj2guZ2cEjBiMd5hhGPMCCNAR11Lrk694HR8LeV9djeeG6pa0s956wLPWQ9AhHY1pXhj2NG4113n1PguOGMwKQjBZrnoZEvDH7IeDhNVIBCcfbZZ/MNYHoXmiYjiAK5/PPPP/PjmNLjzPCH7g4Hqe1nh34Dea86/NuT9Y7eP1QQw19gAtXN1tX7QCmH0g7PplrMDh06xBFzeDJxwSvjAgsPvPq33367R8cCYYnFQ0UcEU3wJBrftWtX7sT/6aef6kYPDG84A6AkKK8tFloYLCqi6QnIZEAEFPuHwYPvAAuUERwHFkqMEoLnFJ9P5q46IC5R89AH4n2cAIEOoxJGpAJCDQoAzh1EtHD+PPHEE1YGre1IHE/BeQ+Bqs4rKJO4NiC04NGG8Q3FAFkGxmtS8e2337KgQyQD16gvx9ege+6OHTt0gY3PjOsImT4qowce9/vuu08fqzdu3Dh69913+W9sW6lSJT1Cgu8Z2yjBjegBbq7AmE1895gmYHQQwlGAax2KGp7Dd4gsIJVlgPdHVFBlIEDJqlGjBh+HIASDQMgDV++BNQ3XDaZdqPF1al3BNX/48GE2MOD0A4hIejMGE+uFygiErIfhZc/od7VOYj1++umnrcbxYk2CrMcYL6wtyjmI9/HmmCHvYViobKtVq1bpWVkA3w+MCqyNWMOwBhuzHIXQk/Vg165dVucP7uP8QYRb6ZTIFjFG3nGOuTK0zYBMWcjyNWvWsLPBeG3huoP8gl6tHOC2sh7TB6AbYAQlnPGORmR645Q0rh1YH4wTfCBPId9xgy2A7wrZAApbQxxyXunccLZPtjM22BZMDsBrjFmRADoEnAEIFKgABa49YwDG2fuHCmL4C4yzlLxAAu8ejAzM9ETaGgQbjAg8hosQI7owCgvbYYQWBCIWIKTwuAv2C28hFlekPyE93uhZdOeYkYqEFD+k22HEBwwhRCCxeCM1Co8jPQuLjjEF2V0gIJo1a8aeYXxHeB9jmhGUDiyCyD5AqjS+Q3w+2wiFUA4UPxdpeYEAji4ID5wjEChQemGIQ7hBOYXnG0Y/0tonTJjAxiNG2CBdFYqftyBtFqUxOJdxzkLwoVwFSiSuE0SokfIH5RJGOBwVOD4FnHRwNOH1ON8w9s5dpdoRtoY5ouRQDGCIK/A9IeqGawvXItIAlYMEYxFxTLgG4QDAmJ6OHTvy9eMMZFdA6UBkVKXtzZo1q0JGA7JqMF4QqchI18TvAkVJKQ14f6Qn4nvFtlAa8B3aKhWCEE3yHkYtIp5YY2BMQInHtYFyPxgTN9xwA0fkcE3hOkSp0ttvv+3x+yGggCgonHBIqfZkXzjmRx99lLOysA5j3YPij7Xk7rvv5mwjHDOeU+n/3hj++G4Q2MD+MOIMzgtl+EPuQw/A+0JuYAwa1jmMI4NjUQhNWQ9wTsPQx1g4/A9nOc4TGLHgueeeYycOgjoo1YRTGbod5JC3wHkA+Qh5hOsO5yhkFjLgIB8xWhLnMLaBDIdeDAeWkYceeoiDA9BHkPLvy/MN5zxKE5Ax+/vvv/Nn//DDD/Xn33jjDY64w3GIgBt0I2O5EMbwwsEHPRkGN0YiQ59xxvLly1k3h5MDayP0amRcKoeb7WeHrMf1h+3x/eDa9Ob9A43vwjKC4AOw0ED4Q5FH+hO8k88/r3lpsUAipQdCF57vMWPG6Cm6WLCMNXwAC5vRGwlDWHk4sT2ik3AewJMKAQ6hqowFpOypejl7+4YRhGNTxwwjAfvDhY5oIBYR1HDBEMGiCcMJhgMcFxDUtunCRvC51Lxx9TlUJBjvhUUax4n9wfhBTwKlDEAw4D3wWdWMUhhwUAaE0AXCWHm2IYBh+EMxfe211/Rt4NCB0QphA0cVygCU0Q9BbfQyo95eRdEAzjcohwrb7WHcw3sPgYtrC8ILCriK3MNxBOUT5zfONRXNNl4nuA/DGNeLui5twbbGc9vsc0bg7IDn3sjnn3/OkQoY1PjecA0o8D188cUXHE1BXSGULkTknZUk4FjwWbEd1gdkPsAJCecCwHWNbdQ+UGeLjAN8d/ju8d0pBx/eH+sB6pnx2yIDB9EWOFoEIZp5+OGH2WDFNQa5CXmswNr3yCOPsGGCtFxcO+qagfPfmB0FWQtnngJGA4wSBbZH7w9kLCHaivUAyrut49PevtH3Y+DAgfrf99xzDx8zjA/MEf/f//7HMh3A6Yh1GboLnAHYDsfmCDh7jVmG2Na4br/wwgvs6MS6Ap0DWUxqtjgcC7h/77336p8BxpqjtVcIHXAuQqbgXMT5jfvQE1WWK+QMfl84qRCMgrzDawAizsZyOMhjlcmiotKQTUp2226vHAsoq4MOCR0Z76EyEHAuQ54iewUyE8a1vesEuicc8sgwtQeuP0cZtM6eQ/YBHOcwxnHs+H6MWS4IpOHz4JrANQzHg1GWqywE9NSBUwCGvPH7sXcs+K6gV+P7gA6G90RQUAG9CHo0QHADgTU49FXWMDIlPH3/YBCDDn/BPggh8CBih1pZGJCO6uwEQRCEwCHrsiDnlCAIQuRTECQ7TCL+giAIgiAIgiAIghDBiOEvCIIgCIIgCIIgCBGMGP6CIAiCIAiCIAiCEMGI4S8IgiAIgiAIgiAIEYwY/oIgCIIgCIIgCIIQwYjhLwiCIAiCIAiCIAgRjBj+giAIgiAIgiAIghDBiOEvCD7gp59+ov/973/yXQqCIAhChHL48GHq06dPsA9DEATBI8TwF0KOtWvX0jXXXEODBw+mcePG0eLFiykclIFNmzaZ2nbRokXUo0cPq9uECRNcPgc2b95Ml156KQ0YMIDuvvtuys3N1Z/bs2eP1evwt1k++eQTfo3td11SUkKvvfYanXrqqXTRRRfRli1b3HoevPXWW7x/M+/n7PNFOkePHqUHH3yQTjvtNBozZgxNnjyZLBaL1TY4x2644QYaOHAgDR8+nL/7oqIi/XmcK1999ZXT9/nxxx/5u//333+dbof3/uyzz+iss86ikSNH0jvvvENlZWVW2xw7dozuv/9+GjRoEN188810/PhxK2eY7bmM81sQBEHJTawfkB/nnXceffnllxXWvFCjuLiYli5damrb0tLSCmsgbnjc2XMgJyeH7rrrLpaFkIm2snX06NH6a6ZPn+7yWM4880yHeoVi9uzZdM4557BswfptBGv35ZdfTqeccgrdeeeddPDgwQqvX7JkCd14441Wj61bt4569uxJb775ptXjrj5fJIPfeNKkSSxbhw0bRk899VQFXQey9PHHH6ehQ4eyLnzPPffQgQMH9Oc/+ugjuv32252+T1ZWFn/3b7zxhstjWrhwIf8OeD9ck9BHjED245hxvLhWoacbr2Pb8xi6iRCaxAf7AATBSGZmJguC6667jq688kravXs3L24wHrt06RIRXxYW9B07dtDPP/+sP1a5cmWXz0FQQujCKLziiivo6aefpquvvpq+/vprfr5WrVr07rvvsiHYv39/KigoMHU8+/fvpxdffJF27dpFJ06csHoOygEWeAiCmJgYNsa/++4708+DDz/8kD744AOX7+fq80U6UOQqVarE3yGUy2+//Za/KyhHAE4SKMhQvh5++GE6cuQIf0dQ1qCkxcXF0caNG6lt27ZO3wcG/N69e/l36d27t8PtILixPxj0UEpwXFAGHnjgAV15wfG0bNmSHnroIXY0TZw4kV599VVdGUhMTKTXX39d32erVq189G0JghDujBo1iqpVq0b33nsvy61vvvmGjRtXBk24ACfGsmXLaMqUKdS8eXP9cazVcJo7eg5A/8Ea/8gjj9DMmTPZINuwYQOlpqby8zAWCwsLafz48XaNcFtWrVpFzz//vL4GK71CAYfxHXfcwftt2rQpr+OdOnWi+vXrs5MY6//111/Pf7/yyitsAC5fvpxiY0/GD6dOnUpNmjSx+vxwVEPO2wYiXH2+SObJJ5+kzz//nL9r6G3z5s1jnWfatGm6Hti3b1+qXbs23XLLLZScnEwff/wxde/enR0wDRs2ZF0ZgRJnwJGG7x2/JeQ4dDR7rFy5kh599FE+l2rUqEEvvPACG/d//PGHvg1+/zlz5rDukZKSwn8jiACgr2Af//zzj759nTp1fPRtCT7HIkQl+fn5lnXr1vH/ocSXX35padu2rdVjZWVlloKCAv3vo0ePWu68807LKaecYrniiissmzdv5scPHDhg6devn+WHH36wjBkzxnLaaadZfvnlF8uGDRssF110EW//4Ycf6vtR2//xxx+WCy64wHLTTTfx4/Pnz7eMHTuWX//UU09ZiouL9desWbPGctVVV/G+nn32WUtpaSk//vnnn1vOOOMMfbsPPviA95GTk1PhM/7000+W2rVr2/38zp77+OOPLS1bttT/3rp1qyUmJsayZ88eq+3wm+LSVt+LK3CcX3/9taVGjRqW3377TX989erVlvT0dMuRI0f0xwoLC00/D3bv3m1p2LChqfcz+/kiEXyH+M127txp9XheXp5+v0uXLpabb77Z6vnjx49batasaXnvvff478GDB1teeeUVh++zf/9+S2JiomXmzJmWqlWrOr3+jdcceOuttywDBgyw+r26detmtY3x97e9JoTwXZeF8CVUz6mDBw/ymrd3716Hax7k62uvvWYZMWKE5eyzz7b8+OOP+nPnnXeeZcqUKSyPBw0aZHnxxRctJ06csNx2222WgQMHWu6++26r9Qjbz5o1y3LNNddY+vTpw49Btlx33XWWIUOGWG644QZeH416BvYxdOhQy/XXX285fPgwP75v3z5LXFycvt2yZctYH1i/fn2FzwjdAZ/xv//+c+u5Xbt2sezbsWOH/lizZs0sn376aYVt+/fvb3nnnXcsrqhfv75lxYoVdp/D99SoUSPWl4x6l9J9bM+dY8eO2dUxWrdubfU9QC5de+21lgsvvNBy7733evT5IhHITaMuanve33XXXZYOHTpYSkpKrLbBdQD9CTzxxBOWM8880+n7QGf46KOPLLVq1WK91qys37hxI/8+6nfftm2bpXLlylbXqvHasr0mhNBemyXVX2CvbGFJaUBurtL4GjVqxFF+YxoyvJRJSUm6ZxEZAfAgw1PcsWNHTnvG34gYwBuKCCPSzRA9htcSUeOxY8fyY7fddht7voHaHulU1157LdfowwOPtGbsEx7NWbNmsZcbwBuN2j54wxHhRJozvLa2vPTSS+wRxw0RXF+BY0MkX9GsWTOqV68eP+4p8Ngiiovvx5Zff/2Vv4e3336bU7mvuuoqK6+9q+cBvj+ks5l5P398PlfgfCwqLfL7zdV5j+hLeno6Z0sgEqSAZx3s3LmTPeqInhipUqUKXXbZZRWyLBzxxRdfcJQf2QWINCDS4gh1zanvCddkhw4d9Md++eUXLkvAMSEVEemf+fn5VvvAtYZzBFkcyGAQBCE65L2rNa9q1aq8fjla8wCilMj4gmy+5JJLuARw/vz5/NyaNWs4+wgp7Hj+scceY/nRokULjl5ifTKml2N7RE+xZiH1GWsVoqoJCQkcxYRugbUKegHu9+vXj+UZstmQbYhsJlv++usvOvvss1kXadOmjY9+IeJIOiLrjRs31h/DsZktMXAEvk/oRcgiO3TokP74+vXrOUMrLy+PI+9Yr3///XeKj9eSghFxNrJ9+3bOTMjIyNAfQ/QZ6eDqe0DmBjIMnnnmmYB9vnCQ9UrPhf5kzHg0nvczZsxgnVRlfyhuuukm+v77762uF0f8999//LtCB8YNZXtmZD2AXowsFPW7I/LftWtXzsiBroesw61bt1q9Br89skBQJvLcc89xNooQmkiqv0BFpWX06Kx1AfkmHh3djpLirRczIxDcEOAwTJBCBuELg1IZj1ASIIzee+89/nvIkCG8SCHF7IwzzuBFF/XjdevW5TRkpDhB2J977rm8PRauBQsWUOfOnflvbI80dJVqh/eCcgEBCfA4UuOQmv7yyy9zDRSUBAABaayvBngOafpI3ULKlCNUTZT+vTz6qP4ZHT0HgxmpX0bwHkiX8wSkbyOlEoLEHig5wILfoEEDdo4gDQ3CGQ4QGKqunleGP5wtZt7P15/PDMVlxfTM4oqKia+5v9f9lBiX6PB5nNOo07z11lvZqYSUPpyzcFZBMVUOFTidbMFjSMEzw6effsplNODCCy/kv/G/I2C443rYt28fO2KMJSj4/VFmAIX4ggsu4PRAHLNKD4QDDUoglJQVK1bw++LctldbKghCZMl7V7IeZUBqzbvvvvtY5mH9gCMRax7qk99//31e+5RcwPqBUiUYH/wejz7KRg2A/EGaOIwjgP+xXiF9XQEjHr1olBMUjgflHIAuAVmPNQ2GP0qZ0GcFegicBbayHuVVWNPwvr169XL6XeA9lRGFdRHy0tlzkIXVq1evIAuNNd7uAqc7PgPkKcq4IKuxLuO9sZbj8yJYAScGeslAB/vzzz8rNDLEdwNHC/QqfH8KOJHxGgXkPn5Xe3qQPz5fuMh6gOAUAko4ryEjTz/9dHacq/Mc57wjWQ+HlRmdCHrwiBEj+DeCjIeDCu9rdDDY07/hEELZJRxnCpwfCMCgjAPnJ64rbIvzpGbNmnxT/ZoQpIAODycO9HIh9BDDXwg5IKhhIKK+GF5nGNsw4GGUw4OJRRHCCEY7bqgVV15meC5h9Cuw6BlrzvC30csKBcNYXwcvJjIEFHguLS2NPdxY5FCXZqu8KOBQmDt3LjepcWb0q2gH6vEVxkXe0XP4bLYRVRjTtt54R0CpQjYFwPcJrzIMNkd111B4cCxQjHAfUV0Idxh2ECKunofwwOKPCANQBqKj9/P284U7+J5Wr17NtXuolcP3hYY7iHipzBFkmdgKbihROEddgYwBRL3OP/98/hvKwLPPPst9BBzV4+H8x7kIwx91iVCcVc0+fnMo4FBYQLt27fjaQ/8ARHOg2CnlTl2vUNrF8BcEAcA5jzUJawbWPBidyCyCUa6a5UKWKFmP9Q89AezJTch2OKGNf9v2rDFG5SHrjX2DsJ4hIAD5jWglHBHG+nWjrEd0E+so+qS4MvpVQEDpGba6gb3nvJWFiLKrenFkSkCnQr2+ArIa3xX0FURo8TnREwi9lJDVhd9F/Q5Gwx9O3Isvvpi/W0TzjcDJDxkBYDTCWDTqUkaiXdajRh8OJtTyw/kCHQrnERohQtbjhnPdFtVwz1UmKZw4+O1Uvx3IabwGOh9+P0cgEwbHhIAAovq4JvFb4fzADY44XAdwkv3www/8GaATI3ChglX4H5m4rVu3ZicCnAJCaCGGv0CJcbHsnQ/Ue5kB6f0Q0rjBg4hIPwx/CH0IZ6QSGfG0kYhRsAMYKogqKKAAQCDhcQhlRCEcodIMYVBB8DkzxowLpdnnoBzAA69AWh4UJrynGZ544gm94R8asmFiAgStiuJiwUeUBJ56RF2wDT63+o7wm+BvpUy5eh77hYBQaWQQOs7ez9vP5wkJsQnsofc3eB+zoLwBqZZwqiACBIUXRjWULTjCIJCN4DEz46UgzHFuITXWqMBCQVDGuy04h9W5iNIAZLkowx+/v7FZEH57/I3fH4a/LXjMnjIjCELkyXuzsl6tDYjcY71R2XmQ9XBy2naD96b5mzF12lbWA/yNxxEZdybrIfOwniLqDSOnffv2Tt8XzxvLpFw9B1mIAAfktTKG4QhBKrUZECxBFBnYZtEByGQYZGo9xlqu1ngFnjd+BzAmIXvwGhh9CJoYvzcEalSpHvQ1OLDRUR5s27aN3xMRfTSp8/bzRYqsh4yHjoTyVZzXiKrDSIc8dyTrcb65MvyhY+G7RvNAZKsqfQrp/s4M/27duvH/OCboGwjc4DfF+YFjNTq/cH7YOtaMOgzAuSKGfwgS0I4CQsgQqg1/5syZY5k6dSo3lgHZ2dnciEc13kMzGTSFW7p0qf6a2bNnWxYvXsyN5JKSkqz217x5c8uiRYv0v9HY55lnnuH79rZHAzM0F0RjH/Dkk09a2rVrx8fz2WefWZo0acKvU83n0BjQ2MgM26FZEJoN5ebm2v2Mnjb3W7t2LR+vatDz0ksv8fGoBoPuNvdDU6ElS5boNzR7w+dXDVzQaC4lJcXy77//8t/4zvH+aPxi5vnLL7/cqlmPq/cz+/kiETSOQiNJ1QwSnxmNpXD+Kh577DFLgwYNLCtXruS/ca7hXEbTHdUkyVFzPzRpysjIsDz33HNWv8E999xj6dixo91jev/997mJkzqeBx980Grb77//3lKnTh29IRYaWuLcLSoq4r8nTZqkX0e4jtEsE+eEEH7rshC+hHJzP6xfxjXv9ttv5wZxAI3N2rdvzzJCAdny1Vdf8X1s99dff+nPTZgwgRueKbDdqaeeqv9tuz2+k+TkZMvy5cv57wULFvDfaGSGW2pqquX333/n5yDLv/jiiwqNzNCMuF69enYb+3nT3A+fHc320NhQNRBEU1Z772OmuR9kxs8//6z/PX36dJa1+JwKNJNDw2KAdRuNdrGGK1lz5ZVXOtRrIOeNazt0A6OcGTZsGL9eHb87ny8Sefrpp60aG0LvQzM99XugER++j8mTJ+vb4FyErEdjZFfN/dCsGs0sjb/Bt99+y+dtZmZmhe3RENv43eO94uPjdd3s0KFDlrS0NP16wLbQ/ZQeDl0A+ps6Vx5++GHWVaJBdwvHtVkM/yglVJUBGNXoAFulShUW+lhsYMxkZWXp22ABgxEDwYRupVj80KHfF4Y/jJbLLruM379p06YsnLBoqgXtjjvu4AWvVatWrEgoI9fYwRzbodMwugEbO7V6a/iDF154gd8fx4Zu7radWjGlAB1joVBAkHfv3l033lxh22UfoCMsvos2bdqw0HnzzTdNPQ/Bjt8IAsOd93P1+SIVnHcPPfSQpXr16vxd4hxAl+N58+bp2yjjGwopnqtWrRqfg1BYFbhWMEUBv7u6ocs1ullje9vrHco3FAyl/BqBcoh9wRGG6wzXIxQ0I1DU8fvjesDv/euvv+rPTZs2jZVidW5A+cP7CeG3LgvhS6ieU+gK/sADD+hrHtYPyOu///5b3wbGBDqTYx2BTMBapBzN3hr+4I033mAdA+sX1ig4LxWYGIA1s0WLFrweYz2018EcRi865m/atMlnhj+YO3cuy0B8bshEOMKNYF3H+o7jh56C+8au/EYgh0ePHm2pW7cu7w+yVzkyFJABWO/xeeGUv/TSS/Wu8giu4Fjx/RtlizL8YGQiYOMI267+Zj5fJINzE+d648aN+X/IUOUEMeq5OO9xXeB3wbn47rvv6s/jXMfvZPw9oP/BaQO91ngdKbDN888/X+FxrA89e/ZkvQK/B+T9J598YrXNN998w1OccK3inFN6tLpOoXfitbhWoJsb9W4htNbmGPwT7KwDIfAgxQp166iRC8W6KqTXo0YMaWr2UoWQdobjRzqgqotD0xl0MlXpSgD1g/iMKjUKZQNIOUNpgL3tFWieghsamtmWA+DYVAq6eg7bIt1NpcwhhRq1W+gvYFvTh/QoHLtqMGj2OeOx4f3xXra/Hbrl4r2NoI5Rded1Bhq54fPazvfNzs7mPgr4Hu2lWdp7Hp2X0aROdWB25/2cfb5IB+c1akzxPSL91fbcUyl7SJ3ENvj+jCDdEr+HEUwLQMosXqfOTyOoK0SKpzHN0/Z48Bup9D1bMEMavxnSN43pn8bX4xp21fdCCP11WQg/Qv2cQt041gjIaEdrHtLGkX5v7Nezdu1a7gqvSuogg7D+qB4/qIdGqrrqKWO7vQK15tALsG/b7wfHhrUWNdmqtwoeg+xCA1YFGtpCr7DXkA3p0kjlt/fdO3tO/Xbolq96phjBd2ZbOoU12NgDwd5aDR0Dn9WeToDPBhliq3fhffB+tqCOG58bx4fvyVaWK1Sqv20JmLPPFw3gnEU5Kbr823bWB9Dl8P1AjkJ2G+Ur+u5ATzKCawfboWzCeH4qUF6B9zP2tTKC6wDvhfPdVpYr3RdrCc4fe6WseD2OAf0jjGWAQmitzWL4RymhrgwI4Q0UDAgYCBBBEMwh67Lga+ScEvx9fqFRoqs+B4IghMbaLM39BEHwOcb5voIgCIIgRB4wWMToF4TwwXzbVUEQBEEQBEEQBEEQwg4x/AVBEARBEARBEAQhghHDP8qR3o6CIAihgazHgpxbgiAIkY8lSL31xfCPUuLi4vh/dMoVBEEQgo9aj9X6LAjeIrJeEAQh9MjLy+P/7U1Q8CfS3C9KwSgXjAPDuBucdPZG6AiCIAiBAaObsB5jXTYzflMQzCCyXhAEIbQi/Xl5eTz9CuOWA+3ol3F+UR5dwigJ27nvgiAIQuCBAxajfRITE+XrF3yGyHpBEITQAkZ/nTp1KCYmJqDvK4Z/lAOjX9L9BUEQgg8Mfsm+EvyByHpBEITQAJnWwSrpE8NfEARBEARBEARBECIYKewWBEEQBEEQBEEQhAhGDH9BEARBEARBEARBiGDE8BcEQRAEQRAEQRCECEYMf0EQBEEQBEEQBEGIYMTwF4QQ5LXXXqM2bdqY2vbrr7/mbffu3evRe+3cuZOuuOIK6tq1K+9nw4YN9Pzzz1OHDh1C/tgFQRAEIZLBzG/Iyffff9/U9r169aJHH33U4xnjb731Fp1yyinUtm1buvPOO+nYsWP8/h9//HFIH7u/uPnmm2nkyJHBPgxB8Ali+AuCDzl06BALy4cfftihkQshYsuvv/7Kz3333Xf8d1ZWFm3cuNHUex49epS3LS4u9mjEEwTagQMH6MMPP6QZM2bwHPGDBw+yA8AT/HnsUEBeffVVOvvss6l79+6sJIwZM4YeeeQR2rRpk0fHKwiCIAj+4P7772edALLL1sDu3bs3y/3t27dXeN0ZZ5yhG5uQ05CThw8fNvWekIX79+/36Hg//fRTuu222+jGG29kfQSGf0lJiVvvb8Rfx47ABL473PD99ujRgy6//HKaP38++Zo9e/bQtm3bfL5fQQgGYvgLgg+pWbMmC8lvv/22wnOzZs2irVu30jfffMNC38iPP/7IwrFz5878NwTv+vXr/f7b4D3WrVtHEyZMoG7durEQTUpKonvvvZfWrl1LocTvv/9OLVq0YMVk1KhR9O677/LtnHPOoT///JNat25Ns2fPDvZhCoIgCAIDmQUn+rx586y+kTVr1tDixYtZJ5gzZ47VczB8EQxo0KAB/12pUiWW1dddd53fv9Vp06Zx9t8FF1zA+kC9evWoWrVq/P5XX311yPyq+E7x/SBYAQfFc889xwGMwYMH05QpU4J9eIIQsojhLwg+ZujQoSyU9u3bZ/U4jNMrr7ySI+L//fef1XN//PEHNW7cmJo1a6Y7EMymy3tDZmYm/1+lShWrx2vVqsWGdKgAJwSi/P369WNlafz48dSzZ092VqBM4a+//qI33niDioqKgn2ogiAIgsCceuqpuow3gr9r1KhBZ555pt3nlC4BYmJiWB+oXr16QHQCW30gLi4uYO/vDmlpaXrUH9/z9OnTqWrVqvTYY48F+9AEIWQRw18QfIwS1jD0FfCWwxGAyHrdunWtBD3KA+D9V69zVie/cuVKuvDCC6lLly5sCC9atMjhcSC1DinwAwcOpE6dOnFk/KefftKfh/deefDxvxKg6mavxt/VPp3hzrHbgvdEOcCkSZMoISHB7jYooRg9erT+95NPPsnlAKWlpdyzoH///pw+qYADAY4YbIM0wZtuuol27dpVYb9mtlN1iUgJvOaaazhiMnz4cPrll19Mf0ZBEAQhsmjSpAnfjPoAgA6A6DRq6W2fU38rncBRnXxhYSE988wz1LdvXy4bgMHrrGzuhx9+oPPPP59lMF7z0EMP6SUIkMd4DzjZ1X3bm70af2f7dIa7x27WEdCqVSvavHlzhecQbEHGhAoYIHhgrzwQJZmnn346b4PtbQM4ghDuiOEvCD4GwhoeeqNxj/vwokOYQNgbn4OQR+q/igw4qpOHAYqIN4TqSy+9xIbuE088QcuXL7fbsA/G58yZM7lsAPX7ME5hqL/55pu8DQTtxIkT9ftImVM3vI9tjb+ZfTrCnWO3BcoAnAt4LzhNnIHIhDFdEt+h6qnw4osvsoIBoMDgeBITE/l48ByMeRj3SL1UmN0OCgS+r2uvvZbLEN5++22OPCCas3r1apefURAEQYhMINvh3IdcV3XvqEWH0T9kyBCWVSi5U0A/gOM9IyPDYZ08dAYY3E8//TQ7ppHxBsP3hhtusHsM99xzD5133nnUrl07LpFDHyKUGMIhnp2dzWWGqsePuq9un3zyid06fVf7dIS7x24W7BeGOjImjeAzwGmPY3r22Wfp9ddfZ2cKHluxYoW+3QsvvEAXXXQR6zmQ4fjdLr30UsrPz/fquAQhpLAIguBzOnbsaGnWrJn+93nnnWc566yz+P67775rqVq1qqWkpIT/vuGGG1Dwb8nMzNS3f/DBB/kxI3369LE0adLEUlxcrD9WUFBgadiwIW+7fft2/fGRI0daMjIyLEeOHLHax8MPP2xJSUmxHD58mP/+6aef+LW//fab1XZ33nmnJS4uzuoxs/v09tht2bFjB29zxRVXWNzhpptussTExFief/55/bGysjL+npOTky3jxo2z2h7H1qpVK/6tgNntAH7P1NRUy969e/XH8vLyLOnp6ZZrrrnGreMWBEEQIocvvviCZdg333zDfy9ZsoT/XrNmDcuk6tWrW958801+bufOnfzc//73P/312dnZ/NgzzzyjPzZjxgx+bPLkyVbv9dJLL7HcmzBhgv7Y/PnzedsXX3zRatsDBw5Y0tLSLBMnTtQf69y5s+XUU0+12i4rK4tf/8ILL7i9T2+P3RHQT84++2z9b3yPTz/9NO8XOojixIkTLIeV/mWkV69elsGDB+vHnZiYaBk/frzVNkuXLrXExsZaWrdu7fKYBCEckIi/Y4cINxO76qqruLupv/cDLyVSk9GVFB7JnJwcj99TCI2oP7rAIkqOc2Du3Lns3Qfw8B8/flyPdsO7jzQ6Z9FseNr/+ecfTpWPj4/XH0cjPjThMXLixAlOMT/33HO5KY8RPAbvtW2jIVd4s093jt0eqm7f+FoF6vuNqYjoQGwE3z089gpkYqDJYkFBAafkG8H+zzrrLPr555/5b7PbKVD+gEZIipSUFOrYsaPpCQeCIAQHlGLdcccdHIX0tBu62f0gxfm9996jcePG0V133UVbtmzx4siFcECl7KtMP/yPaH779u1ZJg0aNMjqOeNrHIFGtpBFkKtGoEPaNg9GQ2G8j21zPhwDMtrMluv5ap/uHLsz0BRRyX5k2D344IOcvfj444/r26BJIjINbeU4QLYi+gPl5uayng5dw6gvAGT3BaLfkiAEioqatMCgXgmNV6C8e9Pd3Mx+li5dyjVFSCtC7TOMRSxIWIiE8AS/Jer0kcaPcwDGrzL80TRP1fmjKy0MQ9SNO0MpkQ0bNqzwnO1jqDNHXTvS2/7++29dkOJ/VUPnrnLrzT7dOXZ71KlThxUMe/uHswwpewAjffBdG4FyYetQwfUFUOOH5/EZ1OdBvwUoAUgJNLtd5cqVHX4WNEMSw18QQpfbb7+dnXgwvtDRHI53f+0H40tVSRf6vWA9gfGDOmlXZUxC+AIZhnR4VbsP2Y8AgAL3YawipR/boGTN+LyjYBH2a+sQR2NeONWNQJZBhsI5DYyybO/evZSenu72Z/Jmn+4cuzNQuocyQ+gmKLfDNKLJkyfT9ddfr5dJKDkOJxv6DxiPE9cjvnOML1a1/I70lB07dpg+LkEIZcTwd4CqdYJh4chgx2Lz5Zdf8kKNGmAI/IsvvpgXQ7P7wT7wGsxr/eKLL/THva11EoIL6vghvCHgjxw5wlFyNapPPa8MfzPefdS/AezLFtvHlCGKaLojhwKErjt4s093jt3Re8PrjqwBeORxrSkaNWrk9LVQIozXo/GzoK7QkeMB45PMbmevv4ARdyIYgiAElv/973/0yiuv8PqCSLwjkNE0depUzsZD/TWMC7W2md0PDBNke6Hvh1o7UOMsa0TkAxkPIxWGKJzn6BejgJGPvjmrVq1ifRK9gBDBdgbOPRiutsARjqwSI5BlkIU4f23lIXDUMNcZ3uzTnWM309UfIHsCDYdxbSLDVo32VXIc/QTwvD2ghxn1lObNm7utpwhCuCCp/g6Ase4MeAkRlYdRgKZjaAby1FNP8YLjzn6gTCDVD95II8gSEMIXNPKDsQohrrr3xsbGWgl6CH+kz+NxV959jPqrX78+lwzYYtsRGEYqZgejaY29zry4uevh92af7hy7I+6++24WvmjK4y3KyYLrztFnwW9idjtBEMIXVzIavPzyy+ygh4GAzC2kB2N9R9aP2f3AoFHRSKPDENmAqampXn4KIdRR8gSZIDhvVAYggEGK7DA4jHbv3u0yEACQTo/9LFmyxKVMxf5QjodMNXtyzNbQNft5PN2nO8fuDnhPZN6gweBvv/3Gj0G3gmMCmXeO5DicFDgmYKunoCEjGjMKQqQgWquHTJkyhb2zWCQgyJG2h4Xm888/d2uRwD6Sk5PZUMSCBccBlAyp8Q9/kNKJFHnUmBmFvBJG8G7jPEJ6upn5uPfffz87Ed566y2OEMH5hHOlpKSkwravvvoqj+S59dZbuT5fgXS4W265xdS4HV/u051jt8fYsWO5dhYRM4z2g7JhzJqBoHcnPRB1fDim7777To+2qekByM5xZztBECIXpC3fd999vMbgf0TosR5AbtuOV3MG1kkYSjDyECRAPTNSj7dv3+7X4xdCA8h8OIoxDQdlHSj5U6g6fzwHjBN+HIH+NnCoo3eUSlNHX6GPPvrIKhMF4FzDGDv0lVi4cKH+OHQQOKM++OADtz+PN/t059jdBUECZEs88MAD/HfLli05GwcRf+jn0D0AdA/o72o79ONB757nnnuOs3YA9HDoOxgRKAiRghj+HoJaPiwgaGyCGj0YJkjVgucQ80LNAq8nhAEWHCyEAwYMYGMQ0QQx/sMb5bWHoWgb0Vd1/njOjHcfIMUewgvKJ0oHkFqP3gFQRG3BGDk4ov7991/OHkFKPJxLaMSHWniV/uYO3uzTnWN3BMbpTZ8+nYU1rhVkISCbAO8LBQKOM4wTMgPGE2EUEY4L0TfsBxkL77zzjtXvYXY7QRAiEzQQg9MPkVqM+oK8x/9wdLor6wECBcheQl8fGP2o/TYz1lQIbyD3kBlqTx8AeAzPoZQNeqArYNyqqDYyUSATx4wZw+epbdkZ9onzGCWluEGG4TWQw+glper03cGbfbpz7J58z8igRe8s9NoAKMGBQQ9HG7JrIMdxDHDAGeU4ym3hdME4Quhn0GtwrTdp0sSrYxKEUCIGrf2DfRChDKJ68FzaNvYYPXo0C28Y+7ZgNqjtQuFoP6j5QrQUBg0MKIDaJyw6KCPAXHAhPIFHWXVshqFvWweHefDwjuO3tq3nQ0RbpdDZSxnNzMyk2rVrsxCDAorGd0hzs1dXh+g89oX3QVqprTKK1EIY8cZ0U6S34fw2RiXM7tOXx+4IdNs/cOAANwfCvux1/MfzqKd15a3H+0PhgvLhLHXf2XabN29mJwiOxTZaiL4EZtKJBUEIHojy9e3bl69llDUpUF4EgwHRSFvgfERmkJn9bNiwgQ0JOCmR+aSAkQHj5+uvv/bbZxNCA0S3IZMwZ9521rySxTComzVrZvUc1HSkqqNhnb3sQMgmBKLUVBlH8ghgO8gle41vAXRUGN/GvjbIqsM+Hb2/s3368tiNYJ/IDoA8tqdnwKkGvcr2eNDID5k3uOYcORnwG0E3wb7xmUSOC5GENPfzECyKW7du5bE93qAavhmNE3gsIRRUCpQQnkBgOBsD46wxnT3FQIGGOkZDEp52ZzX7EKK42QNRbHvHiO66uHmyT18euyOQZguvvTOgOLhSHtxpdOhsO6QT2sOeUiIIQnjJekzvUFFAT4FzE+utrSMSawfSnIXIB+ePo3PIkSwGCBo40yVsZZMjeQTgtHY2TcdedBsGsrP3d7ZPXx67EUdBCaVnOHpP1e3fGXAYGIMxIseFSEJS/T0EdU3w4CNib/RswmsPb6FZoExgocNMVMWCBQs4KoqogSAIgiAIwWH48OEcjUR2H7J3FMuWLeN0YrMgowk9Q9AfQI1ARVYV0qVVYzFBEARB8CeS6u+AiRMn8vg9GPdIGRoxYgQ/jtpeFQn99NNPuWkIIrfwCK5fv54NeaQEIiJpdj+o7xs1ahQrF4h+olEK6pWleZggCIIg+A/UAX/11VdshKOrOAx9RF8xUlc1WcM0E/TxQYowmoAhJRtpxtABVOTRzH6QPox+PkgdRto/upqjnw9ea+z0LwiCIAj+QAx/J2P2UOdsC5qYGGuh0YAPwhuRACgEqk7J3f2gZhkd0xEJwH68SSkUBEEQBME1cMrbm8Rj26sHdc6I8qNGGGn7MNw92Q8yA7Ef9CBBLbftfgRBEATBX4jhLwiCIAiCIAiCIAgRjNT4C4IgCIIgCIIgCEIEI1397YxgQz0fuoE7G+0lCIIgCIEA466QGo454PZGVwruI7JeEARBiDZ5H1EaBGrwpkyZQn/88QeP30Ed3vjx4/l/s8Do79Wrl1+PUxAEQRDcZfHixdSzZ0/54nyAyHpBEAQh2uR9RBn+N954I82YMYMefPBBng06depU9phg5I7t7FxHqLnf+MKlwZ4gCIIQbPbt28cOaSWfBO8RWS8IgiBEm7yPKMP/iy++oKeffppH7IHzzz+fR+bNmjWL7rrrLlP7UOn9MPobNGjg1+MVBEEQBLNI+ZnvEFkvCIIgRJu8j6gi9jZt2tD69ev1vzFrF+P22rVrF9TjEgRBEARBEARBEIRgEVERf6T5X3XVVdShQwdOkYAT4N1336WRI0c6fE1hYSHfFOgNIAiCIAiCIAiCIAiRQkRF/D/99FNas2YNXXPNNXTttdfSgAED6Nlnn6U9e/Y4fM0zzzxDVatW1W+SHSAIgiAIgiAIgiBEEhFj+O/du5ceeeQRevPNN+n222+niy66iL7++mtKSkqip556yuHr7r//fjp+/Lh+W7duXUCPWxAEQRAEQRAEQRD8ScSk+mPmIWYfGkf3xcTEULNmzdgp4Ag4BnBTnDhxwu/HKgiCIAiCIAiCIAiBIjaSGvtVqVKFPvvsM/2xnTt30rx586h3795BPTZBEARBEARBEARBCBYRY/inpqbS5MmT+da2bVsaMmQItW/fngYPHkx33nknRQsWi4UiBUxkmD59Ov3zzz9UVFQU7MMRBEEQhJAgkmS9EJrs2rWLfvnlF86mFQQhMoiYVH8watQojvKjTh8p+0jzb9y4cbAPyzNKCrVbQipRnLmfaeXBlfTLjl+oT90+NLDBQIqNceDXKS0mOrGXqDifqGoDoqTKjndaWkJ0cC3Roc1EhSeIykq112PfsXFE8UlEdToS1e2C2oqTrzu2i2j7fKL8o0RFeUQl+dprYuKIYuO116ZUI6rejKjJAKK4BOv3zT9GD141ijauWEQJcTGUUbM6PfvMs1SrTn3tPeOTtf/jEsv/TtK+K3wW230JgiAIgh2S/n2DaE0ckaUU1jRMajtbGWSbEcgx3FiuKdkWr8mgShlElWtrcg7PQzZVqUeUkOLe7wAZmrmS6PAWorwjRGXFdKAkjybnbKKG8Wl0VlpLSsV7YP/JVbT/k/B/FaLEStr7QV5CVvKxOvgsQnCBvpd/jKjgGFFRjqZ7lRZpvxl0G9zSMoiSq7r/G0Jnwz4VrL8lWJ8TOPeh4x3fS3Qik/IPbqW3HnmY9mYdo+1Dh9H1EyYQlZVoOqClTDvPca6l4RxP1/aJcxWvLzhOVFKg3bB9OfnFJfw2qQmxJ68z5cDizxRj+D/W5rHy43a0Hf7Hec7nfKp2TMnp2v+JaXLeC0IkGv4gJSWFunfv7vV+EtZOJcpM0xZeLB41mhM16EUU62GSxOGtRDsXasIbCzwWzPRGRA16ENVsre03e7+2zcF1RLlZJ19bqRZRo76agQwD1w5lljL6Y/cfVFBaQHP3zKXjRcdpdPPR1hthgd3xN9HmX4gKy8cWYvGu04kooy1R3mGi3EOsWLBBXlxAtPsfbTF3xt5lROmNifrcoC28678n2jrH9XdyfDfR/tXaZ+50IVHNFtpxbfyJMv+dTu0KllK7dknlguEErZv1Og0ePMj1fuOStMU/KU1b8Fk4ZWjHWK2paUeKIAiCENnEQO5BXnjCSZumIkd32JdNzYdqt/hETbbh/WEo4b6SW3AU5Bwg2r1Yk8EwtAwsLMyknJJsWl+UTQfzD9OElCaU4MjRb5cYzehLrUFUu72mX1SqoT0FuX9grebwR3AAOgcCBPV7aEZUpAPjG999AQIdxdr3BGO7ch3nQRLbfez/j+jodqKcg0TFedr3CsMZvzsHLJI1YxXPFcLQPzlW2inQRxFsadyfqEpd+9vgXDq0SdPNELTJP+JkhzEngzEw1MvZsX4DNUvNpmaN41ify/wrlerVdfB+JigsLqN1mceppMxC1VMTqUnNShzUcQd8LI/8Vvh8ygnA/1fTbjj/oYcnpnqwU0EIT2Iski9mBUb/NWzYkLI+u4ZqptsoAxB+3cYRpdUy/w0jRWrTT0Sbf3W8DUevkzVPrzOqNCDqfZ0mhIwc3UkbNnxHX2fOo8TSUiqKjaG4xDS6p+stlNig90lv7trviLbP016TUElb7IwOBkckVaEjVdtRXOXaVDUtVVNK4K2FFxlKy84FmsCo2ZrK0htR6cZfOT4S36gnWTLa0cGieNqXG0Nta1eiJLyUswaKNOG67U/dCVFWtTEVHd9PyVRI3//4Cy0/nECHkupTYVkcFefnUMmRvfTEPTdR/ZpVqSA/n7JzsikppoSyjuXQ8exsalkthqqnxDkXEPieITBbnOq5sicIghAEubR7925q0KCBfPc+/E73/vcX1WvcQjMOjNFFhaOUehjjyBLgCGj5/+o+jDkYfHDmq0w5ONCVjIczv1YbzSjL2e/6YOGIh4M+rTblxRC9vP4TKi0ro8S4eCoqKaSL6w6iVglVtPeCPMUNhiuivBx1LXH9HuwUTyA6sl0zeG2B3IeDoM3Ik7ITn+vINi2gAV2iKFf7DqGjVK2vBTXgdFffKb5LyP39a4iy1mv34VzAa2CEYVtEkCvX1QxtPMZRaT9WpcIgx/FnbdBuznQiHFdGO6J6XYiqNrQ+V5SxjUxHOE7sZo64APoJDFM4f/C58XvgO1bOgbxDBidQjHYcLc846QBAduWexUQ7FhDlHrTeN0fGy79HjsI7yGzB91+lHt028UVatXYDpaUkUEpMMdWvX5+ef/ElSkhMJktMLC35ZwEtXziXCvOOU41qValh/brUv3dPisfvjt8toVyvjY3nspSZKzNp73E4FrTvrE3dKnRqm4zyty3XUXFMfFj431L+WS1ksZTRip1HacXuo1S/ahJ1bZhOtSsnWm+H/5FZiu+gKPtk9oQKcjkkhqhmSy2whmtMMmKECJf3Evp0QHHLEUR162nKAATBjr+Iju8hWvIB0cA7Na+tEUTKs/dpi3W1JpqXHAvR6q81jz1AxkDD3lo6HgxmCAd4ZLGos6c1RvO+YxtkGCBdCYL0wBotin5iD9GC14kG3K4JBhjea6YT7VpIywp2E5XmUc+E6rS2JJuO5R2inUvfp5Y7/9GM3L3LiTKXa8fRdjRR08Fa5Bsp+XgOnulKtWhHURXaeuAE9ap6nCpXrkKFVZvSzEN1acXePEpJiKN7hrem5ATNuF61+xj9feAQnda0ObXe9gnl71tHG1f8S4UlZbQm/RQqON6XThwophP5mtLR6kQsXdm3CcXGxlBxaRn9V1SfqFkb6pr7NxVs/Yu2rltNuUWllB1blR7f24O2FaVTlcpVqEXLFrR8+XKi5I60/bckGjiwp/V3n6zd4mOILuqUQQU5x2jB+l3UpHIZdauTSFVjcqnoaCZVzt1BiSW5WjbCvpVEfW4kqlTTt1eUIAiCEDaUpTfRjEx/A30gcwXRuhmaTqEMTOgYiD5C/sNQhz4AYDTByIRBAn2gnFWZi6g0sRLVSa1D9dLq0fKDy2lbSgq1anKq4/eGroAbDCWVeg2dAzoNsgpg8EIHUMAxgfI9/A8j6sA6oiPIWvybaO9SotodNGcCHBfFMPbtsLv8fxiyiKoionx0p+PoMxwgjpwgcDrACFaRaewTx4ZbWvn/qTW1sgYYbiVF2nepnCDG+/h+EXjA9wFnDJwPxowKGMfYH94D74ltUWIBnQ06Hm7QIVKqE9XtRFS5nmaQ71ttffxwpOD3g1Gu0s9x/Mj45PcvPwYEYBJRnpHmugwEn+vwZqJd/2jZkjifcENQCPtBlgn2q86fBj01nRLfP97f6IBhR1X5ecEp/CXaeRiXwOWyr81eQ5U6nEpJ9VpTzn+/U9G6TVRtxlo677zz6NZbb6U/Fy2jtI6nUnx6FyKcypuIzsyvQp9OvIQnahlZsv0I/VucTElVYmlU57r07bK9lHmCqGt6a9Yr/9x4kDKP5VONtEQ6u3N91hEVcBrMWpVJ/xyqTJTSiLYUES3YHkPXDGjKWQNqm6zsQqpeKZHi4046iTbuz6Y9h07Q4MaJFF90otwZcFT7H789HHP47eCwwa1WW6Iul2g6uiBEKBLxN+tpwULx10uaRx0R405jT3qL10zTvKwKLO71umoeWni1IdCxmDTsZT8jAAY9FnRkFMBLag84Fha9pQnN6s2J2p5F9N80fm2BpYyejzlGltQadEunCfR35gJasXcR9S0somHx1Q2/dixRxwuIGvez+xYlpWX0wi8b6URBCVVJjqdrBzWjuRuzaNnOk6n+Y3s0oK6NqtEva/fzcyApPpZu7Wyh1XOnUmFeDu1JbUub03rpQgbpXOyMLbPQ4Fa1qEP9KvTZop2UXaA5BNrVq0IH92ynxIJDVBqbQH9szqYFi/6h4qyddPfFw+iqyy+mTqecTaVV61OlmvXp8ivHUWJ8HNVLT6HcwhKqnBxPCXGxtPmgoYbNDnAMnFHrMPUvmE8x+Ye1tL3B95pP3xMEQQgCEvGPoO8UEUlkycFAQx8AGGbGVGPoBFxDbb8e/8P/PqQ9OXvozKZnUkp8Cn27+VvKSM2gGzrf4PkxwbCFEY/3Q1Qbuojtex/aQrR2utYfyAjK6ZC9gP4F6CuAY4eRDCMUzgLbbAPoRzVbac6D9Iaa/EU9OwwwZEnAEIdxfWKfFsF1C3XMbkbb4TTAZ6jVWov+2jPAEYTJ2qgZ3HCE2EvNRykH9DwEVtzJDPUE1NJv+lkrKTB+Xvx+cBahNMORPumCiRMn0hNPP0fVTrma2rRtRxs3rKfjS2ZQydFMfj6hVlNK63Q6xcQnEJUUU+G+TZTUoB3FxyfQew9NoLP7ttX3VVhSSi/9uon1vbM61aX+LWrSxwu206YDOdSubmUOFG3Nyq2gYyp+Xbuf/tyYxafjsHa1acehXNp4IIdSE+Po+sHNqVblJJqz/gD9vv4g64JntK9N3RtX5/d95scNvP/T22XQ0Da1HZ/7KDdF9inO1bQ6RP1u0RwxghAEJOIfKqA2qOtlRP+8owltCAik38EYh5CCwEGKE4QDPIl7lpS/EEb/pUQNbaLUCqSwwRvrCkSme08g+vsVTZgueE17PDGNDrQ6jSz751PVxKpUvVZbahZTSivy9tI2pP4l1tc8mRBkHc7TshEcsCbzBBv9AP+/M3cr5RVp0YEmNVJpx+E8jvK3rlOZ/tqsGf1VUuI5ov/yihgqqXw+Va4VTzcPbcGG/rasHKqakkANqqXS2szj9M3SPTRvUxYt3HqIikst7FzA+6yD6ze2BjVr1IhGdKxDP/x0H51YMpNKjuyhUR8+QQ1q16QzOjeiKVOm0AkiOuWWkTTstNOsvMLIIPhpzX5auesYL/hD22TQkdwi2n4ol47nF1OlpHgWPLMP1qBKHcdR1z2TNQVj489EnS4wexYIgiAIgufAyG95uuPnOa091mEvn/25WlS5SdUmlBqvOQwO5h2knKIcSoMR7gmp1YkauRh7jB48A+/SUvsPbdR0iqqNND3IUSo+AhrYHtkNcHRUqa/pIPYMUhjK6DWkgBLB0eji8uh4eVQaf8NYU1kT6sYp3QYDWDWfU31+1H18/zDQkZ2Jx7ikwBAgcQSi9vW7aTcc18H1mtENnQ/fBRwHdTq437zRU6Bv9rxG+9xZm7TPjhR7fL9epqtjDHZibe13Rc+spOQkWllSRNkrf6LE2s0puVFHqly5Mo0a0oceuew0uvOWG2jq/AWU2mYAPf/5D3Rmr9Z65H3BlkOse1WvlEC9m2rf82lta3OgZt2+bD141KZOZVq15zj9ueEgdW6Qzgb796szacUurTzmnC71qVfT6lTUvIw++Hsb7T6ST58s3E7D2tWhPzZoZQ14n2nL91LTmmkc7cc+wJ8bsqht3SqsH67cfYwu7NmQmtUqv1bw2yOQhuyIf97SsjaQ2dv/Vkn7FyISSfV3Bxj7aMqDNK+VX56sy0c9W7crtXQ8CKtjO4n2LC1PterhuzRC7KfXdUQbftBS9JFK1vVS2n8Miz5RnUra+zSt2pT/P1B8gnI7X0eVEsqzE1yABRr0a16DvaqZXI9F1L1xNY7Uv/zbJl6sF245TKVlRPWqJtN53RvQW39u4Wh+pcQ4urhXI6qSrHXVN3ptcR+LMoxzGP14LTIKVu85TnM2HKAejatzvRfk1epfplDJkSyqWrUqdezYkV8/ZswYNvzBrBnf0fBh1ooTIv6jO9ejkR3qUFFpGaUmWp/aSAVDlsK8TYdo1cFS6tpxLNGiNzQnDrzjjprkCIIgCEIIcKTgCJVYSighNoGqJ1fnyT1I+d+ft5+2H99OHWtp8tJvwMCHAwA3M6AkMqMNKrrdfy8oA1xSiZtNPx57wRIY46pMAoY9yi39Va+NEgCk+eMWbOC8aOB9Q2tFYWEh/fvvv5TYYZhm3PdoRi3rplN2djZlVa9JCfEJ1LxFc7ru7MF0drfGFBcbQ6+99hr92Ko1lRbm0cbtu2jOyi10RvdWHHSZv0nTK2GgK2dAw+qpNK5fE5qxYi+dKCimsT1giFdi/TIrp4jmbc6iNXuOsw6Kn/CM9nXY6AeJ8bF0Rd8m9M7cLXQkt5imLNFqSjo3qEo5hSWcPbB4+2EtoISYXUIc5ReX0utztuifEXrojUOaW5ckYAJH35u1zF6UvaCEAk4eQYgwxPB3lzZnajVWMLxRIwejv+8tJ9O6sJDA4+oksu4VcC7AE2noXrd/734rw79SQiXKSMmgg/kHaU/2HmpdvbXL3WKB3nM0nxBEP6VNBsXHxtC05XvoWF4xDe9Qh9KS4tlYx0L8x0bNu9qtcTVOtx8/sBmn3CMTAAa4Iwa1qkVVUhJo84FsOqNDHe4VgMVcLehgw4YNlJWlZRP079+f4uK0fgIjRoygpKQkFkozZsygN998k2LtRBkgWIw1Xgos8N0aVWPDf0tWDuX3bEcpaOSCtD30b1ClG4IgCIIQgqhof+3U2vq4XkT+Yfjvzt7tf8M/lIExHmfT+Fhwm6VLl1JhWQylVm9IderUpW6N0ql/ixpUQnGUlVNIDaul0mltM6hl7ZMlktWqVaObbryBnp88m1Jb9qFJM+fTqV1a0M9r9nHUvVH1VOrUwPq3aVW7Mt05rDUb5dAvATI1f1i9j35de4D/TkuKo8v7NKFGNay77mP7cf2a6jpqjUqJdHaX+rQ1K4cN/782H6Iyi5ZJcMOQ5jRz5V5+HHotgK6Lv1tk2GTIoLlks1O0htwbfySq21kruRGECEIMf3fBItD7eq3GC4IGtWrBGAVi8FQalQEFnAAw/JECaMbwLyzWUvphjKtF+NLeja22gbH++aKdHN3H+tm5oTbap2l5gxUzdGmYzjdH/PXXX/r9QYNOju5LS0ujYcOG0ffff0/79u2jlStXUrdu7nljM6okU0blJDqYXUjr95+gbuhQDMMfKXsez4kRBEEQBP+jy/pK1rIeZOWbmNAjCC6ADpZQvT5XqbZqUItqpGkjpG8Z2oJ1P9Xc2ZarrrqKnnz2eUpp2o1WrN9Gb/yxmQ5mF2kR+zY16KOPPqKpU6eyLjdp0iSqUaMGZwsofVNlmx7OLaJFWw+zjnlJ78YVjH4FavtR428E6fyqhBTvi54C2A7BqYPZBRQbE0MLtx7m/aNctYLhD5oN0YJBKB/Zt0qi/kLE4ccZKREMar1Qs49RKkGe/1laVqoLfKUAgJopWrf6Q/lampUrVC2Us4g9PLTopIparX7Na1ot2L7i77//1u8PHDjQ6rnTTz/d7nbu0LG+5nXGwr++qBatP5BLOccOas0TBUEQBCFEOZCnRUKR3q+olaJlG2blieEv+Mbwj69Wn+8P6NxSfxyZlI6MftCkSRM6dfBA7gNw4sRxWrJGK0FtlVZE5wwbROPHj6dffvmFpk2bxk4Ce5PEkZk5qlNdOr97fTbW3QkqATgSTm9Xm2qmJdIlvRpRjyYns0kzKidTzbQkdi6ALQdzqKA84GUF+k9gshbgxomCEFmI4R/mwLAvtZRSUlwSpSedjKSjy687UQA0x1P1U87A+JS7z2hDZ3byT038smXL+P/4+PgKEf0BAwbo9xcsWODR/ns2qc41X0j1+mzJftpWWpsO5xRp44wEQRAEIcQj/vac/LkluZSnatwFwUMwOhkR/+SkZOrf8aThb4brr7+eSg7voZxVv9AvUz+jknW/0U3nDKL//rM2oJG5+c4779jdB4x/dOV31+hXwNhHCUGH8iCPLTD+EbxCKQCaP9sFTRoBskHV+EtBiBDE8A9zUNunIgDGRiVKGUAUwJ5n1RY03AOJccFLd8/NzaX16zH+kKhDhw6UnGzd+ReN/tBsRkX8zXwuW6qmJtBFvRrqWf0Hk5uQBd1wxfAXBEEQQhR07c8pzqEYirEq60uMS9Sd/pLuL3hLQWkMxaVV407+TWu5Z3yfe+65dMopp1DRga10ZNG39OLDd1JenuaMateuHT300EP6tk899RSVlgbHqG6ZoemR6Algl/Qm2gQIjJM8vDWwBycIfkYM/zDnMObRw9DHHFoD1ZKrUVxMHHcAPlaojUMxE/F3lurvb1atWkVlmGGMSQLdK3apRRZA3759+X5mZibt2LHDo/dBycJV/ZrwzNeDSWjCGEN0eItW5y8IgiAIIcbhAk3Ww8hPQH8hA0ZHvyB4Q0wVLVs0tuBEhelILl8bE0PvvvsuN2I2cvXVV9OSJUvoiSeeoFGjRuk63J9//hmUH0vV9m8+4MDwR+Po2uVRf/SBEoQIQgz/MOdowVH+v3qS9RxadPxVygAa/LkCI/DMpPr7O8VMYc/wt03397TOH6Ajba8m1elEQk1t8i8mNPAcYEEQBEEITVkPp74t7pb2CYJDKml6Y1z+EY++pFatWnEqP4z9W265hWbPnk0ffvghpaZq/bAuv/xyfdvJkycH5YfA6EBkfaLRMyZa2SWjrfb/kW0BPTZB8Ddi+Ic5RwsdKwOq6Y+ZBn/FJpr7+RtV3+/M8MeIP8XChQu9ej8s/GUx8VScUEV7IE+LqAiCIAhCuBj+0uBP8BWW8jGRsWUODGIToBEzjP3XX3+dRo4cafUcIv5Vq2r192j0l5PjIOruR5DJULuyVkqaeSzf/kbpjbT/s/cTlZYE8OgEwb+I4R/mHCs45lgZSK1lOuJ/ssY/+IZ/XFwcderUye42PXr0qLC9p6g6/8LE8u9ODH9BEAQhBFEle9WSKsp6PdVfIv6Cl6jeSXF+Gm+M3k0XXHAB34fR//jjj1MwQKknyCty0GcgpRpRQiqRpZQoR+ulJQiRgBj+YUxRaRF38gXGjv6KGsk1rLICnO9LW/wS4oPT3K+goIDWrVvH99u3b1+hsZ+iSpUqnEoGVq9eTcXFnnul0SSJ3zuhXJGSkX6CIAhCCKLkeHqyHVmfosl6NP+DXiAInoJu9yAm1n+64L333qv3AXjhhRfo7LPP5h4AgSQ1URtNmO/I8Ifjo4o21pCO7w3gkQmCfxHDPwJS/1LiUyg5vqKhrBQElRXgjKISS1BT/bdt26Z3eEVHf2eoMX+FhYW6s8C7iH95f4Q81yURgiAIghC0VH87EX/WAeI0HcBMM19BcARPOSpv1OcvWrRoQQ888ID+96xZs7iM05u+Te6SmqQi/k7S+Ksqw393gI5KEPyPGP4RmvpnfDy7OJuKXdRrBbur/9atW62EgjOM9f/GhoDuogRbQWJ5BEUi/oIgCEKIUVxazNF8R2V9xseVg0AQQjHV3xj1x+g/BbI3MQ5w797ARNdTE+Kcp/qDKg20/09kBuSYBCEQeGzlbdiwgYqKJKUsmBwpOOJUEUAUICkuyVTUv6i8uV9iCBj+zZs3NxXx97bOX4m1Aon4C4Ig2AWK+OHD0vg0FNL8EdWHXLeHKvczU9onCPbgccrlzf38meoPkOr/xx9/0IEDB/QxzYcOHaK33347ID9OapIJw7+qMvz3yrhnIWLw2Mp76aWXqF69enTbbbdxrbUQehF/RLSVMuAq/S/YEf8tW7Z4ZPh7E/GPVRH/BK3DLI/zKyn0eH+CIAiRBtJvIevHjh1LP//8s2YcCCHT0V+hnpNUf8FTtGtb04ti9dCIf8nIyKDp06frGZjo9K+yDvzd2d9lqn9aBlFsvDbuOc+z8YaCEGp4bOW9/PLL9Mwzz9C///5LnTt35m7r8NQdOyb1ZYFWBuw1+1Eop4BZwz8xPvRT/dPT06lZs2Z8f+XKlR4roiqTrSQuVeveCmRxFwTTYFSomXGhQvhy/vnns2KOHiyjR4+mxo0b00MPPWS1Zgv+Rclve018FbqT30RPH0GwB3QpZYDH+jnib6ROnTo0cOBAvr9x40aveje529zPacQ/No4oVWucGe1Tn3KLc2lP9p5gH4bgAzy28ipXrkzXXnstLVq0iC9S1OpgLEfdunXp0ksvpTlz5gTEaxfNuIr4G50CqizAEUXl4/wS4oLT1V8pkZUqVWIPsCtUA8D8/HzatWuXV4Y/f3J9cRcjRhBcUVhaSFM2TKG3Vr5Fk1ZNEmMjgsF41TPPPJMjcZmZmXTHHXdwM66WLVuy3P/88895HRb8h0rfdxrxL9cDpMZf8BRusBwEwx+cd955+v1vv/02NAx/kFLe/Dk/OiP+sOPm7p5Lry57lT5c8yGtzpIM73DHJ+Hdtm3b8kiOGTNmUJMmTejLL7+k0047jR/HY4J/OFF0gv+vklTFpTJwvPC4y4i/xVIWFMO/pKSEduzYoaf5m+km27p1a/0+PMTejPMrg4MqpTySUuD8exIEgWhR5iLaeFS77kosJfTv/n/la4kCatasSbfffjv9+OOPPIJr7ty5dMUVV1CDBg3oqaee0iezCL7lRKEm66smlpel2UGf4lN4TIIugvep/n5u7mfLmDFj9PuwIfxdUmQq1Z83VIZ/dPbOQJR/3p55LOfBgr0LZH2JdsMfzTheffVV6tSpE6fqtGnThn744QduCHTJJZfQxRdfzOnYgu8jbriBKolVvI74H8g6zIvthRecT7m5uRRIdu/ezR1dzdT3+9TwVxF/hPwT07Q/ivI82pcgRFMEQHn9O9XsxP8vP7Cc8ksk6hvJYHzqN998Q8OHD+d0f8j49957jw4ePEivvPIKTZo0iXUBwX9O/sqJlZ2m+sOZXVRWRHklIseE8Ir4w3k4ePBgvr9p0yaaOXNmQCL+xaUWvdTVLinVojrVf9WhVfx/62qtKTE2kQ7mH6Stx6TMKyoN/3/++Ydr/+rXr8+1/TDyYcB99913nBaIZkCPPPIIj+dYsWKFb49a0CMA6PKbGJdoqsbfWenF9z/MZoN/04b1AVfe3Knvt2f4Q0h4gvJo8/eiavyLtJFJgiDYZ0/OHk49hhJwZrMzqVZKLTY2JAUwMoGB/7///Y9l+vXXX88p/pDpixcv5nK/WrVqcdT/0Ucf9arZquCY7KJsl9l98bHxumNA0v0Fz7v6q4h/4Ps93XPPPVYZAJ999pnfyoiS4mNJ+TacpvtHccS/pKyE1h3W+i30qtOLutbuyveXHFgS5CMTvMHjK/uLL77gcRzo8ouI63333ccNOmy58cYbqV+/fl4dpOBEEXAS7TdG/JEd4Cwit3f/Af7fUlockMYqno7y80vEH/8kVtL+KApstoMghBv/Zf3H/7ep3oadjp1qaVH/3dm7g3xkgj9YsGABT+55/fXXucb/jTfe4Aw/W4YMGULjx4+XH8HHlFnKKKfcIe1K3ptt5isIrlP9A/8djRgxgpuFK6688krOJIbz0degpPRknX+JiYh/9NX4I7IPu6FyQmVqUrUJda6p/Ta7TuySdP9oNPzRXA1CHs19bGuykf73559/8v0BAwZYGWlC4Or7QUJsAlWKr2T1GnvEqKyB0hKuuQ/VUX7GWtNq1ap5WeNvL9VfDH9BcMbmY5v5/w41tQab9SrV4//35e6TLy4CQQouom9o2pucnGz1HJr7wiEAMGkF+oDgW3KKc6iMyiiWYqlSQrmD2gFVk6qa6ukjCI5S/U929Q98xB/v/eyzz1rZFMuWLaPu3bvTr7/+6sc6/1LXzf0wLSPKRpluOqpl07ar2Y4zQGql1qK4mDgqKC0Q52IY4/GVvWTJEofjfDDib/v27d4cl+CDmj93lIHY+AQ94h/oBk2eRPwhGJRDCSUmnvQlOFnjbzFE/CXVXxAcgcgjoomoJW5UpRE/VqdSHb2PSAHmHQsRBaamLFy40O5zaMqKsj/B/2V9aYlpLtOvVSDAmZNfEMyl+gdnwhN6iGDNQVYxeomAAwcO0BlnnEHvvvuuT99LRfzznRn+yVWhIBNZyjTjP4rYm6NlWjSu3FgvJ6qdWpvvi6M/igx/1NscO3aMioqK9PvG27Zt29hDh7F+QgAi/i5S/4zOAUfKQFmZhWLiNM+npbSEjh8/HhTDPyEhgRo2bGj6dcZMks2btSikOyivchlH/MsN/2JpiiQIzur7ATz/SXFJfD81IVWfIS7KQOSAhquQ6Xl5efp9423//v2c2SeyPjTK+ozbSMRf8Nbwj4sLfMTfmGWEvmEIMMIRoLjhhhu47t/Xhn9uoZMsV3wfUZjuj/Lgg3kH+X6Dyg30x5Wjf1+OZPiFK25f2bfccgunWGN2Lxr+4L7xhogt5v4OHTrUP0csWCkD7kT8VeTAlqLSMiorK9UN/337AndBI9quDH+MgoyP1xwQgajz11P98Y/U+AuCqdE+oEHaSUUA1K2kOXpFGYgcpk2bxjL9mmuuoenTp1eQ9TD40cx33LhxwT7UiMad7D5l+Cv9QBDcQcv21DQjM2OV/Q0ah86ePduq6R9sEDgefZrqX+wiyzUl+hr8IdpvIQs79Y1rT700rbQvMzcziEcneIN5K6uchx9+mDv7Pvnkk9SxY0ee5avAQlG9enVOzwlGfVA0oYx4d6IAjiL+BUUlVFCgjQakssAa/kjhUmn6ZtP8Fa1atfLK8Lfq6q8Mf6Qql5YQlWdACIJQMfXPGAFQhv/6I+sl4h9BILUWETfU1s6bN4+eeuopq+fT0tLYWWtb9y8Ep58PkBp/wfuIf2xQU/1tgS2Bun80Fp08eTKdOHGC3nzzTXrooYe83rfe3K/QleEffSP99mZrsr5+Wn37Tv7cfaw7h4KDSHAPt60bGPW4ffjhh9zVH8JfCI+Iv6P0v6xDWMwsHO0HR44c4ZnN+H39jSf1/T6L+Os1/lQ+zg8PWIiKc4nitO9MEIST3cV1w99RxF8a/EUMiOr36NGD2rZtq4/tE4KY6p9g3smfW5LLo7hQkysI7hj+Si8KZqq/LTAuH3vsMfrqq684KwEjp2+77Tav7Y/UJNXcr8Sc4V9wPOrK+myd/BmpGdzgD93+YVOoyWFC+ODWlZ2Tk0OHDh3SjcKCggL+294N2wj+obismAW7ryL++w5maXfKDX9+LEBRf6Ph36JFC7dei+2Vt9GriD+MfdyXdH9BcAjq/bD2JMclU82UmlbPZVTK0OeHw0EghDfo4QM5np2dzb1XsM46kvXYRghAdp+JiH9KfArFx2jGjDT4E7xJ9Q+ViL8CU0Muvvhivn/48GGO/ntLSoIW8S9wleqfVB5gc1AuG2kgku8o4g9nYvXk6npDXyHCDX942OD1R32/uu/ohm0E/6Bm+kLAQ9C7Y/hzWrsNB7IO8f8q4h9Iw9+TUX4KpJgi1VQZ/vY+mxm4uR/QDX9p8CcIthzIO6A397FN78OcX0QBMHZMGouFP6jphxxHpF/dd3TDNsEEjV3XrVsXsXOl3anxx3XpqqePIJjq6h8bWoY/uOuuu/T76PDv7TUfH6d9xhJdCXRl+EeHkzO3OJeDi5jeo5r5GamWrGVAiOEfnriVBzZx4kS6+eabqVGjRlz/h/uOwDaC/xUBM/U1vB3FUKmllC9ojAUyciBLq1uylBUHNeLvruGv0v0xOhLZKDjmevW0xiNup/qTSveXkX6CYA/V4RepfhWvpRhuAnS44DAdLTyqKwZCeIJO2itWrOB0/6pVq/J9R2CbYLB48WK68soreQoNGg0iWjllyhRq06YNRQowbNyZ4KO2w3V4vCh60pIFHxr+5RH/uBDs09W5c2fq06cPjxBdtWoVjw7H354SV64Elorhb1fWI7KfEKuN+jaipvhgtK8Q4YY/Rq2pcWto4mc7eq2kpIRTBFNTyw0owa8Rf7OKQFxsHKUlpFF2cTYrEbaGf9ZhLV3HUhJcw79p06YeGf4///wz39+0aZN7hj8ZUv2BpPoLgktloFaK/VpvGPswOI5h1rG0yAhr0tPTqUuXLvrfxvsKNNmqUsWcDPI1mPN9+umnc7bB888/zw3ANmzYwA3AIsnwLygtYIc9sJXbjlAlARLxFzxK9Y8JzVR/BZqLw/BXUX+vDP9Ys4Z/lZMRf0SKQvS78XV2nz0nP1COfTj5hfAj1htPNCL+e/ZoDSD+/vtvqlmzJisCaMIh+I+c4hy3FAGjMmAvDffQkXKvXVnwUv0xtzUlxXXZgi8b/FWI+Kvvs0jrnyAIQkVloHZqbbtfS7UkUQYilUmTJvFYLdX8tV27dpwJMGLEiKD083nxxRfZOYFu32qCEAz+SBsjrJz86KthL/LmSU8fQQjXVH8wduxYvvbB119/zeuRt4a/6VR/ZMWWFEZ1dp9R1rOTX4gewx91f2jsA4MNPPDAAzzPd8aMGfTKK6/Qjh07fHmcgj3DP8ENw9+JMnDo6PEKNf6InPgbNGjBzXY0X6AMf6txfsaIP7r6C4Kggw6+qrt4rVT7EX89/U+UgYgCI1dhYCPCDjBKq0aNGjziD8998cUXAT+mOXPmsNMBhsry5ctZ33BV7wsHBbIU1C0cmhJ64uTXa/zF8Bc8iPjHhHCqP0CACCU+AA3GP/vsM4/3FV9u+Je5MvzjE4niy8eWRkHvjKz8LKeGv1pjJOIfnnh8ZS9cuJD69u3L9yFAUW/3+OOP01lnnUWnnXYaLVu2zJfHKdiJAlRKKDdU3Un/s6MMHDlW0fAPRMQfTZkUwTD8K0b8VXM/MfwFwV4EoGpiVUpWCpANkv4XmcCw7tChAyUmJvLfv/zyC91zzz00aNAguu6662jJkiUBPyY4po8ePcqjBq+++mrq2bMnde3aldavX+/wNc888wxnKagbshZCHfTk8djJHwUGiuDPiH9oGv5gwoQJ+n2k+2u9CfwY8Y+iBn9woLqM+Jen+iMgUFBSENDjE7zH4ysbHdX379/P93/77TcWuqreD3X+SkkQ/BcFMNPl19h12+g0MHL0eHYFwz8rq3zEnx9BTb63hj9q+lVPCeOEADOoTDZ9yRfDXxCc1/c7iPYblQGJ+EcWRlmPDC04AmD0B1PWY8TgDz/8QDNnzqSVK1fS7t27qXbt2nTFFVc4fM3999/PjQDVDZMAQh2VZeOO4a/0AqUnCIInhn+oRvwBHH6DBw/WAz7IMvbG8C8zMx0gSkb6IYqPsb2Y0qPG9tmSFJdEqfGa3i0N/sIPj6/sM888k15//XW64YYbeLSfmq+Zl5dHq1evpn79+vnyOAUvI/4qVdCeMnDshKZcpCQl8HimcDL80U28cePGfB/Kn3vjXWwWfd3wF4VJEIxk5WU5re83pvpjDFBRaZF8gRFC7969OZX+wgsvpNGjR3PKPyLmKuVelQAEEoxxHTBgAGciKOcESg2RaQgdxB5JSUkcnFC3ypXNO86DHfGvpGSTCZSTAK8ts3gWCRWiE6vmfiFa469AhrGaaoVS4/vuu4/Lj91BIv6OZT2a+MbGODYR9Qy/AmnwFzWGPwz7zz//nMeo3XjjjXTTTTfpisAdd9zBNYBCeET8i0o05SA5IT6ghr8xNd9Tw984OjI/P9+thV+P+CtfQXx5c8FiSV0SBCOH8rXrqmZKTYdfDEoA0IQMSBQgckBG1R9//MHGcvfu3emDDz7gx/fu3cvTfVDeF2gwTti2Dw0aDaelpXnUJDbUI/5KfpshNSGV67QxrUY5DgTB3XF+oZzqD5B1BFtDZR4999xz/BjumyW+/DO67Opv29k/ymU9kJF+UTLOz5YxY8bwzcioUaOcvuajjz7im1lQv4eboAEPvid1fyrij5F+tqgoOZynyvCHEZ2bm0uVKpmPNHga8Y+Pj/dolJ9CRfzVmCf1GVyhvMV6lkBCee1ySb7HxyIIkciRAq1zco1k5w5dRAH25e7jKICj+kAh/OjYsSO9//77Vo/Vr1+fPv74Y4evQSo9egCYpX379jw9wAzIMvz000/pmmuu4S7fGAv71FNPce8Bta5HAp4090OUTo3vhaPfnQCBEN2ES6q/4sknn+R+VF9++SX/jR4fWJOMPQBMRfxL3TD8C05Eh6xPcSHr1RQfifhHl+EP0GAHnnZOEbKJwiIaYAsMMxh6Q4YMcbnvuXPn8vbuAIP1ww8/pAULFvD7oxRBpQNGAnnFeezJh0cfnn2zKCcBmnGUlJVQfOzJn16lumMNNBrNiPr7y/CHgFHN/Zo3b87nhLcRf4DzBVEpMyj1UF/yJeIvCBVAvZ9qClo9xX7Nn7GxGAx/6SgeeUC27ty5kztpG6lWrZqV81WBzvkoERg/frzLfUOHWLVqleljQUYhZnk///zz9MILL1BGRgYHFGwDEdE4wYe3T9QMf9zqUl0/HZ0QyV39Qz3VX5X4YKrI5ZdfzlM+lDMAXf/xnG9r/NOiohRUGf6O6vttG4arrCQhfPDY2sJonIsuuojH99kD0QFHAh9G/6OPPuryPcxsY+uEwL7RbEiVHiAiMHXqVCvjMBIUAdT3O6u/sSUlPoWbdZRaSjkKkJ6s1eMCteYhUmJr+KOW0h8gTRSKpLdp/sD420Ix9birv4r4Y1ZrWSlRbJxXxyUIkQA8+nA2Ghv6OEJFF0UZiCyefvpprqmF3LcFtf9Tpkyx+zqM+zUjx2HEI4rvbmPXV199lSKZ3PIJM+708zFub6+0TxDMRfxD3/BXDB8+nEuO0PATTsTvvvtO7ztmrsa/zI2IvzYFK1I5XHDYlOGvy3o7WcRChBr+qPNbu3Ytz/LFSLW4OGsjyVHjnP/973+m38OdbcG9997L6emLFi3SO71fcsklFbIRoq2xnzLq8RpE4uA8MBr+aslDTZfR8He3UYqno/xatmzp1b5sU/3NEhtj4+1VEX9QnH/SwysIUYwxzd9VGrV0FI88NmzYwEY/UmhRQ4smeUZs/1Zg0s+3335r6j3c2TZaKC0rpbwSrVGhu+n6ch0K3hv+4RX4gOMQhr8aOeqO4V9appV8OpVvUTDOD015ldPetOEvEf/oMfxRn3399dfrY33MYi/933bhQVdeNOlxta2R4uJimjx5MkcXlNEPIm2soCeN/RR4jTL8jagZqMYaf383+DNG5ps1a+bVvmxT/d1FT/JCTVtcElFpIRFmk4rhLwh0JN9c6p9xhrgoA5EDnLRDhw41pUjbOgQQ8XcGxuphQoCZbaMNTMdApk0sxXLGnjuo0gC5DgV30IJk4ZPqbwRTPtDYE5mkGDHu0pDn5n4nn0eDv/g4E4Y/gm8IFkVQLxFbJz/WG1elxLpzsSjH1HcthA4ed+9o0aIFHTyozXb2hocffliv7UNjDgh/dA8225zDqJzggkeDoEceeYQuuOACuvPOO3mfzkDqImoR1S07OztsUv3dxZEyoALesVQx1d9fGA30hg0berUvNJlSHWi9SvU3pvsj4i8IgunUPyAGR+ThK1mP9FvVDBCOegQN0tPTqUePHnT4sHaOCfaz+9wp67NVygXBk4h/qHf1twXOw8GDB/N9TPxwpfvbljOUuqrzV4Z/WYkWGIri+n4l69EPooxONhwXwgOPr2x4/2fOnMnpeaitR8Mf481Mej3q+v7880/q3Lkz//3EE0/QKaecwt6677//nhYuXGj6eNTsXjTzKykpYcMfRjz27Ww/zzzzDEcc1K1du3YUFhF/N8b7KFRnYFtlQHW1h4c3UIb/7t27fWb4JyQkcL2np6n+iKroqMhKhC7sguCxMuCisR+Q9L/IA6V8WF+RTYcO2rayHka8K6APoO/O2WefzX9/9dVX7ExAA9+aNWvSa6+9FoBPEvkd/W0dcLbZfYJg1vCPjwsvwx+cfvrp+v1ff/3V5fZxhii1y5F+cQlaRigojMzr6nD+YVPTewCckXovEVlnwgqPr+z77ruPa/9gYCMlHyk2xpuzMT8K1OL37dtXNz5xoUK5OPXUU3lEz5IlS0wfDzoLAzT4QCMivP69997j9B90/XXE/fffz+mG6oYRRGERBUh0P+KvnAW2F6la7uw19wuE4e+LxotqH1AmVdNA7yL+miNJEKIddyL+yvBHbTKmhwjhzzfffMOO+Mcee4wdALayHh21zZQGohO/Kt9DDS4cAYjQoTbXHVkfLagomkfZfcrJLwq54G5X//LsEhUYCSeGDRum34f+D53eGQh2qY/p0vC36uwf2pnBgYj4G+W9TPGJkhp/GP7jxo1z+LyZhm0Yt7F//36+D8EPJUK9rqioyK36fHSfR8Qeo+GMoH7cWcoP0oOMzYmQ7h8Ohr83EX/bVP+yMtQRagt9oA1//Obu9HJw1uBPZXZg32YmBegRf6PlLyP9BEGnuLRYXy/MRAGcTQ8RwpPTTjuN/vrrL4fPG2WGM1kPeYKIIoyL33//nR544AGPZH20oK47j/r5lOsH2IfU3wpmUf2ewjHVH6DUt2PHjvTff/+x3o9sJUz2gr3iqOE46vyLSy1UUmrC8IcOnXeYqHzaRsQ28k1xLevV2oTxvdJLJEoMf9T94eYNZ5xxBt1xxx1seMNoU82DsPjMnz+fbr31VtP7wlQBzO5E6QEiCVA00JUekQV09o8UfFHjXzHiry14sIMRlfG34Q9FRKXkI83fF01BjJ39MTvajOGv3rXMXsS/RGr8BUFF+5Pjkl02++FrKiaGlYFjhcd4zI8Y/uEPUvGROecNcMxjPyNHjmSDonbt2qykgzlz5lil6AreR/xVRiAccPkl+aauXUHgEt3yiH84pvpD/sAGQCbxkSNH6MCBA5wBjM/17LPPOqzzh+HvssY/Cjr7uxvx120K6SUSVnh9ZW/ZsoWmTZumj2fDOD3U/ZkB0fjZs2dzTf6YMWP0eb+LFy+mc889l7117vDUU0+xVw9Rf3QhhvHXpUsXmjhxIkUK3tT9ORrxo9a7uNhYrpdXZRP+MvyPHTvG54kv6vvtTQbYtm2buRfZS/WXiL8geBwBAFLnH5lAHvz000/slFeRerPNcKGQ//jjjxwsQANfNPoDkAPI+rv22mv9euxhHfH3ILsvITaBnXVA0v2FaIn4A+j9WKeM9sP06dNddvY3leqv9O4IjPgXlhbqa4VZw19N8ZFU/yiJ+ANE69GUB8bim2++yWn68+bNo0mTJnHjP0fAEwfjEsoADHTcjPTp04dv7oIRgOgTsHbtWlYmmjZt6vWouFBLu8XFafS0uYNyFuQW5VKZpUzvFKzm2KvIOyIzaNjoL8Pf1/X9nhr+KtVffX5GIv6CUNHwN5Hmr5DO/pFZ54+UWTjp0aAPHflRP9uvXz9asWIFy15nTXcxYhdrPfQEI5UqVaKvv/46IJ8hbLP7POjnoxxwBfkFHI3LSM3w8dEJkdvcT9ML48Iw4q/o1asX9yDDxJBly5ZxYHLjxo12g4mxbhn+lSI24q/G9laKr0TJ8eWZrx6WDwuhjcdXNjxq8KKhac9ll12mP45UPmQBOGuSB+Ffp04duuqqqzhbwNcj9JBCiAaBkWT0GxWB+Jh4SlLdRd3AOH4jr7x5nVbfXj6+Jca6ZhP9DjDuMJQ7+ntj+NstMJCIvyB4nPpnjAKIMhAZwFGP8bpTpkyxatoLOTFixAinjXzXrFnD5WNnnnkmvfPOO1Zrv+C/fj5WDrhiUcoFd5r7ncwADXdU+TD44YcfvI/4q1T/CExtd2d6j0Ky+8ITj69sRPavv/56Tqu3rdHu0KEDLV++3OFrH3zwQa7DycjIoEceeYQjzKjxQ/bA1q1bPT2k6FEEEit7VBePCH9qfKqVE4ENfzW3tfx/Y7Mm9EnwNcaRe74y/LEf9Hlwy/C319xPIv6CUCEK4I7hL8pAZAFZ3r17dzbebeUOGmkhouYs8rZy5UrO6kPWAPQFjNiFDoCpPsbUYsF3Nf7G6xAZfoJgBu16LNcHI8DwHzVqlH4fk0mcjfQrcSfVPwLH+bkzvcfWyS/lROGFx1c26vjVwmCrDGDWL1L7HAEDbeDAgfTcc89xWj5ScEaPHs01gIjWt23blu6++252LiC1UPC+sZ+j1Bx7Cz2yMRRq6kKoR/zj4+P1Bn9wHlkZ8w5QZ63VlhLxFwSvogCS/hdZeCPrAdJr77zzTvrzzz+5fAzd/OH8hVIOWYOmvFOnTg35iTqBpKi0iIrKijzu6m91HUrEX/Ag1T8cm/vZq/dXk8IwmWTPnj0VtlGZDe6N84tAwz/ffcNfZRXBSYnyYSE88PjKHjJkCE2ePJlycnKslIGvvvqKR/O50wUYHX9vueUW7sB/+PBh7sKJ9MKLLrqIo8+ff/65p4cZkYa/p4qA8bVqX1oXV+tU/7p161opduFQ4w/Q0wFAgUSPAvPj/AwPSsRfEHTjQxkNHikDJRJpjATQbwcNdzEeyyjrUUP7xhtv8Lg/s2Dk7oUXXsgy/eDBg9zkr169evT4449z5t91113np08RXijHfGJsIiXGeTbqUDpuC+6i6YMUMRF/oKZ6wanx4YcfVng+Ps6D5n6RWOPvQT8fTAtB+TAmg6nyYSH08fjKRoMfeNLatGlDv/32G3300UfcSAMXGQx3pPF7Apr9oKM/LtDMzExu1udud/9IT/X3KuJvM37DmGoZU275+9vw37t3r36/fv36Ptuv23X+5QLOqrmfRPwFwUoRQHlQirouTKDWJ1EEIgMY5E8++ST17t2bnnnmGXbsDxs2jDp16sRjs8455xyP9gvDon///rxPzN1GAy5k/gnep/k7m+IjCI4oLT2pD0ZCjT8YP3687sT44IMPKmQRqwCQ2xF/M+P/InyCj73yYSH0ifV2XuaLL77IwhuefIzOQzrf7bff7pODw3v07NmT6wQFwyg/Dzr626b/qX1pqV0xVgu9MdXfH4Y/HDp8LGlpVKWKViMUDMNfZThYLd8S8RcEj2v+gJoZDuPFTMmNEPrcfPPN7IRH9B+O+OrVq9N7773HEXtfRQZRqnXWWWf5ZF/RPLZXIdM1BHcxBoJUz6RwB+ND0Z8EINUfTUrtNfcrMdNvRGXbIq29OJ8ihfySfMor0SL21ZK1cd5mEUd/+BHrrWGOdHyk7aHLP7xpKAEwA6IGcBgg4nv++edXaOr36KOP8k3wrTKgOgSrVEKti6t1/aa/I/7K8EeKpy9x1/A/2dzP0OCv3Gih4gKfHpsgRENjPzUOCCD9DwqFEBnA6H/77be5Fw+U53HjxpkyDtAgFun9kPUoAfz555+tnv/nn388Gt8byaiMPF86+QXBFSVI9S8nTkVGIoCbbrpJv3/rrbda9a5Sn9NUxD8unkiNuougOn8V7cd64+7EMGX4qywlIcINf3TrRYr/66+/Tl9++SXt3LnT1OuOHTtGZ5xxBqcQ3njjjTz+D12DFyxY4M3hRDz+UAaMHt7YABj+GN2oxjf60/A3Mx3C/ji/8kW9rJioVBpLCtGLJ6l/IC42Ti8NEGUgMkBfFvTvgaxHGZ6zqT22XH755Tze94YbbuASQIz8Raag4BjVW8MX/XwKSwu5X4cguKK0LPJS/QFKkxBgBOgfhubhHtX4AxV4iyTD30Mnv5XhLz19woZ4T14EYxAefHTJtI2gXnPNNfTWW29RYqLjhjSYp4mygJkzZ/Lf9913H5cHDB8+nDMH3GkMGE34MuJvVeNvM86vdu3a/FsiCu5rw9+4P18b/ujgqoCi6Qr1eQHWfF7/leEPEK2M81zxEoRoTPVXygCi/TD8a9HJ8aBCeIF6WETI3n333Qqj9xClRzd+pNI6i/b//fffHBRAeQDAa6644greN2S/4J8afzQGTIhNoOKyYs7wc9eBJ0S54R8fGan+APosspXmzJnDjZ9nzJhBRUVFbKe4VeOv6vzzDkVUgz99eo83hr9E/MMGj1x68Jwhaj9r1izuwl9cXMy1M5MmTeKav4cffthlqjcaASqQLohIAoz/ESNGVHAoCFoqurqwfBHxhyKAfVrV+JePb0lISOBsDOBrw1+l+fvD8Ee/ADUlYM2aNS7ri42TqfRt4eVWqU6S7i9EMV5FAcrT/UUZCG+eeOIJzuaDMx9Rf8h6RMzgvC8sLORGvM7WWaz3mLaijH5wwQUX8ExtdPJHYz+hIqoUz5uIP4wd47gtQYjG5n4KTAhTtf6YRrZw4UKrGn+3I/6FERTx98LwN/b0EcIDt69s1ONt2rSJm/hhDi8EOmaoo37v2muvZWcAPGt5eXlOI7Po4GsLFIG77rqLUwHxPsJJED0rtZT6rKt/iaWEUwB5fEt50rtxVJNK90ctlC8bdPnT8AcdOnTQR/rZm9nqCGnwJwgnwdqgUvc8iRSKMhD+wMjHuL5p06bR9ddfz5F9yPpq1aqxAg0dAOv53LlzHe6jefPmHO23zRbACEA4DzAtQNL+/TPBx+g4UKUDgmDW8I+UcX5GUGKswPhwEKs39zMb8S9vSB1BEX+V3eeJrJeIf/jh9pWNaPzYsWOpRg37J0i/fv14zN+KFSsc7gMp/atWraIDBw5UeG7ixIl0zz336BelYB0BQO1sfKxHFRpMQlyC3rwDpQNaxD+2Quq7MvxVhCdcDP+OHTvq9xH1Nxvxtxrppzf4k8ZkQnRyOP+wHrl3t9mP1dhQaSwWtmD9RJRs6NChdp/HJJ9LL72U5s+f73Q8L+Q9JgDZgv3Onj27QrM/4eR1o0rzPEUp5cqRIAjOKC072dwvPkK6+tvW+iuUjaFH/M0GuJIqR5zh703EX7KKosDwR7pf27ZtnW6D57GdI5KTk+mTTz5xaFCiVADphYgKCGSVRuOtImA75geGvzKAlefTnw3+AhXxN2P4Gx0dVmu+bvg7zloRhEhGVwRS3FcEgEQBwh9fyHrw7LPPUnp6ut3nMAUIdbfGrtvRTpml7GRZnxf9fIwRfzH8BTOUlloiNtUfoLlo165d+T6Ckwg+6l39DZ/dnOF/giKBvOI8ffqOpPpHB26HjvPz89lwd0ZKSgrl5jqv9xg0aJDT5y+++GJ3Dy2iUal63ioCShlAag+UgfQyKGQxFRZ6W8PfaFBHiuFv7OpvbfhrHckl4i9QtHf0T/asIZhK9YdSIYQnvpL1qPHHzRG9e/fmm0D6NYNRmDEU43Wqv+7kl1R/wQR6SY6FKD6CmvsZOf300/WMZEwSS2zRx81U/8iK+CtZD7sgMc5xU3ZHiJM/Cgx/1Htv3LjRaV0fDEVf1oULvhnlZy8Nt3Jp5Qpd/QMV8Te+h69o06YN16ZBgLkV8TdW+euGvxgtQnSn+nsSAQAy4if8gQw/ePCgU1mP6Ski6/2T5o9rKLa8DM/biL803hLMUMI9n4AlImv8VTmyAr3Ehrbq615zv+QqERXx99bJr2Q9podgbKgnzgMhsHhULI5mPK4a8qDbrxkQLfj3338d1hEKvpvrq1BZA3qNf3nsO5Cp/kj9TE0tT6n3IYhQoccEnFNQStG8EFMjXHf1NzwhNf5ClCOp/gJAAz/cnIHRvmZBN380BRZc9/PxpZNf7VMQnKH3OrJEruFvzC6C7XH6uFj3avyVDh4hXf29qe9XY0PjY+K5YTgcjGL4R6Dh/9xzz9FDDz3kcjs1Ds4ZmKeJ7sAXXXSRGP5mI/6JPoz4F+VQWczJcX7GhR5TGhS7du0iX4DIkDL8/ZHmb0z3h+FfUFBAW7du5SkS9jBOMZDmfoJgp8uvl1EAiTSGLzDQt2/f7nI7NPAzs/bfcccdvC6L4W8u4u8TWa+c/NLcTzBBaXmqP65XRwGTcKdOnTrUpEkT2rFjBy1ZsoRiLGVWn910xL+0kKikkCje/ea3kZTdBz0a8v540XGW99WSq/n4CIWgG/7o5u+oo787YEwcOmyiOdDNN9/s9f4iHSW4fdLczxDxL40rNRj+MVZjmBQwnn3B8ePHuW40EIY/RlABpPs7MvwBPjocvdbj/CTVX4he0OjHm2Y/RsMfYwGRApgQm+DTYxT8Dwx6M0a9K5B1NX78eJ4I9Pfff/vk2CIZFZ33SXZfuZM/rySPmwZ6WzogRMs4v8iN+IM+ffqw4Q99dNfOHbhSyDDJ0Dkw9JHOXlqk1fmHueHvbcQfGA1/IfQJypWNKMKAAQOoYcOGNHny5IheYEKyuV+584Aj/ujqr1L9DRFwjHGqXFnbbsuWLeQL9uzZo9/3t+HvboM/u6n+RVLjL0QferOfBM+a/YDkuGSKi9EiRtLgL3opLCyk888/n37//Xfu3o9omxC4fj5osgn5jh42MlpTMN/cL/INf8XGDevdi/hHUGd/ZHboNf4pngd0laMfDkYh9AnKlf3pp59SSUkJz/ZNSJBIUMCb+5U7D+BM4IU+pmJXf6TvtGjRgu/DM1pcXOxTwx9OH3/h0Ug/u139ZRETog9vU//U+qE6+0sUIHpB9+yZM2fyrXHjxsE+nLBAGei+iPgjwq/P2S6SaJzgnJMN7iI31d+2zn/z5k3udfWPoM7+MNQLSgv4vjcp+srwl5Ki8CAohj+i/Uj1f+2114Lx9mEH0mWLyop8nv6HdN7i0mK7Nf5AGf5I1dy5c6fX72uc9+xPwx/HnZiYaC7iH2Onxj+xPOJfrKU7C0I04W1jP0WleKnzj3aaNWvG9bT3338/FRVpMkwIXHM/K6W83KEgCI6ArhcNEX9jKeuRQ1n8f5lbhn+ViDD8j+Rrsr5KYhWvyvFkik944fGV7UqIHzminVD2OO200+jHH3+kp59+mt566y1PDyHqFAF0z/RFx8yU+BQ9DVeLAlSs8Tca/r5K9w+U4R8fH8+9I8CmTZs43dRVxN+6xl8MfyF68Xa8j21mkUT8wxtXsv7wYS1DxB4ZGRk8KxtNXdHEVzcshIA09zPuRwx/wRXoAxENhj/6lKmMhqPl61c0Rvy9beJbwfCXrKKwwOMr++6776b33nuvwuNZWVk0evRomj59utPXY3wfav4ee+wxTgMUAtPR39iFk/ddknMy1T/Gv4a/MdW/QYMG5E86duzI/0PRRCdpV1hF/OOTT6b6mx3xIggRgi+a/YDUeEn1jwS+++47uvHGG/XGrAqU6z3yyCN06623On09RsPOmzePx8Lecsstfj5aCvuaW725nw8a+RqzBGWkn2A21d8S4an+cGqgjxU4cviQTZlD9Bj+Psvukyk+0WH4n3LKKXTnnXfSueeeq3v8f/rpJza4Dh06RGeccYbLffTs2ZPmzp3LzgLBMSpi5itFAOh1fyW5LlP9wy3i706dv17ib1zzE1Una4s2rkUQosjw8EWNPxBlIDLo3r07N+fD/ytXrtTlQf/+/emDDz6ga665xuU+qlevzvvwxUSgSAb1tqUWLSuiki6HvEPqbwW3u/pHeMQf1K5d22D4W9yM+Jen+hccp3DGV05+SfUPLzy+ss855xxu3IMUPhj7V155JUf6J0yYwGN7zBp27dq141E/QmA6+ttLw1Vx/rg4x4a/L0b6qYh/amoqpaenU0gY/uWfHh5unbgEotjySZfS4E+IItD3QzX7EcNfUHIAsr5v377cFAsyvkuXLhzJX716NQcBzIDRgE888YR8qSay+zAVw1cjMPUpPlLjL7jR1T+SI/5Gw7+4sICKCos8jPiHd1d/5eT3Vaq/TPAJD2K9VQjeeecdOnbsGH322Wd0xRVX0KOPPhrxC0a4p/rbzvel8tm+xnF+AIpdSkqKTyL+iCSqiD+cQig3CAXDX7U1qJDRL539hShE1fxxsx84wLxARvxEDjDaX3zxRWrdujWX+KFD/+eff041a9YM9qFFpJPfF018FVLjL5jl5Ei76In4WyyllJef757hn1oeIc9z3MssnEb5eV3WZ5jgg/0KoY3HVzZ+3Ndff5369etHF1xwARv+qAUcMWIE1/IJvsPXNX9GxSK31Njcz/p0MI7027Ztm1eNmeAcys3NDUh9P2jUqBGlpaV5luoPyj2Y0tlfiCZ8pQgASTGOHFCS16lTJ0pKSqJZs2axrOjatSv9888/wT60iMKXY3srRPzL9y0IjtA720dRqj+VlVF+fp6bhn95hBzXVJiWg8JIx7QwZL16M8rP2M8HmbPIGhRCG4+v7IceeogmTpxIn376Kd8uv/xyWrVqFXdQh4KwdOlSU/v5+OOPOW2wWrVqbKgZb+j6L/i+y2+FaFyM/VR/oAx/dHY2NudzF+Nr/V3fr5wWKuq/fft2ys6234RFZR5YpfoDifgLUYga7+NLw5/7iAhhC5rwnn766XTppZfSwoULadSoUbRkyRI688wzadCgQfTuu++a2s/ixYt5og8UbltZj2a/wknj3JcRf9UrAAEEicYJzojGVH8qK+XGpW4Z/tAP1fSnMI36q+y+qklVKV6VtnoIXo/yJCBTfEIfj39tGISo7zMacbgPJeGFF16gdevWUY8ePZzuY/78+XTTTTfRvffeS+3bt+cxbEbatGnj6eFFpjLgh4h/XmneyYi/nfR72wZ/SPH0trFfICL+AIa/ikjhfER9qvmIv4z0E6IPX43ys637g8Hh7/IewT9ALv/22280ZMgQ/bHk5GR67bXXaOTIkfTzzz+73AcUa2yLG5oBqhIyY/M/wT/9fJTeUGIp4f4dGOcrCM5S/REIiZaIv8VSRvl5+e4191Pp/sfziPIOEVWpS9Gc3afkPdYXGP61SJuYIESY4X/VVVfZfRyLBQx5M55lGGXYDzIHhAArA0bDX43zs7PQ2xr+p556alhE/O3V+ds1/MudHlbj/IwRf5lLKkSj4Z/iveGv6v7QpVwMjvBl8ODBDp/D9J5hw4a53MfmzZu5oStKAoXApvqjVweicbgGEfUXw19wRGmUpvqjxr+CDmgm3f/4HqI8LXIertl9vnDyqzULWQQS8Y9gw//o0aN6zbY94MFH93ZnoHnchg0bPD2EqKCkrESvmfFp3Z+V4a89Fqs63Rlo3ry5ft+bBn/BivgrHNX5u2zuV6J1OBeEqBjlV57+54soALqSJ8UlUWFpISsDYnCEJ4jWq5G99oCcdxWxh5KNMkDJ/DBX1ufLVH/VrLMgXzP8M1IzfLpvIXLQA3ZRlOpv4VT/PCop9cDwj4BU/+opvon4Gxv8CaGNxy69u+++myO3jm5ffvmly32MGTOGawW/+uorysmRxjPOIgBxMXE+VZzhRIilWC2lK1Fb8Owt9LYRf0/Zu3dv0CP+9nCY6q9mKBehFEIQIh/0+4CRjiyY9GTfjNvU6/xFGQhbZs6c6VTW33jjjaaUbGQG3HHHHXTw4MGAHHc4N/L1pZPf6EhQ+xcEe5SURl9Xf0KqP9f4q8/uruEfphF/H6f6qzVLxoaGPh5f2U8++SStX7/e6obGP+PHj+d0cHT6dwUiBd26daNLLrmEKleuzDWgxhtGA0Y7epp/QppPa2RjY2K5dMBSBsO/xGHEH9H5xMRErw1/Y6p//fr1KRBkZGTo46bQj8IeKtW/QnO/pCra/wXH/HyUghBaqX9o9uOrGeJi+Ic/aOJnK+tXrFhBL730EsuHJ554wtR+0MAPfQGgcNvK+j59+vj9c0RrI19QpVyenSgK77njgn9BvXv5nYg3/KEbYu3hiL9HNf7ha/j7cpSfQmR9FKT616lTh2+29O3bl7p37067du2ijh07Ot3HjBkzaNq0aTwf2F5zv2bNmlG0oyJlvlYEVBSAI/5JZVRWhKyCigs9sgDwO6AkY+vWrdz11ROBoCL+aOqECQ6BAIt6586dueEkokz79++vcM46TPVPKT/GfDH8hejAl2n+ikrxEvEPd+CUt9doF9N4sKb+8MMPdPvtt7sc54qmfhMmTOAGf7bN/apWrUrRTlFpEWfc+CPVXzX4E8NfcF3jHxMVqf6wN2D8HzqWzRF/fHS3SpGMhj8UyDBqXouAYnFZMWf9Vkuq5tNUfzTzFUIb72Y4OKBly5bcRd2V4b9p0ya6+uqr6c477/THYUQEKjXPlx39jXV/vNAlljqM+Kt0fxj+WBz37dvnUcReRfzx2kB294ZyCsMfYNxkBWdV+bFUaOySUp7qnH80MAcqCBFo+IsyENm0atWK/v33X5fb7dy5kxo1akTvvPNOQI4rnKP9yLZJjNWy7HyFpPoL5sf5xXLkP9Ij/gDZR1lHjlFePoxVCzs+4uNM6qdcGx9DVFpEhJLcJN/r6IHI7ouL9Y2DR8b3hg8+v7KXLl3Ko3/MNHBr2rQpHT9+3NeHEJldfv0V8UdKV5Jm+Dvy8Hpb55+dnU0nTpwIaGM/BSL+ipUrV1Z4Xi3xFZK8VMQfGRclWhRGECIZX6f+GZUBqfuLPDIzM+mTTz4xtaY3adKE+/joc8IFpx39fe0cF8NfMEOZId09Ggx/LgW1lFFpaSmVlJS4l+4fF39ST8w+QOHo5PfF9J4Ksr58HRNCF4+v7JtvvpnS0tKsbklJSdSzZ08666yzqH///i73gVFAGOn34Ycf0qFDh6igoMDqhgsx2vFXl19jxD+2POIf5yDib+zsv23bNq8a+wWqvt+e4Y+Iv+nmfujqH5+s3Zd0fyEKUFEAXxr+quGPNPcLX1COZyvr0Z8HazkcurfccovLfVSpUoV7/9xwww0c/beV9UVFRV4dI0oJnE0ZCqd+Pv6Q9Yjs8XtIcz/BCXrmo6Us4lP9AU8eK3dGlpaUuj/Sr1pj7f8j7uvFkerkR5NgIUJT/dHE77TTTrN6DIY/osNI9TfDK6+8wun+2BdutkycODHqG/z5q8uvVcRfb+5n3w9k7MJvNOI9aewX6Ig/alPRnBCKpb2If6weWbGz4MObm71Pa/BXubwDrCBEIMZmP/6IAojhH76g8d7kyZOtHoOsgOHftWtXU5FBlAOofbz33nsVnu/duzcHATzh7bffpptuuokdC7///juFK/7O7uP3KM7hEcHxsX6p8hQiosZfU4eiIeKv9RpBcT8mGpRQsbsj/ao3I8pcEX6Gvx+c/ErWo08J+gf4qkGw4Hvivamdxs0bUN9v6zwwgprAaMdfXX51ZQALvIr4O/DwGo11oxEfDhF/GP3t2rVjo3/jxo3cp8DYWEqZ/XYzvJThL3X+QhSsM0VlRdoovyTfjPIDYviHP1izvV230bz3r7/+cpoR4An//fcfPfvss2z0hzvK8PdHP5/U+FQeCVxqKeX38dW4TiGyOFmKE/nN/YCuC1pKOeJvL/7jlGpNtf+PbtcyB8LEWeKPiH9yXLK+xuQW5coaEymGP2r0kJZnthMwMgCcAcNejPvgKQMw/MssZeXN/SwOU/2Nhn+4RfxVuj8Mfwi1tWvXUo8ePfTnVENDuxleemd/afAnRDZKEYDR78tooBj+4QkypFRfFldAzkPeOwPPDxgwgHxJXl4eXXjhhfTGG2/Q1KlTecJARIzu9YOTHz0DIO+PFR7jLEIx/AVnhj9ngoaJEesNyclaOaelrIxKSkup1N1U/yr1ieKSiEoKtCBR1cAGtkJllJ9aYyDvMTkktySX0kmci6GKW1f2bbfdRrVq1TJ1+/zzz03tc9myZbRjxw6rx/A3Ho92SstK9Yi/msPr+xp/opi4MqK4MopzsNDj90xISPBJxD8Yhr8xM8Veuj+wW9slhr8QJfhDETAa/gWlBZxiLIQH06dPNy3rr732WlP7hOywnQCAQMLs2bM9Okb0Fhg4cCCdffbZFAmcKDyhy2V/oNL9TxSbc+gI0cfJzMfoMPxPZn9aqLSkxP0af3xH1Zpo98Mk3R+GeYmlRBvll+zb0dqqJFka/IU2boV2UHOPpn5mMBPJ3717N11xxRUVavtq1KjBDQJ//vnnoBiKoQI88xZE4mPiOFXP1yTGJVK8RUvnQp2/o4Uej9erV4+bMnli+BtfE+hUf1cN/lSNv931XqVDSsRfiHAO5/t+lB9IiU9hBaOMyrjOXzUZE0Kb4cOH04oVK0xtW62aOeXxggsu4L4+thE3BAkQvcfzZpkyZQr9/ffftHz5ctOvKSws5Jtx2kyoKeT+NPzVfpWDQRAcpvpHSXO/k6n+Fq7xN041cKvO/9BGzfBvOpDCpaM/sn5iY3zr3NHH90qDv8gx/NHkzdjozVu+//57OuWUUyqkCeLvwYMH048//kjXXXcdRXtjPwhsX4/3USSVaalOsYnFFO9koYcDBoa/mr6gUqTcMfwhSDA3NdA4G+mnvlaJ+AvRjB7x59nE5Nv0v8RKvJaJ4R8+pKene93DxwimwWRlZXGjQFsuvfRS+vjjj00b/sggu/HGG+mbb76h4uJi7uiP/zEFCPehP9gzWp555hl67LHHKFTTb3XD3w/ZfUD17jheKCOUBftEW3O/k6n+pTzSz+1Uf2X4qzr/KG3sp5CIf3jg9pX98ssv008//aT/vXr1ao7cewK87/D02wOjedBTwFOgSCBqAeUgXPF3BAAkWrQ+DLFJiPg7di54U+evtq9bt25QvMjVq1fXHVY4X6FkKZy6U/RU/2P6yBdBiET0ub7Jvuvor6gUL539w5G5c+fSU089pf+dmZlpOgvAn7J++/btHJk8//zzqUmTJnz77rvvaMGCBXx/3bp1dl93//330/Hjx/Wbo+2CQX5JPnfC9tc4P6CybVDnLwj2OBkAibJUf0T8OdXfg51gpB8i58gMzdOM6rCQ9T6c3lOhp09JeI9WjXTcvrIhLI2G3+uvv06//PKLR2+OqP7XX39dIV1v6dKl3Kxn0KBBHu0XUV149hcuXOjR3PlQQXnm/RUBAEnK8E8sdljjb5ui747hD4Xv4MGDfD+YZRsq6o+GVcaeEiri77C5X3wyERSy7MxAHaogBL7Zjz+jAOXNymSkX3iBZnnomq+YP38+Pffccx7tq1WrVnyevfbaa1aPHzlyhLvyuyPr0SQQkX3jbezYsaxP4H7Hjh0dNiHE9AB1c9WQMBhOfpT0+WsMlor4i+EvOEIPiliio6u/nrlqKeOu/h6l+scnaU3+wiTqr4/tTfaj4V8khn8oE1SXXrdu3eiqq66iXr168Vi/cePG8f+Y6YvHjd3XzYLowcUXX0zvvPMOpab6vi4+kKgmPH6N+JepiH8xxcU5Ph08Hem3b9++oNb3u2rwp9f425vjAkeISuM6vCUARykIwW3248tRfgrVn0QM/+gFRsRbb71Fd999N6/F6O1zzjnnUPPmzbkc5NZbb6VoxljW5y8k1V9wRWmUdfVXEX+LRevq73ZzP4XSE4+Ej+HvDye/TPEJD4J+Zb/55pv07bffslF44MAB/h8dhfG4J9x0003sPBgxYgSFO/7u8gsSShP1VH9nHl5PDf9gj/Iz0+APOHT01miu/X9os78OTRBCIvUPHX7jYuP8FvFXE0qE6GTMmDGczYfIPHrFxMfHc2YeUvS9jb5XqlSJ0tJ8PwYvkrL7VKo/JmygtEAQHEf8y6LK8OeIP5r7eWj3nzT8t4X8pLCjBdp46popNf1W4y9O/tDGo4HNGzdu5Po/FdE1/q1o3bo113TbA+l96ASsGtbB84+bt3zxxRe0ZMkSVi4iodOvSv/zZyfshBJzqf6eGv7GsoBgRvyNhj/q/BXqHDTW/VtRo+XJBZ1nH/qnyaIgBLujvz8UAWONf16x/RpvIXRBmZaS7SjzM/6tyMjIoHbt2tl9varrV9l3nTp1qpDu7wsmTZpE4Ywu6xP9J+sxxQfXIupv4WjAxA1BMGI0fKMr1R/j/EpPNjd0FzXS70QmUWkxUZx/ynW85WjhUSq1lFJ8TLxfAoqqq78Y/hFo+L/44ot8U6D7vvFv8P7779P48ePtvh7RfKT9jRw5ksf2DRs2zGuP/5YtWzhd8PfffzfM5nRNKHf6VcqAv5r9gMRSbYGKSSglS4zF5839QiXi36xZM0pMTKSioiLatGmT/rjqZ+jwk1dtSBSXRASjBYt61eA5LwTBHxzKP+S3Zj8AXf2BRPzDjz///JNvto8ZufDCC3m8nj3WrFnDEf6hQ4eyrMfNl5OBIoVAyHo1wis3RzP861Sq49f3EsI31R+GsL8mSYUSuq1QhlT/EscBIFckV9X6QZUUEOUdJqpcJ6Sd/JD1/vh9VcQf4/zKkDXi43GBQpAMfzT3eeihh1xuV7Om4+jRgw8+yGP8fvjhB3rkkUfokksu4eY+SjFA3Z+7fPrpp5yadN999+mPHT16lLv7oxMxmgg66vR7xx13WBm1jqIXgU7JySnK8XuqP5XGkqU0lmLiyqgo7mTmgy116tTh7xfdlHft2mV690YnQTANf3ivW7RowVErOIkwugWPqaXP4YKv6vyz1hMd2SqGvxBxBCriL1GA8GLUqFHcQd9Mmr0j0L8HPVUg6zFhB875tm3b6rIe/XyiIaXYdFmfH1P9Vfbg3py9HPkTBFssiHjz5Rhdhj/X+KO5n6ep/viuUmsSndhDlHso5A1/f8l6RPxjKIZ7ZiHDT5X5CWFu+NeoUYNv3gCDa+DAgXyDIwFd1r///ntWDu69915q2rSprhj079+fawFdgWZB2NbI4sWL+bHLLrvM4evQ6Rc3Bbq+hwKIjuHiiYuJ0xtm+AOkNpUVJlBcaiEVxTo2/BMSEqhevXocwXfH8DdG/IOZ6q86S8PwR2kHRlBi9JMaYejU0Ys0Lhj+R3cSNQ3Y4QpCQCP+NZP9owxIV//wBAa9M6PeLCj7w+3OO+/kMXo///wzy3o4FmD0ox8PZP0ZZ5zB3fajkUCk+gPp7C84QzW3czbaOWK7+peWeJ7qDyopwz+LQr2fj78Mf0T40cwX5USwYcTwD01CwtUOA+yWW27hsYCHDx+mp59+mvsAXHTRRVSrVi36/PPPXe6jZcuWNHz4cKsbUrth7CHNMJwb+/nT84oIfllhPFu+BTEFTrdt1KgR/486z/z8fLcNfzgOggnOBYVK91ffrNP1HnNawTHzDg9BCAeKS4vpeNFxv6b6G+v+kP4nRC9Vq1bl0gDIdMiR7777juXC448/zlmC1113HUUbyDYLWKp/+dQOpV8IghE1zi46zH5jcz+txt/jrv7K8AdI9Q/1sj4/jPJTqECl9PQJXULC8Le9EE8//XT68MMPKTMzk3799VeOFkQbShHwa5p/eU1XWZFW519Azg3/xo3LDWAijpi7k+oPpU73roaQ4a+a9Tmt7UrXHB6Ue5CoSBqUCZGDigCg0Zcy0P2V6o8MJukmLigQ7e/QoQP32fnvv/9o8+bNNHr06Kj7gtBlv7isOGCp/kB19hYEI2Xl3Y7UmONIR+mk0P9Q4++V4Y9Uf4BU/xDFWOPvb8NfevqELkE3/B9++GF9vNr69eu5DhzpfhMmTOBId8+ePblO0BO++uorji6EIyoK529FoLQUEX/N8M+LyTMV8Qdm0v2RTQDnTbDr++0Z/phEAfQaf2cvRHOy1PKF8rg5h4cghAP+rvkDGBGoOohLnX/0gug+eu6A4uJi7uuTnp5OPXr04Ew/OJaR8h9tqFF+SJFNiPVvN3A1uxuzvD1uZCZEfsQ/Jtoi/qXedfUHlWpp/+eFpuEPpztS8P0t75XhL7I+dAmq4f/PP/9wh2A1au2JJ57gpn+//fYb1/wvXLjQq/1jX+gXEI4EKuKP1NuygkS+n2cxb/jv3LnT5b6RyllSUhIS9f2OIv7Ks+1SB0qPnHR/NI7cn7ufVhxcQfN2z6M5O+fQkv1LaPPRzZwKpqJPQuQTiNQ/Y7dfiQJEJ2imetNNN9HZZ5+tO+XVaEBkg/ljxF+4kF2UHRBZr1L90XyrqKxIFPMoAM4dZHesPbyW/trzF/2+83damLmQ1h9ezzpAAbrQ22wPoqGxn72u/t7Y/VSpxslUfzUdIQRlPcqJMNrTX6gpPmL4R9g4PyPokI6IPebzos4+NzeXm/eZSetetGgR9e3bV19wkNaPx7CfsWPH0pIlS6hfv34UjRhr/P0JN/crSGDLN9eSy7+Do0XfmOpvJuIfKqP8jPOmUWOKBlN6jb8a5+fK8ke6f+ZyoqM7KFyAAZ+Vl8ULPiI8iO7iflZ+Fs9ydQaEAxpN4X94cGG4oVEL/scYKJUyKoQ3/m72o8A5hPNO6v7Cl6ysLFq6dCk3/EO0HqNR0SjVzCherLdoCly9uhZxRj8fOAIw6g/9YqLZ8FcRf39n94H42Hheu48VHuNrX5pvRQYI4EDGQ75DzuO3xf9Yc12VVyEbCw4hds42P0HJlESUUsjOgloptfgWqY4AY6o/nJNeZcEkpxPFxhOVlRDlHz3pCAi17D4/NfFVyBSfCDf8MQYPAhsd399880022OfNm0eTJk2imTNnmrro9u/fz/dh5MP7hn0AKBVozhet6BF/PysD3NyvKIEj3mUxZZRdnO3Q2eBuxN84yi8UIv4QXoj641zD8RcUFJhL9QdVyx0XOQcoVCkpK6FNRzfxbU/2Hi2d08EnS45LZgMeqZ9QBqF8QhnErbC0kKNQKhJlD7yuTfU21KZaG2pQuUHEKgaRTiBS/YHU/YU3GMV3zTXXcAYXovYw/OFAhWMe43LT0tJcyno4DiBvoGD//vvv9MADD/BzIusD4+Q3rt1Y5xEJblzlpDNfCB9goELGrz+ynnae2EkH8w5SiUXLrrQFk6Fqp9amWqm1KDk+mXKLcvXfH6nfcAwo50BMrXxKSjhCsTVy6dtN3+qOgVbVWrG8b161OSXE+bccJTip/to4P69S/dVIv5z9Wrp/qBr+fpb1ypko2X0RaPj/9NNPNH36dPbkozmPYuTIkXT33Xfz2LR27do53QfG98B5gHF6SOu/+OKL+XEoB/Pnz+eZv9FKwJr7lZYSWWK4sz+MtyP5Rxy+p7sRf+M2DRs29Kjj+K7sXRyhQCqyL4zLNm3asOEPwblhwwaKjdEWZ5eOXuWAKcyhUAPf06J9i2jxvsV6DZcCdaPw2KOZC75D/I+FH8qfve8T3wuUADgNYPhj8c4pyuH/kboFhQFKBp5HyiBuiBS0rNaSGqQ1oHpp9SgjNYPHugihDX5rPdXfj81+gNT9hS+YsIOeO1OmTKHs7GyaMWMGP46JOxjFh7p9TOVxNbkHKf3QD9DUr3bt2tS+fXt+bs6cOdzQN1oJlKxXQA5sO75Nz/YJJUMWMgkOaTijBfvf07oj62j+nvksh42gPwRkvZLvStbj5uj7LCotYgcA5HpeSR5N3vk3FVZOp4TiQmpYuSEdyD3A+sCqrFV8i4+Jp+bpzalRlUZUP60+1a1U169p4/5GH+WNcX4lXqb6q87+MPzR4K9WaDUlV9e7v2U9dE4g2X2hi8erKyL7119/PTVv3ryCAYFOvcuXL3dp+Ddr1oxmz55Nn332GY0ZM0aPACxevJjOPffcqOzmr2qwYWwFKtUfIN0fvyMWhyZVm9jdFk0XVaq8mYi/sfO/u4b/yoMruR5NGbLwWF/U+iJKRzqVF+DcVKCTdFLbIXzfZTfXpPKIFjzjpSVEcaGhmGw7to1mbp1pNQ6qfY327JmHAgWDyx2HCbZFd3dnHd6REbD12FbaeGQjZxfAKYB+AbgBKAdwALSt0ZY61ezkt27xgncguwe1vrEUq4/58hdi+IcvkOXdu3enM888k77++mur5zp27EgLFiwwta78+OOP9Pzzz3OE/4033uDHURqIrD88Hq3oZX0BSPUH1VOqW0UAg01mTibN2jqLDuQd0LPRxrQcw85k4STHCo7RjC0zaGf2Tt3Qb1u9LX9PMMCrJVdz2+EOo712pdp8A8W7UqigcgZZjhfQ1R2uZl10d/Zu2nh0I204soEdBLiPG0C/CDgbWlRrQV1qdeGsgnAC6xKn+5en+nvV1R+UR7upyDoAE1X9fCTiH/J4bL0gTRqee2BrWOzbt49SU80p+0OHDuWbkT59+vAtWoEhhRRtpGgphdnfXVxL8+O0iH/BEafbI+q/evVqNuqRmaHOAV8a/jBmoQjgO0A0GQ1ooBR88N8HNK7DOK9SlaCoGg3/Xu1O4fsul3sYrxCqmEMOp0yKfw0lM57/P3f/SX/t/Yv/huF2SsNT2OhHF3V/khSXRO1qtOMbygt2ndhF249vp705eykzN5MdA8jUwA3OG6QJdsvoRs3Sm0kmQAgqAlAY/R1hE8M/fPGVrEepGEoCjaBfgK0zIdoIdMTf2Nk/2CCLbMqGKeyETIxN5HUIkWc8dk6Lc6hjrZPyOpqBk/27Ld+xbIXB369eP+pdt7c+LcVXKMNXaXXQJRAIwm1Y42Gsh205toWdNZD3OHcP5h/kG7L/kPXXNaMrdajZIWwyAZDuX4RU/9IS71L9QWL5WlicG5I9IAJS1lc+vhfXtrOeYULw8FjbGzJkCD3yyCN04403Wv2w6NaLVOoBAwaY3teJEyfYSMSIHyN16tThWzQ39vP3RQOPLijLP5nq70p5g+GP3wqRmnr16pky/M0298NiMX3zdDb64UEe1XwUO0K+Wv8V7c/bT99t/o490Z4at7aGf+/yaY8uPb34HeDJxG8TZMMfxja+I9T3gR61e9DpjU8PiqCFogaDHjeAhR5ZI3DeIDUQjgAcJ25oFgiloEtGF2kOGCUzfW27+kun3/ADTvjLLruMx+0a5RFKpRC5R08fsyDaj2wxRPptHQCqv080gfUyWIY/UryDqZjjvRHBhtGPqPG49uNYhs3eNptWZq2kH7b9wP1j4JiMZv7Z9w/9uuNX1omQfn9ui3P99p0oNcjeKaHKMHBToBwQDv7VWatpy9EttCdnD99+2fELG//danejepXqhbTxh4g/G/6c6u+l4a+yG4udN1QMNLjW0dAZ2Zj+bsysuvrj/QpKC3zunBKCaPijwc/nn3/ONdNowgcj6t1336Vly5bRyy+/zB3UzSz81113HX344Yd2u2lOnDiRHn30UYo2AqkI6BH/8lR/V1EA1Goqtm/fbsrwR22n2ajQP5n/cHp/RkoGjWw2kiPE+B4ubnsxvbPyHTYkF2QuoEENBpEnoMkgZkcfO3aMz1ldHplZ75Mqa4Z/oeOmd4Ho1P/Nxm/Y646MkNHNR1OnWp0oVMA5pOoKe9XtxSODULYBJ8DxouM0d89cmrdnHhv/QxsOla7SUdDsB6hyDzH8ww+s308++ST17t2bWrRowaVew4YN41F8w4cPp3POOcfUfj755BPu2wNHvy3YN8b7RhtQjNX41ECl+htH+jlr5utvdpzYwXIMxsgFrS7Q1wjINKSU4/mZW2bSle2vDGnD0Z8s2LuAft/1u+7gH95kuF8z+vSIv8nvW5UW4obyVMj55QeXsx6J/3FrVLkRH3fdtLoUqhH/E+VNR721+3XDP8RS/Y31/f6+lpCRgqxQZKdA3ovhH3p43IELJ8+3335LL774IvXv359rv7t06UJ//vkn3X777ab2MWvWLL6hUSBSBtH113i75557KBqBgRQoRUCv8c+LZWUACwTSghwBxc84ytHhfktL9a7+ZtP8sVAsPbCU7w9tNJQXEAWUkxFNR+jC0NPGIThvVdQfx5efp+3HUfd7u/VbQWrwB+cYMh6UsnRJ20tCyui3B6IDw5sOpzt63EFjWoyhJlWa8HeNfgBvrnyT0wORwSAEURnwc82fMeIP5dCrkUlCULj55pt53C6i/+i9g7F87733Hn333XdOy70UMPZvuOEGeuKJJzjibyvrMd4vmkf5oSGWUd75O0tL9fRwleHnT7D2A2SBGWvDIaNh/CP1H/Xs6CMTjSzdv1Q3+oc0GEJnNjvT72V8yvD3xDhEbXf/+v3p5i43c/YG+vtAT0FGwPv/vU/fb/0+JB2/MPwtvujqb5Xqnx+12X1ASvtCG68KO7E4XHTRRXzzBEwEuPTSS7m7vxCsiL9m5JcVxLNQQXoOlBFHqWRGw3/z5s0O9wtHDk8McMPwX35gOUdAYIigLtyWjjU7ctrbvtx9/D+cA54Aw/+vv/46mZWQlGHO06sa/DkZc+dPftv5G6fMI9KPDIhmVbX0+nAASi3qNXFDs6Cft//M2Rv4TMsOLOP6Qfzm0RrZCQaB6uhvVAQwcgqRRkQEhPDCm947MPabNm1K//vf/3x+XOGMGpka6Kg7rvmjhUd5DXDUzNefoFs8HNgINvSt17fC89A/etXpRX9n/s19bKJNNmw+upl+3P4j3x9UfxANbjg4IO+rnLJmnHmOwO+EMZG4ndr4VJqzcw6tPrSao/9rD6+lgfUHcjZgoBxdruDmfrlo7ueLVP/ynlweBqbCvbGfUd4j6yMUHT2CFxF/8Pfff9OBA9ZzzVEHiFF+ZoARefCg9UgSwbrG39+Ulhv+ID1BiwJk5Wd5HfF3t7EfBA4EA4AiYE/I4zEIDbBk/xJu+udtnf/u3drIQVOO3iBG/NccWsMj+wCaHoWT0W8L6hTHdxzPUR1EgiEgpmycQp+t+4ybBgn+B2OckE4LUF/rb1C7iwgeUBNLhPABTnqURhk5fPgwp/ubAUY/yquUM1iwjvgHKs1foa55ZRAEGjUBBrPhHQUZ+tTrwxFjNJFD89hoAdFZ1ecI2RBDGmqThwKBsntjfeRjgQ57bstz6er2V3OtP7I6kcXw9sq3WacJhewvRPzRtBnHUlTsZfZhQkpIGv5Kp8eo5UAgPX0i1PBfuXIl3XHHHVSjhrUHCSn/F1xwAc/7dQUi/XASoMb/0KFD3D3YeEOzjWiO+Pu7CYcx4o8VXxn+h/IOOVXglDfYrOGPhoCuQLdYKCGIZqMpjCOgKEBpQWbAf4esFVGzdO7cWb+/Y7umUJgSQKjxBwE2XDCvF1MOwID6A5x+P+ECnDhQam7uejN/JvzuqOlESuC0TdO4GY3gf0UAAjpQ4xZV1F/m+4YX+fn5PG43La3c8VlOtWrV6OGHHzZVm4/mfeeddx6n+yP6byvr0fQvmsv60Pg0kKjUemdOfn+BUkJEfgF6vThbL9AcTjn6o4Hi0mKaumkq6zfokD+y6ciAZjp4k+rvjIZVNGc/ghboCwCn87TN03hSU7CdOoj4I9UfFBQWerez8sZ2VBQ6hj9026y8rIA5+YH09IlQw/+bb75hZSA+3rpaAM3eEBVWqdTOwOzeFStW0Pjx46lWrVrseTPe0FAoWue1Bs7w1xZ6eJerJWqe90MFjg1/NHLESD9l+DsymHft0iLpZiP+aw9pigBS+pylAUMgKWVARQ08Mfzj4rRaua1bNeeFKb+zMvwD2NwPWQ1o5ocGUIjyY2RfJIHf+tRGp3JdIGoCkfq55vAajghA2QuFiEAkEmhFwGj4Y0qHED4sWrSIp+vA6WsEDuCxY8eyLuCKf//9l0f5vf/++9wg1lbWDxrkWbPWSIn4q5r7QFEzuWbQIv47T+zkNSA5Ltll5hoa2gHU+Ud6phBkHSYZIAiCkWgXtL7A72NW7R2DO8393AG6W+danVnWQ49BBhjK/ZDph/p/ZAMEL+Kvfe7CIuvJYm6jnOho2Fnq5b58BBp4wpEUS7EBq/HXe/qIrA9JPF5VCgsLKa+8MZotGNWTk+N6kb766qvptNNOc/i8mUhxJKbgoqt9oAx/PdXfohn+u2m3bhQ4Ao4ddPRHd2dkasBp402qP4QNjD3QvmZ7l8cMAxHz4VHrj67xxvEyZsCEgQ4dOtCqVatoz+49VFJSbM7A1FP9A2f4QxFAEzZEhM5reR5POYhE0pPTOSUQZR4YBYToP2ocofBhpGOwOk9HKlAuQUalwKT+AVEGwhNfyPr27ds7DQZUqRKd17cqt6maHNiIf83Umnp2IQyuQPbcQIo3aFejnUvDFpkJiHxjRBw6xqN5XKSCEYaohYeBdn6r84Mi8xAHgsnvRYm/qbIvTGXqXrs7zds9jxs6o8wTkX+MKkR2QMAN/zIfRfzjk4igoyGDAJ39gzj2WXEwVyunhtEfKEeS7uSPcGdduOLxWTB48GC69tpr6aqrrrKKBKBDP2r/MbrHFTDso9G4NxMBgDc8EGMwjKn+NZJqEBVqUQBn831h+P/222961N9bwx/GOxQgNHtplV6xqZ+9NCKk/CNdEFF/1e3fHXr16sWGv6WslJ0XFktdN5r75QRMQcJnhCIA73+gUrKDCZw4V7S7gqP9aPyHBlAY43hWs7NMOYUEc6hIXyAj/kjxNDY0E8IDrJUo7ZsxY4bV6D5kdSGK/+yzz7rcR+XKlWnAgAF+PtLwNfwDHfGHbgFHHCJyWAvqp9UPWJr/xiMb+T5GwJkBGX4w/CHr+9XrF5FN/lDahoa3AE2Lg9FwEbDe54dUf0fGIUY2wwE0c+tMbjb58dqPqX+9/tzMMFBGKjf301P9vSw5wvcGPQ06Ijr7h4Dhr8p5AjG2V6GcVhLxD0089uuNGjWK+vXrR23btqWRI0fSuHHjaODAgXx/4sSJ1KBBA9P7Qi3/hg0baM6cOfx/tNb2B0MRONnF1ELVkqpxqjXSgpx142zZsqV+31Gd/44dO/h/pNSj/MMZalxP86rNKSHOXKdXpIyB9YfXe5QO3rNnT73EIetglsnmfirVP+dkFxw/gUjM7G2z+T6844FSzEIBKB3o+juh8wRuCITz8dvN33LDo/yS0BqTE/YR/5QARvzLM2bE8A8v0McHxj1K+yDzr7zySjrrrLN4rB8i+RdffLFb+9uzZw/NmzePli9fzhkD0QrGmKqIWKANf6MhEMh0fzTqQ0YjAhvo+m4GzgyIiefMN7VuRRJwhszcMpOnnTSu3NjulIPAN/cLnHMFTo7rO19PXWp1YX0Mkxw+/O9D7m0UsHF+5cWeRd6m+gMVoAmRBn/qewxUYz+jrFf9yoQIMfyhnE+bNo0++OADSk9P5+7+bdq0oT/++IPuv/9+0/v5/fff2XmAG9L+1X08HtWpfwFI8zfW+GPFh9GtOux609kfhvjWrVv5PjI6EhKcG/Obj2ljAVtVdx3tVzSt2pSVB9QvYU6sp4Y/1vuDWVn6wm8q4s/1W/5rRoXvb9aWWWzwwuBH87toBIrp1R2upsENBnPWA5o5vrPqHdp2bFuwDy2sgfNEGd/G+dn+RqIA4QvG8M2fP58nomASDyL4b7/9Ns2ePVvvl+IKNPVDQ19kgA0ZMoS6d+9OdevWpRdeeIGiNbsPcgdGbWp8avAMfyfNfP0xpg40T29ueiY9yhBapGs6x7rD5iZGhRMYTbwzeyfXvJ/d4uyglvOpQFAgDX/1G+Ozj201lq+F/Xn76b3V79GizEV+7/NjnervA70uMbQM/0B39Ddm9+UW5bJjSwgtvMqlQXOfyy67jG+egHTw0aNHc3O/66+/niPDmP/+zjvv8OMbN240PQM+4pr9JAcmAmCs8YcCh9RfjFdDnT+Ma1eG/+bNmiA3cvToUTpxQvP0NWvmvHkPIh6IAvB+y4W7GZAG1rp6a677Q9TfbPRAgUiVSvE6dCjLXAA/LpEIs2dh+CPqj3ouP4B6t63Ht7JCiC64ZhWkSASfHeOMcG58t+U7Pjc/X/859a7Tm2cEh8os4HBCKfowxJPjkwOuDEgUIDxBqr436fro6g+HARwIWH/RGwClgXfddRc7ADzVI8Jd1sPZHoz0dVXmczD/YMAN/5bVTmYNmqFtjba04egGNvzRGC5S0v2RbfHHrj/4/hlNznA42jASmvuZ/Z0x7hdTjBAQ+nXnr5wRCj3IX8EwY6p/UbEPI/4h0Nk/GB39AcqIkD1cRmU8xUdlAAihgddFNDDykLpnO58Xkd7q1as7fe2sWbPo9NNPp9dff11/DNkD+BvRge+//55uvPFGiiYCnurPEf8YjjzAkVMrqRZtPLrRaUodejpA8GJRsRfx37btZETWleGPGm6AlG5lGJilbfW2bPivO7KOhaY7ygCyEKBs7icLFRYWGUoenID9o7N//hGiwhNElXzfIRWL5Jxdc/Rav0DWZYUyDSo3oAmdJnDdP5oB/bv/X+4IfGHrC/VGMoI5lKIfyAgAkBr/8B/rp0bx2Y71U5NeHIEMMNwyMzO1CBsR6wcTJkzgPjOYDBBthn+gs/tsUdd/oFKq4ehAJBcGQct09wx/OPkx8hXp/ohgBnrt8gfQn1DXX2opZcc2xtsG+3i0Cn8tqBcsYCRe3OZiDoD8uuNXbczv6vfp4rYX+6XkkVP9yw3/Ql+MFdVT/YNfxoRrDiUkuHaqJzu3x3wJslZg/CMjF9mFYviHFrHedPo999xzWXh36tSJunbtanWbPn26y31kZ2c7VBjgOFBR42giaDX+Fs3wr51a26UyAA+pysTwleHvTrRfgXRBpIhhYYER6C5cgmCB86PUjReVN1ws8c/omT93/8mp2Ki97l23t1/eI1xBN+Azm51Jl7S5hMs8dmfv5lrAYIykCmeCEQEwdvXH+Y3xlEL48PTTT7OBjzI8W1l/7733mpL1amSvLSLrg9MATBnP0DkCMUpt23FNL4Dx5m6jWsh5yHugmgOGOwiwILMPRtnwJsODnsUAB5w6hpjY4B4LjgNd/9HnBzop+kJ8suYTzu70S8S/PPPV63F+Rh0xBCL+ysmPjv6BzhyVDL8INPxR27927Vpu0rN//37Kysqyul1++eUu99GtWzeaOnWqlaGojEk8jhrAaONYQWANf2OqPwx/pQzAq+6stko1+EPGx5EjRzwy/LF/pQx4Yvgj3V/NAVYphO6g9R6wsMAzXUaGdH/gB0VpX84+WnZgGd/HpIJIHd3nLUgTRe0/rhF0Aobxv+O41kxSCM1mP6qTOMpXgIz5CR/QcPfxxx+njz/+mLP7bGX9+++/73IfrVq14jI+9AWyzSJ49dVXo1LW62V9QTL8YXwr5TwQUf+tx7S+P8qAd5dW1VpZNQMOZ+D4xNhagEkFgZqv7nLCU7nhH2S7XwdR6qs6XMX6YYmlhKZumkoL9y70ad0/OyPL9+eTVP/E8gxEdPUPESd/IJv4KiTDL3Tx2LLYtGkT1+UPGjSIateuTTVr1rS6JSW5rn8eNmwY1wwiijB8+HAeDYj/27VrxxMCUAYQTRSXFrNnM5Dpfxa9nb1W418juQZ7oBEBUIqJu3X+RsO/eXPHQn5f7j6O/sGbXy/Need/fygDMPwhQNjwN9PcD6i6/hLfNvfDcWBuPY6jQ40OQRvnEy6gKd34juN5xjOaIE5eP5nLPgTzzX4C2dhPRXGUMiCGf/iA9X3o0KHcvb9+/foVZD3q9l2RmppKL774Il144YU8HhCTAVDzj2j/9u3b6Z577qFoI1ij/IyYyfDzBUYnv3LWu4vqC8CTAUIgjdobFuxdwL8/+qyESvNebbRz8FP9bYF+iNT/nrV7sn70267faPb22T5rGqdlIZX5oat/8M9RdV0HWtYDld4vI/1CD4+vbhh+6O7rLYjsf/3115zyj3nq+B/1fng8WhUBLHRIZQ4E+uJp0RZ7pAOpunJndf7OOvubjfgrRaBJlSYepyFBGUDNIJwI7jYNS0xE9F4z/EvL3DX8retcvQV9CjCrGJ19T28SXQ4vT0Ft/xXtr+BeD6iTnLFlBs3dPdfvXYDDGfSQUII40Kn+QNL/wg9fyXrU869cuZKd+sePH2dnwMMPP0xr1qzh4EG0gWylYNb4B7LO3+jk97ROG0Zy3Up12fjzJMMvVIDTE4Y/QG8ilLCFAtynK8Qi/gpkPyILkns5UQxnRn614SufjPdFqr+lLDKb+wWjo7/tFB9p5htBzf3g/YcA79GjB5166qkVavcQTXU15ufbb7/l/88//3w655xzHD4XLaBjOaiWFLguv/o4PyrTvbyIAsDohzKApjqeGv5o1Ii6UEeosWyepv4p4w+KBIxmKAOoC3Ovxr+E79s2p3RIXJLPU/1hqP615y++jxm+asEUXIOu/he0uoAbIi7IXEDz9szjiNC5Lc51u440GlAKPqKMwVA49fS/Ym2coBD6tG7dmifuPProo2y8267pkPOuRrZCRnz66af0xBNP0EsvveTwuWgBqd5qpGYgm24Fy/D3hZNfZfjBiYAMvy4ZXSgcWbRvEaetI1sNTutQwZjqHxdCEX8FdOI+dfuwfjxt8zTuD4Wmf2Nbj6U6lep42dVfpfpr+mAkjPNDUC9Y/XyApPqHLh5f3ffddx/X/l1wwQXc4A+Gv/GGekBXwNOPmz3+++8/Wrcu8ma2mokABHKki6rxx7qnDH8zyoCq8bc1/IuLi2nXrl0uo/0lZSW0K1vbztHYQH+n+2uGv7bgF5eUuhnx953hj+OGowXR/l51evlsv9ECFILTGp9GZzc/m2vIoRBMWj2Jm/8JoRMBAKIMhB/IwMOEnccee4wdALay3kw/H2Tz/fbbb3afQ5+AOXO0SSbR1ssHEXD0vgh2qj/kjz8zpbYf3+5Vmr9tuj/6BUCHCMeMq6X7l/L9QQ0GBb2hn6NU/1A6LlsQjBrXfpze4+eD/z7g79TT85fLksszX0tKfVA+oEbk+jgr1F2OFhxlBxN0omCMiaycUO7kL3dwChEQ8YfhP27cOFOGoS0YB6Ru4NgxTQgaOwAvXLiQxo4dS9GoDATyIj3Z1b9Mz9BQRgFG7zjCaNQbDX+Me1LRc4z9c9bIDunZleIrcV8Bb5WBP3b/wRkEiKSYne2uGf7lC36JSSVCRUl9aPj/s+8f/r9nnZ4SpfYCRIDg+UcDIGTPoAswyiZ61+kd0opMUGr+ghABMCoDUuMfPpx22mn0119aRpI90K3fEZAFkOc5OTl831bWw1H866+/8mjVaHTyw3gJ5tqEpnKxFMsp00jJ9UfZASKPe7L38P1GVRp5tS+M/cV0EJQr7Tqxi5qle+dICDRIUcd4tTqpdTxqaOxPcH2qczE2xOUlekJd1+k6Lu9D4AQ1/3D0Y+qPu5lsKPlU4/xKzGZ+hoHhr5z8KN0NRqNovca/SCstFCLA8EeqtzHd2x2effZZjh4onnvuObuGJcYFRmXEPymAhr/u4NS6+gPU0YHD+Ye5yR+iErYg0tOgQQPu8mxs7mfM0kDTRkeoaD8UAW8VH0QtkB4PxQWRBZUBYK7Gn9xb8NWiXuqb5n74jjGnFnVrMPwF74DhD4Vg1tZZtO7wOu6cDAVxdPPRlKx+uyhG7/Ib5Ii/1P2FD2jghya8nrBkyRLq27ev/re90q+0tDRT438j0ckfzDR/ACc5Gn8h4o8Uen8Y/nA2wtiFHuHtugNdAY7+FQdX0KZjm8LK8EdEGscNMKo31JzRoZ7qbwsyZS5qfREtylzEpX6rD63mc/j8Vue7dZ6xHljmD8Pf/yMyQ3F6j0KVrKJhObJzMIVLCA2CcnVfd911rBBce+21fMN9dVu6dCkbkhs3bmSFI5pAak6glQHl6VTj/JSnDhctmujsz93vdEQTOHz4sN78yVi60aFDB4evVWnYDSo38PozQIB6ku5vTPUvMZ3q79uI/8qDK/U+B8Fs8hRJQME8v+X5NKLJCJ5Qsf7IevpozUf69RWtQPFUWTze1ER6Q5UkTRlwNjFEiBw6duzIch2lf5AHRlmPG+QFxgFH2wSfI4Xl/XyCkIJri5qok5mT6Zf9w/EKUNPui8ijLuuPbAqrRq5w8CO4A/nUrkY7CjWsmvuFWnc/J7pfv/r96Mr2V7JTGVFujPd1p/mjavIMikt8keqvRj4XGSNrAUfp7sGS9cbxvZLuH1p45YLBSD+M6Fm/fj2n8xmZOHGiw4g96gRxUxkDaAIX7UCAKcMksDX+KtVfG+dnTKlDVA7KQOMqje2+ForcH3/8wffXrl1LGRkZpgx/fFY94l/Zu9Q/ozKw9MBSXvCxfzPedB7npy/4JQGP+CMFUo2g65bRzev9CSfB79+rbi+qX7k+fb3xa10huLDNhdSwcsOo/KqgdCKDB84Qb8trPKVqoubcwtpi9joVgg+68EPWL168mJ28RoMLI3iRxWePSpUqcQNgOADOOOOMqEvpd4Qu6wOY3ecIZPitoBUcLfUHysnvbZq/An0CsIZhPTuUfygoo8q8cfJ3qNkhZDr5OxznF2bLMs6tCZ0m0LebvmUHCzr+D28ynHUAU6n+5Qa66SbPzjBmFkJPjE0OquFfu1JwJqZAtiOYdbjgME8sCwUnp6Dhsft179691LNnT8rLy6PCwkI24pEOiMZuMCDNlAHA4McN9dVoFIgGP/jfdL11BIEu12jEgXq7QHZ112v8bWa31k3TFDRnyoDRsFcGv/o/Pj7eYZ8HLASoKYQ30FfeSMy9R9oiDApnYwgdRfxLzUb89Rp/7+u3dp7Yyb87PKOqaZHgWzDxYXzH8VxTiZSzT9d+ShuObIjKr1lXBFJre9VZ29uIP8pa0N9D5vuGBzAIYNzPnTtXd9Ljb8h99HQxpvI7a6CljH6Uh82bN4+WL19OubnBn3UdDILh5HcV8UffHX9E0JWT3xfZfQBGs2oIHC5j/dB7SMmdLrVCcxqBluofW0EXDBcw4enStpdS14yuHND5acdPXOrn6pzmiL8vm/shpV1ltgSpzr+gpEAvHYbuEyxUFqtk+IUWHl/dX3zxBZ199tk0efJk6tSpEysCb775Js/p3b17t9MxbkZ+//13rgXHDU2E1H08Ho2KAC6UQCrllvKIP1L+rQz/8jp/Z+l/toY/GjXBcaNGQBlr6O1FAGCU+aruB0a/6hhsNt1fW/Atbtb4+66r/8ajG/n/1tVaS/2TH4Ej7aoOV3FWCAzOqRun0tpDaynaCHYEACDVV9X5IwoghD6Q6ZmZmZzdhSw+rO2I8GPyTvv27Stk+zkCTgJE/Rs2bEhDhgyh7t27szPghRdeoGgiWNl9jkANMAIOcIz6uvcGFH7sE/tHqr+v8HSST7DYcXwH9znA2ge9JxTRmvtRWDT3cwT0yVHNRtHQhkP1xslo/OfM+Pe54Y/vLsh1/ir4hQy7YI41FsM/wgz/7du3U58+ffRGb0r4N2rUiAYPHkwLFixwuQ84CEaPHk0jRozgVPGjR49yczj8jcfxfLQQLEWg1E6NvzEKgOg80oPtAaXPaPijuz+Mf1f1/armr2EV36Zcq6i5WWXAOHvafFd/3xj+EEQbj5Qb/tVbe7UvwVyU6MLWF1Knmp2ojMp4DrAqs4g2w1859YIFOpmDE4W+NTIE/wBZDyMd66VR1iOrC6P8EL03w3nnnUdFRUU0f/587gsDRwCM/scff5wDCNECMl2Q3YfMF1X6EkzgNFcNwHxd56+c/Mjs82V6e8v0lvr+MSIv1FHRfjj5Q7W8SUv1D9+IvwLf78AGA7mhL64xTFJAs1+UVroKAJWW+SDV38eZoeFY328r648XSU+fUMLjqxsGnorowthftmyZ/hxS+aAUuGLWrFnc1Of111+ndu3acRohov34G49jdnC0Gf7qQgl0xB8Ya/yRNqWUkr05e+2+tkqVKtS4cWPd8EcESOHU8Pdxfb+t4Q/lxcwIEatxfqYj/qpxS6HXHllEPFHu4O1sY8F8tPmcFudwPwWkAs7cMlPvshwN6I39gpj6ByQKEF7YyvpVq1bpjlKzsn7r1q18+/HHH2ngwIFUvXp13teECRPo+eefp2+++YaihWBl9zlDOfodyXpP8ZeTPz05nTJSMtiJu/XYVgpl4ORXwQgY/qGKlupPYdPV3xVI+Ye8R7bJyqyVLO/tGf8oQzo5zs9HpS5BjviHiuGvypYl1T+08MnVfeGFF/I4HkTpkcKHjvz43xWIHCjD0RYoBSdORE9ECHPHQaCbbuk1/jYRf6CaoO0+4TjzQhn4+K3gyLF93Jbc4lz9s/qq5s+4yKApIYy6Lce2mIz4q+Z+bo7zK/GuuZ9SBDCOKBQb/UQqiAac1ews6lm7J58n32/9Xm+6FMngulOddTMqBWe8TwXDX6IAYUeXLl142g6y/caOHcsp/2bG7kLW16pVizMGbIlWWR/sUX52ZX15hN5XKCe/Pxqqhku6f2ZuJmd5oJs/ehGFKlpju/Dq6u+KTrU60XmtzmPjH+P+7Bn/xlT/Ul914VcloV4GiHzRzyckIv4yxScyDP+XX36ZLr30Ul1wI7W/WbNm1LlzZ1q4cCHVqOHagO3WrRtNnTqVtm3bZvU4UsbxONILo87wTwm04a/uVeywrbrwKuFtD6OBj74PAPtB40dnEQB469HUzte4k+7PXf1VipfZiL8y0rGge9EICTV/oEW66yaYgm/B+Tmi6Qjd+EcaYKSn/R/IPaAbG1BAg4nKJJIa//DgnHPOoUmTJunXDvrvjBw5kjP0Zs6cScOGDXO5D4x+3bdvH02bNs3q8fz8fHr11VejStajfA4Ea7KGPZRhjog/GtH5qsGYmiXuT8MfTn5HadyhgJL1Tao0CelePlrEX3X1jwzDH2B0otH4t037t+71VBb2Ef+SshKeYhQKZX3G7L5wGr0Z6Xi8CiHN20jXrl355g5QGDAJAOn9p5xyCjf6gXKAJkJoHBgts31xQShlINBRAF7sYzWFzhYlrPdk7+GF0t4MXnsK29ChQ6l+ffsNbFREwdepf0ZlYN6eeZz+hwXQmaC1WvDdjfhDcJSVEMWd7BNgFhyX+h6gDAjBM/5h+GMMJCIBqAdEhCASCZUIAJBU//AiOTmZbwpE/FGX7w6pqak8DhDZgXD4Q+bn5ORwvX/VqlWjqsb/cH65rE8JnYg/9I5K8ZW4wd/+nP0+kc/QG7C+YmShPyYVYVQrggeYEISAQqhG0zFeDoTq8dkz/CMh1d/W+Le0stD0TdPZyQ9Zzz0AYmKsx/n5OuIfhBp/jLhEE+PkuGRd1gYLNLPEd42eJnkleVxCLAQfr69uNORDbTc6/xpvR45oEWxXILL/9ddfc8r/oUOH+H/U++HxaAFpuGighwsk0M39VKq/Pf8uGv4gOohutMpzbwvKO5DpYeSKK65w+H664e+nWerwcKYlpPExY1ye6eZ+7kb8vVjUEVXBQojjrJlS06N9CN4DoT+y6UjqXrs7K6gztsyI2Mi/qu8PdgQASPpfeILoPKa22Mp6NOkzA+r5sT1q/I8fP87OgIcffpj7w9SuHXyHVKSX9blaC81k+LmDv2U9AhGqyd/mY6E51g/N4lSWY6g7+bWu/ppJEBMhqf5G2tdoT2NajmE9GzX/KvJvTPUvM/S8ClfD31jfH+xGkgi8pf2/vfMAj6rM+vhJJw0SUoGEEDqhS1FABAGxgdgQFTtYP/vuWnbXte3quq7uun772RVBXVgRFFEROwpKkU5C7xAIhJDeZ77nf27eyZ3JJJmZZDL3zpyfz8hkcjPlnffe9z3tf8Jj+L5k+PlBxB89fK+++mr6+OOPnf7+jTfeoNmzZ7ucSohboKKi/fDOtXUqmMq+cXadx8KKRRupdFi8nAmFQBgF4kxXXnml7bHLL7/c6WshhTC3NNcrwn4KXOgQ9V+ft55V83vE9WhdcT94woPDiJAOiTr/CM9T/zLaZ/j8whzoYPwvzryYs24wZ2D8QyV6VOfme5ObCaOI/QAVhaiorWCHp69LD4TmeeaZZzjKj3XfEUTx58+f79IwojTshRdeCNgh5+w+FfE3UI0/wFqfcyqHDf8xNMbwhj/AWo/0baz1k7pOMtx6ivp+BCGQmWCEbKvmVf3JLyP+iv6J/dnJv2jXIjb+sf5AADCoTuup9SL+vkv1V05+X7btdSztg74Q0v2N2soy0PDYynzzzTe5BR9a+aCvr14RHsTGar2aXQHCPmjdp1rBKVJTU/nm7/hS7Edd7BtbLpXhj3S1kZ1GOj0Ghj42f8jc+POf/0wxMZqHzxGo7SMFKTYs1qvdC9AeD0bctvxtNLnb5EadKZrh72aNv/LmVlV7LNxiS/0zeAQg0AT/ILKIvr/LDyzntDT0AjbaRtIT4HBD+p9RNgMYZ5Wie7ritCHek9A4iPLD6H/nnXfonHPOYWevHsefmwLt/JAhUFpaavd4dHQ09eqlRW/9GfS0R7YX6o3buoNPc9gi/kUHGy3tcyfSfbjksN3zeoOe8T25Mw6CJzCyjWZY6Ov7jb6W2NX4+2HEXzEgcQCFBIVwS184usq3l1N4pLZHrG31iH+lz/R8fN29R+/ox7VAIv5+YPjv3LmT7rjjDt4ItMT7fdttt9Fbb73lVPjh8ccfpyeeeIL8nVPlvkv9U9e5xlK7Mttn0nf0HafN4ztytnjhsQ8++IAFoBy1Hxpr7ePNRRCCeXAuFFcXs8gf6rucoVpUeWb4l3h0UUd9P2ofzVDzF0hgPk7OmExRoVH07aFv6acjP3Hk/+LuF7doA2wEUKaDKAdqeHFeGAHU/cLwL6gsEMPf4OzatYt1W6655poWPc+cOXPovvvuc6rgf+aZZ9Ivv/xCgeLkRzs6o7TyU6AMCNk3yMSB8dApplOL2tXC4Yg646TIJPIWeL9Y3xH1X398veEMf1U2YQYnP++BbIa/ude85uiX0I9mhs6kBTsWcCCm46QOVFFaw6n+je1zzRDxx3s3UnYfUOXLqo2p4Hs8Prt79uxJeXnO675dBe3fcPviiy9Y1O/EiRN2t4ceeogCAZuwnw/EfpTDpTEVV/T3DQ8O5wgoFvPGwEIBkaamLpjebO1j916Cgmlw0mC+31Sfdr2qv1tqruqiXut+Sz+MISI+iHgaqcZT0Iz/sWljOfqPOkBkjSzcubDVVK59hZFq/hQqu0k5PQXj0hprPYz9O++8k55++mmO+Duu9V9++aVbz3f8+HF69NFH2WEwcOBAuvHGGzkYYXSMmuav1k1VgrevcF+Lnkut9WjZ6+1rzpDkIfwvMvyqPFiTvQX2FsrJ39qti72X/al9V6F+bviDzA6ZdGPWjewQj0gIpZh+h6g2pKwlzZp8XuOPqDocd8hoMIp+lNrnKqen4Hs8Prvh/Ucrn4ULF7LAX0VFhd3NlQgqFmq0BDz//PM5pR9qwfobxH8CAV+292lK3A8gKqFS9VSKeksXQW/V9zvbDEDdv7Eeoh6n+iuBPw8u6keKj/C/iEwYxQgT7IHY35W9r+TFE6mA72e/z9F/s6J0NYwSAbAz/CtlM2B0UMrXuXNnzr6Dg95xrXcs0XMGjP3MzEy69957uf2v41oPp7E7YN+AdoIvv/wyt5FFCcHo0aPp8GFtjTEqvmrb644xBPYVtdDwr8vua4u1HtF0ZBChXjs7P5uMtK+DEYZSBKPX99eL+/l/qr8eZLXcNOAmCqoIouB21RTWfTcdLjna8idWujVtHPFXaz2ybIzSOlIi/n5k+D/yyCNc+zd9+nTq2LEjRUZG2t1QD9gWkQSzg1o6FfXySY2/MvybMEKR7t/SKAD6imIRRPZAWxgg2FhlxGZwinNjSu2aqr+b7fzsvLlVHin6g7QY40cAAhmkj17X7zpOVT1QfIDmbJvTqAPJ6ChnE7J3jILKbpKIv/FBl51PP/2UnnzySXYAOK71119/fbPPAaP/9OnT7jlYmwAZAg8//DCNHDmSBg0aRHPnzmXhwcbEho2CL5387hj+MNxRp99iJ78X6/sV2LsoR//GvI1kFNRaD+PSaGUdzUX8zV7e5g6IjNf8YqHasgiikCqam/0uB4xahNojeqgD5SnQ0VKtLo2CsmuQjYBSV8H3hLbE8L/pppsa/X1jQj01NTV8AxMnTuTUP9T4T5s2rYEoXGhoKN9cBZkHb7/9Nq1du5azBSZNmsSdB4xcrwRjAqnfiC62dSs/YK0r8m/Kw6tq0VHn76noj4oAINLdVovK0JShbLRhMzC2y9gGzg2tjYsHaq4tiPgrpWMzpP4FOpj3Nw+4md7LeY8dV29tfYuu7XutoSLnzYEyBdWK00j1rx0j6gx/Sf8zPFhHf/zxx0Z/n5SU1KgBqLoAYB2/4oorON3/D3/4Q4P2fVij9ZorzeEoJgyHAgwXfYtWI3Ki7AT/a5Q0XEcQmVbCmxDL86QsDxt86OtgT9NWzkYY/t8f+p7XewiZGmF8bWn+JnHy68X9QkKMu2f2BuGWMMrPSafgvnlUVVNFH+R8QJf0vMRWMmoWcT/lbDLSWo+21Qj4obsFrg1GODcDHY8Nf0TrcXMXqL4jcqAHbf+ctf5zR9zv5MmTNHz4cM5AQGtA/Pyb3/yGPv/8c3rvvffIqKhNOU4GX3hZXYn4w9BB5BMRe6QSeXJRaYvWPo5kdcyiL0K+YAExpC5279C98Yi/W+J+qsbfvYs60sXxXowWfRUaJzkqmWYNmMUbgbzyPI78z+gzwxYZMzrHSo6RhSy8+LYPb1x401cRf6icwzkRhhaZgiFBKv7ZZ5/t9t+tXr2aRo0a5bTVb2uL+yGAAOfB1KlTGz0GTgh9O8Li4mJqSzDPlbK1NwXvWgL2AUidR4kTMvw8Wa9VfT/2DW11XuPahta96EAER/+kjEnka8xU399Q3C8wUv0V4WGhRJZgKtvVmfp17E87C7O5tW9RZRGd3eVs98syfVDjj6CcLeJvIMMfY4egJvSt4OgXw99khn9JSQnX9KFVH+r6cL8xcIyzNj+33HILRxBcAbWAroLX27Jli10bwYyMDLrkkkvoL3/5C983stiPrzYCyvBvyuUAhwR6zu8o2MHtaVpi+LdF6p8iLCSMW7f8evxXVvx1avjbavwtXk/1V+2NcOFDVEUwB2hHgzrABdsXcETp/Zz3ufcv5pbROVJqTE0JdE+AIjfqctHSLynKmIZQoIKaeQjyYQ3HzZkSvwK/d9a+t3///k1mCuhpqhtMc8ybN4/+9re/0fz587kUoTGeffbZBkGHtl7rUXqGa390WDQZFTg1YfhjrT8n7RzP1/o2qO/Xc0byGTbDf3z6eJ/WOFfXGjPTyuVU/wAz/CM4+5MImegXZ06jxLw4WnV0FXf4QQ/6CzIvcC8w5wNVf2S6IKqO6LrRjGuk+yvDX/A9bl0Z77//fk7Lh8ce3nncbwwc4yyKD2PeHYPeVdQGRU9ycrLNYWFUkEIMfHWiWptp56dPe2bDv2g/jekyxq3XQFQPkW4opbe193t4ynA2/HPyc6ikqoRiwmOcqvp7lOrvZsQ/t0QTXukcLdF+s4HN+sysmbR412LeFKMHMDYEozo3jGgaCSPW9wM4IbAZQAYRNgNi+BuLRYsWsYDvjBkzOIOuqVZ+OAZGtyNwBniSKeAOeN1Zs2bxXgSlBE2BLgAPPvig7ecjR45QVpbzVq/e2pirtd5ITjhHVOs5GPCeZOMcKmr77D7QO743xYbH8nV5+6ntPnXMopOKETOtXE31DzWBJkFropV91nJ761qLlc7LOI/n0vL9y2nt8bVUUl1Cl/W6zPVzwQeGv4r2Y603mkaDTdlfuviYz/BH6v3dd9/NhjuU+HG/Mdwx7tesWcNiPUePHmWP/QUXXEAjRoyglvLCCy9Q9+7dqW/fvoZN/1OGv682vq5E/PUCf6jzh0CHO950FQFA2jSifG0J0g2xAcF7QHs2fQRDn+rvluiUhxd11Ewa0QgTXAOLPtT+sRlYfWw1LT+wnCPW49LGGXYjb2QxSb3hLxgLrMEbNmyg+Ph4VtzH/cbAMa6CNR7G+t69eznKj/I8OBY80eGB6CDa+CHIcMMNN7gdHGgqi8Gb9f1GTfNXwDEBgxXGDhyHSuPHFaANgJIoXxj+ENAbljyMvj/8Pa07ts6nhr9SV+8U3cmwa4MjAZ3qHx7OQSB86sqqKqLoCDqr01ls/Ctnf+X2Si7zC1eBH1eyQtEKGA6VNtAZUxmlRtxfqtI+VeoqmMjwT09P5xuAkr+63xLgrUcHACjzdurUiX7++Wd2MCBb4PXXX/f4eZ977jlasmQJffvttw2EgIyS/ocLjT4K4Jv3oP3b3OIEox39TktrStmz6E7Kvq9S//RRf7wHRP5Rr6W8oXbifm6l+itxv0qPNwOCOcHcOb/b+ZyqizTAHw7/wMb/5IzJhtvgIcNFZdpAWdpoKLVfpXQuGAe0yhsyRFNKB/r7ngLl/dtvv52F/Xr37k2lpaX0z3/+kx3zy5cvZy0BV/noo4+4mwD2CDD+zYCvs/vcrfPfmr+V6/zdMfxVXTvObX12XVsBQd8Vh1dwSdbx0uOUEu2bNnpmXOsR8Q+q2xs1tWf2R9ghWCd0XVFZX8LZP6E/l6XN3z6f9hbuZaHfa/pe03yppj7AhTr/cO+3JlfnnhFLS2xrfV1ps+BbfJoPsnTpUlq8eDFH/Ddu3EhffPEF/4ufFy5cSJ999plHz4vevnAeIF0RvX2bS/8rLCy03bKz264PLJRvYTQEU7BPWvkpQRDQnIOXNwN1GwCk+3uS+teW9f2Ordlw8UbJwc6CnbbH9QrQ7qX6q1YtVW4ZYUhBhBFmJlV4wfm5MDZtLF3Y7UL++ZfcX2jp3qW2c8koKJEtZBMZUVNCGUAnyzTnp+C/ILoORf8XX3yR9u3bx4b+ypUr6eDBg9wS0F3n+z333MOOc3QISEtLs91cFQP2BcrJb/SIP1Dipe6u9eqa4ysnP9Lq+3Tsw/fXHV9HvsKM2X1ajb9GSABG/Klu/a7QZQCrc+G6LK21LwJIc7fNpdLq0qafMCSUSGXFtoHAH2fa1GlK+Orcc2Wth7hplRv7ZsGAhv/f//53FvBBKiBa8elv7777brN/v23bNrr22ms53U8Pfsbj+L27/O///i/97ne/44jARRdd5JKnDymH6uZMpMhbqA0vFC99JUSjIv6upFqq2j9EAVwFJznq3XyR+qfA2EL4B6w9ttZB3M/iQaq/+4qtKgKAC6BLqWKC4RnZaSRN6zGNnTkoI0FKoKe9r72BrzNtmgNZRACiP0prQzAmy5YtYyc6ovKOa31TbX0VMPaR0QfjX58Zg+eD893dtf7XX3/lcgFoDelvDzzwABkRXBdsQr5R5jH8EUV0Z6Puq/p+PcNTtf3k5hObObDS1kAXQe3tzOTk11L9tX2g0WrE2ybVX9sLVuoi/grM5xv738hZr8fKjtG7297lQJJLAaI2qPNHSQ6EQ32VadMcyJDE2OE9Kgeo4Ds8tjY/+OADeuaZZ+iRRx7htn6OhuPQoUObfY4ePXrQ2rX1hpieY8eO0fjx4916T6+88gr99re/ZaP/4osvJqODDa9+A2zkVH+gIv7uiP6g7ggiN/DEQx3dVwxLGUYrj67kdC3V57flqv6Vfp36J7jWPxrdIxbtXMSpsVDVhQ6AEdrTGd3wT4hMYKcJ2oSinhj1lILxOHToEF122WWcpn/fffc1ENFFpL05oLVz+vRp1tNx/Hus9fi9O8CJYCZQzoJ1EBo3ZhB7i4uIow7hHaiwqpAOFh2knvHNt26G9o/SFPFVdp/SI4KYGMYcxv+I1JbrRbkDSgzwXcPQMcN37TTiHxJ4hj/X4nONf7XTY+DEQXefednzuGxnztY5dH3W9Ry4a3SfiMyANoj4q0wbXzrcmgMOz9KiUs5MMFMmjD/iseEP7zoi6w899FCLBISQmgfnwc0330ypqam8CUDNf05ODrf9Uy0DQ0ND+dYYe/bsof/5n//hDQFS/XFTPPXUUzRy5EgyGioSnhLlmzo0YKkTt3MlswuLqVLNhVHh2B6vyTR/Hxsfce3iqGdcT9p1ehfX+qNOWwm6tEWqv1JcNVMEQHAN1AGG9w2n/+74L5eSYGMAESBftuxClE51kfDlJrwp4BxBhAIbdAifieFvTCDsh2g/6vE9BZkBV155JQv5oQyvT58+XOP/9ddf02OPPcZlf2qtRxCBN+J+hFrr4eQ3mhaIM/AeEfXfeGIjp/u7YvjDuV1jreGyIqXi7av3DmN/2f5lLPIHjZ+2HHObkz/GPMJ+9ar+dTX+bSBGZyT0ek/6Gn9HEDC6uf/NNDd7LuvnvLXlLZrRd4Zzgzsskqi8bSL+Rnfyq2sfriVK60QwoeEPA7u8HLO6ZaUCSPHDDWJ8TakFY7PQVP0eBIM+//xzp7/LzNTS1owa8felMWitEzRxZYHizUD7TNp8cjP3+HXJ8K+7IBnBE4nNAAx/9PmdkD7BXtXf4om4n/up/uLp9E96xfeimf1m0oIdC3jOv7nlTbq277U+S+tF5M0ImTaubAZg+EMJvHuce1FfoW1ojbV+9erV9Nprr9nKBhzRl/udeeaZHFjwJ2xrfZR5HL/I8FOGvyvo13pfG7yDkgbRNwe/4esKoqEZ7TPa7LXNmt2HVH/1tQWiqj9ZNYO/Cqr+zQSRbh5wM32Q84Et7f+ynpdR/8T+zrs/VZeRN0GmjRL2M6qTX69torQIBBMa/ojQIxX/rLPOonPPPZcFetzllltu4ai+KzTXHhARBWQQmAWcrKrWxZcRf5i9QW5c6BEFgOHvSp0/xM5UixEjXJB6xPWg+Ih49tRuy99G7cPa16f6u2X4q3Z+rkX8IQSDejAR9vNvsFGeNXAWbwg4GrD1LZrafWrDDUEbAMccaMsNr6ebgRzKkc2AgYFRHhUVRc8//zx323GnfZ8CWkA//vijS8dCa8ffsGX3+Uhl3hOUpg+y1SpqKqidWvcMnt0HkHUwMHEga68g6t+mhn+JeQ3/QI74W61aIKeikVR/PchOg/H/0a6POMtv4a6F7PAZnz6+Xq8LEX/g5VR/nJ/ItEFpiS8zbZpDlTSrtqaCCQ1/tPNDJL2xWnr01sUmoTljvjmD3l+B0V9rrWWlUF9G5CxWK6FxS7CLHnr9ZgDCOahZbGqzo47xpY6BAoI1qPX/+uDXtDp3NV0YD1V2zfC3uFPjr8T5IBwEx0EzY6c2Akhrbmq8BPODVMDZA2dz2j9aSmFDgI3BRd0vatPvHloWepEuoyKbAeOD6O2ECRO4rM9Zad+MGTNo/vz5TT4HRHPPPvtsClRQ9222Ui/sS7Bmnao4RQeKDtjU8p2Bkjlc74zi5FcZfjD80YMdjve2qLeH9pGKaJotu08TtdP2MhER/lVq446qf5ULhj//TUg4l/R9deAr7uyjNKQu73W5pmKvDP/qlmVLubrWI/Dg60ybplDZj9ANac52EAxq+CNtD8q6//73v52K+2VlZTn9uyVLlvC/l1xySbOv4c6xZkOf5u/Lk9WdVH+V5qSi5hD9QYpzY6gUQUQAjKISOzR5KH1/6HtO0cqLyVN2v2cRfywUlhqikDC/a+0jeE5UWBSL/vxw+Af66chPnCGDdFN0AHCnJ7anYFFVmhKulOMYYTOAuj8YD0beuAQq0NtBHT5a540aNaqBOB+0eZwB1f0FCxawan9zuHOs2UAr19KaUs74So70vQPcHeA4hOG/r2hfk4Y/jF20FINuR+doY6xz2Fth74FrL7r5TOw60euviXFAiRXaB5tJ2A+UQ2Oj7vIbHdl0doe/wde0uuzPymZS/fVgXwu9KMyzT/d+ylH/1za9RudlnEcjQiK04fSy4a+yb42+1iMLJzYsltuY4zwxQvlvoOKx4b9z505W0L/rrrvc+rv169e7bMy7c6zZMIKwH1BNtNyp6YLxUpBXwIZ9U4Y/ogT6LAGjGGUw/tceX0ubTm/S1fi70U5M344Pwi3NGP7quzZTtEdoGSHBITSh6wQWlFy8ezH3r303+10akTKCJmVM8mpLR6T5Y/OJaJ2R6/sBUhNDgkLYWQEDA0r/grHAWj9x4kT685//7Nbf5eXl0SeffOKSMe/OsWZDXf8xt9EBxExA0wdiuKp0qLm1Hpt5XPuMwqjOo+jgjoOc7j+2y1ivt9LVp/mbzYlZUl6fkh4VYIY/p/rXteJ1x/BX9EvoR11iu9Anuz/hCPwX+7+g7IoymmqpogQvpvpj3VT1/UY3/FWpU/HpYr4miuHvOzwOwyLNv7Cw0KO/xQaiXbt2zd7c3WiYCaPU/Cl719VUf7UZAE1tBlDfj4wAkNHBWHXGZ3Y6k6Mv+0r2UXBsw1Y2zYLsFtWuzQVlf5uwn0EiIULbgbTXOwbfQWckn8E/w+H0yqZXXNLI8BT13EZP8wcwEpRDTF0TBWPRkrV+zZo1Lq3148aNI38F2WVGcPJ7gspQQoZiWRMiZSq7z0hOftA7vjdnKKJl6KYTcPS3naK/2Sgvr1OftxJFtQs8w19F/Kuqazx6DmR4XNfvOroo8yIKDw6nA1Wn6dXyfbS6YLute1RrA4cbnPyY48jGNTpK90KdJ4LJIv5ozQNRv6FDh3I0wFHcD4rpISENPb/XXnutnYJvc/Tu3Zv8DRjFRlB+1afWumP4q80APgPS+5DC4whSebDYoo7HaCI3iLxgQ5B9Ipuie0e4b/irHq2oBWvGm4vNEqK9QCL+gQnOgak9pnLbvyV7lvB8QDugszufTed2PbdVy2BwTqNzhVkiAADXB3QhQEmML4QQhaZB2R6Mc3TVuf322xuI+2Gd1zqk2NO3b19buZ4reCIaaAZU2Y0ZHb9oSYryBKjjw7jPSshyes1RTn6jGf64tiLq//m+z+nnoz+zxo83yw6NsK/zlNK6dpqIfEdFuS/W7S+Gf6WLNf5NtZJEpt+SdS/T/oL9tKxgK+3MeY9r/1u7xe/ugt2mcfLrzwt1TRRMZvg/9dRTXJc3ffp0t8T9YMj7ozHvrrAfUnTgFfSl6J2m4qoZ/O5kpUHRFOIl+BzwOPbt2LfBMXtPa4IjSOcxSn2/HmwGtudvp6jMcKo8Ueteqr/N8C9ptkcrDBqAtOvmVJEF/wbt6u4ccict37+cRad+OvoTd724otcVFBMe0yqvgVp5pMwjfR5dLMwAa18cl82AUVm4cCGtWLGCb08++aTL4n5xcXE0ZcoUCnRUZxukApsRGBUw/JFJ5MzwRzYANAxCg0INGekenDSYvj34LesSQWjV2X6ltYT9lIijGZ085RV12YuWGnb0BZ6qf524X7Xnhr8ivl083ZA5ldbl7aavrJWc/v/a5tdoeu/prZbiDofb9oLtfL8p/Q0joXSuoOyP8wWaIIKJDP9HHnmEbrrppkZ/36tX47XfgY4yBnES+NIo1qLcQR61b0G6Pwx/pPs7W0h3n9Y8kUY1PiDGgo1YUGgQhSefJkulm/3WlRHfTKq/+q7TYtI8fq+C/0X/EY1H9B9RtNc3v65tCNq3fEOw/ZS2EcDzm0U1V0UBkOovAn/GAy13m2rFl5Tk5rUzgCisLKTiqmIKpmBTRoGV4b/62GpbOr8je07vsR1na2VmIFDXPzx1OAutrjq6ivrE9/FK/f2xkmOcdo22akbXVnFGOav6E1lrA9Pwd1fVvzmCwqNoRFg8ZUR2oP+2S6D8inyas3UOXZB5AQ1PGd7iOYi9Ja4tCCCaJeKPcgicH3AUwkmWFiv7Yl/g8VUaSv64Ce6jxDh8rfLOhr8t4u/eRQjp/qhXdlarjGwGKOkCpDwZEXze0Z1Hc4lDWEoB1R50s65LiQQ1k+qvDP8uMeaM9gjeASnt0PdA2z9E6SH8h9rAM1I0LQBPycnPsYkNmYWkyCTOUEBpkAj8GY/ExMSAbsXXEtT1H90rvC0s502dEmjiwNHvrC2ecvI3JfTra0amjuRU/0PFh7hDgTfKoPSZHWYT9nOM+DuW7gaU4e9hjX8D6tr5JVuD6NZBt7KjPzs/m8tOUBKC9b4ljjLl5Md5Z5bIOc4LZAXhmoExEMPfN3gcbi4oKKDDhw83eisra1wIJtAxijHIqf51uFPjr6/lQwpgaXWp3e/gDKi11rLgCFS7jQqMI2uxlYJCLUQdtXZibqX6g5rGI/54PlvEXzybggMol5k1cBb169iPzxe0A/p0z6ecAucJMJohJIZNOjQszIJe4E9Ef4xHeXl5k2v9qVOnfP0WDYtR1vqWAA0fla3gKOhbUVNhq+83qpNflSciygpWHFrhFbE1s2f3lddFulHjH2gRf7Tzs9bpPFW2Qqo/o7SvajStqyt7XUnndT2P1+cNeRtozrY5dLpC039yF8xfOBGAt0pXvIXU+ZvY8P/d735H6enpjd4++OCD1n2nfkJVbRXXtxhhM6BF/IM9MvzRFk+pFDtuBnYV7LJ5Io3s+UaZRdUOzXAPTsij4ip7B0aTqOhNbWWThhjEDxHN9KWWg2BcsCFAmv+56efyhgC1/29uftMjhXu03VLlNa0tIuRt1LUQETnBWKDNXlNrvbstfQMJJWJldsevEvR1TPdH7TLS2+HgR12zkRndZTSvxQeKD9jKE7zi5DGploNqY4dU/0CO+Fe3luEf1q4+K9Ri0bJMu4ymmf1mUruQdjxfUPe/9eRWt58awTVoVmD/YORMG2fIWm9iwx+t9nJycuxuq1atYkE/qPw3JvoX6OBkx0IJD7Sv68Bg+NtU/UPcnwqqrmhPYf0iWmOpoR2ndhg+AqAIyrVQbVkEWYNr6LuDP3gQ8a9odiMAD6cRax8FY4Bz8Jy0c3hDEBMWw1k0b255k1bnrnY5MoUsAUQRgIpsmS2dGKjooWAcLr744gZr/YYNG+iFF16gtLQ0evrpp339Fg0J1kKzR4EdW/jCYNZfk1TU0QzGB0oUoLgOvjrwFXdXai2Q9YhuLXDe+jqg4ynllXUGbwBG/FujnV8D9N2udPtEOOZvG3QbXxNQ3vbRro9o8a7FXCLrKuuOr+N/ByUOMo2Wj0KJG0LzwDFbWDC44Z+amsrtevS3UaNGsZo/ygAOHpQNnDOggg8yYn3f217fws7diD+ASA7YdnIbZzKoaD+EO2DAmKGdWFhoKFUcTOTNzLpj67iO0S1xvyZS/ZWWg1kjAELbgg3BHYPv4DR9pP4v27+MPtj+AZWge0Qz4BxEdkmH8A6m2IQ7E9tUCuFIHxaMQ2xsbIO1fsiQIfTggw/SNddcQ0uXLvX1WzQkuSW57JCLCo3ish4zk9E+g6OUqPFXuj5oVavqjKGcbwbgYEXpApyrKkOqNVBrPb5nsxliiso6g9caoKr+9RH/VjL8Q0LrM0Ory+1+heyYmwfcTOPSxrGzaPPJzfTaptds86g5wVAVXINopdlAtjBahAJx9PsGr0jKQ9E/O1vzBAuNGP7tfW/469v5eWL44zOgTV2VpcqWroRUZTAkaQjX7hod9J+uLginmtMxVGOtpc/2fuZalNWFVH+VFmkEJ49gDpCif3WfqzXhn6BQFsF5ddOrtvIZZ8Dp9t2h7/i+t/tUewtkQEETxEpWSfc3EWjNK2t9M9f/9hmGLnlzhbCQMBqYOJDv/5qnGcwwVuCgROs6pdFhdGD0j08bz/fR4s8Vp6orQDBQn7lkasO/tjYgU/3Vvq+qppUMf7sAkb3hD7BOj08fTzf1v4kd9kjdf2frO7Ti8Ioms1E4W4UsrLNl1hJS1cEIZTdC29PqO8R169bRV199xSmAQsPUP+XRM4Lhr1f1Dw52f2OCzcyw5GF8f+2xtbxhV7VzQ5KHkBmA4W+traaKQykUTKG8WcOGpqURf2wooNYOb64RvmvBPOC8QkoqlICxsCODBpH/z/d+zlF9R2D0IxIHw/msTmeRWVHnieoIIhibo0eP0pw5c2StbwQ1j/3l+q86jmzP384aJGty15hqrVcgSpoalcpp1jCiWgOlc6RKIsxIZVWdwWup0SLgARfx18Suq1vT8A+L0v6tbjyLDc6i2wffTgMSBrBBj/V87ra5TrNPEQDYlr+N95XndzufzIoKhh0qEk0fUxn+d999N8XExNjdoIw5YsQImjJlCo0ZM6Z136kfgHq/GmsN97E0QuqflurvueEPBicP5sgk1MTf3vo2R+xQApAQaVw1f0fDHzVttRWhNCJZa1n15f4vOY2xSUKbbuenoj0QQERqkyC4C4z+2QNn05mdzuSf0T7zfzf8L0cECioKuD4OG9dfcn/h31+YeSFH5syK1Pkbk48++qjBWh8VFUVdunShoqIiuueee3z9Fg0HInYqjdVfDH9E9VGXDOMEomSIUKKkT2UCmAVEWqf2mGpLsd57em+Lng97BZQomf27rqwzeENDgk2fodKSGv/q6vpuV60m8NfMfhKZKJf3upwu7XkphQeHcyT8lY2vcJcfCISi/G3zic304c4P+fiRnUaaJsumqbUeDkR3tA2E1sFjxTGI+E2aNMnuMRj+PXv25FR/ofE0f+6La4ALa0tU/fWpydP7TKdFuxbxCYy0v8t6XUamSvGqrSGLpZayOg6j3IodXP8Hg2paz2mN/6Gq46vTNnBE1UEqNWRB8AT0572g2wVc979s3zLOIkFEQKX2K9AVwIy1/c5ahCIrCtcSs9bK+htnnXUWvffee3aPBQcHs+E/dOhQvi/Yg7aUKIFDXbzqfuMPwDiZv30+r5H4bKxQrrLfTETnmM40MnUkrT62mpbuXUp3DrnT417oysmPuuWY8BgyK1UweMOIwj0QejY7XhH30wv8OdT4OwM2AbQyoHeD4NOOgh1cOqvKZxUQzZ6QPoHMDITNkaEI5yGyZfp01PTCBIMb/hD3wU1wHWUMKjV8I9T4K3vfU8MfwCi5deCttOv0Lr5wmWnDrlL94QSx1AbRlB5TOHNh44mN/FkaNdxdjPgrY0YQWgKEMm8fdDun+aGsBoYF6mthVIztMpb6J/Y3/QBD8AiaIWiDKZsB4wADHzfBdVQU2R/q+x3P0VsG3sIdRHp06EFJUUlkVs7tei5ln8pm4+PHwz/ShK4TWpTmb3Ynf1WNFukOC0DDH0FLiBqCKmhftRZhdYa/kxK9ps6xq/tezRlDyOaD3YCyFHSlGJQ0iJ38ZtTxcQQODGQxojxYDH8DG/4lJSVUUVHhshIwTiZBAxEs1aPaKGr3Wqq/dgEJaeHFHqn9Zknvb5DqX5faVVFdQ31j01kgDYq/iARAZd1pKz5bjX/DNCXUZsF4Qc9gM6f+CcYCYplY+HGrtdRy2ZCZnGyubgbWHFvDTkTZDPiOqqoqTuN3BazzWO8F+/72qlOHv4Frjpm1RPSf48JuF9J/d/6XVh1dxSUL7joyIAiHyKyR9nWeUq0M/1DjizJ7JfOzWtvLVdW61kLXLcO/iRr/xkBmMG6YYzD8kWHjT05EXBth+EPAWGhb3LL27r//fkpKSnLpNm/ePO+9axMCrzAidEhvQVTLCGip/tp9f/Agehzxr/P0VlRqafsTu07k2kX0GV15ZKXbqf6qtzEyO8yYBimYwwngb0a/3lBy7BcutC2LFi1yea2/9dZb5etxcPKr+n5/NPz9ib4d+9rap8LR7+4152jpURZWRV129ziTG/61mpJ8eMAb/tQmqv6uAmMfGgD+ZPSrDBkEx5Bxk1+e7+u3E1C4FfF//PHHWdTPFbp2NW9bE29GALA4GOUE5nZ+LRT3Mzuqxh+UV1bzv7jIQjH1o10f0Y9HfuQ06gZijLZU/8pGDf+shCyvv39B8CdQGoPNwOnK0+x4M4IIaiBywQUX0IYNG1w6Nj4+3uvvx2xOfgjgGcnJLzgHezG0TsV3hi4MKPEbmjzU5eFSaz30VTzVCDAK1TUWNgjCwwIz4m+p28tVNd5JrwWq/p4b/v4KAhfpselcFgtHvxkzhgPC8E9PT+eb4D6qzR3q4oyCXTs/gzgjfJLqX6sZ/OV1EX/QP6E/bTqxidOQPtv7Gd2QdYO9w0Z5ch0i/vBcQuE3mIK5u4EgCK4THhLOmTI473Lyc2hs2lgZPh8QFxcnGj4tXesl2m8aoTH0U19+YDkt37+cesX1ckmkD9kB/uLkr6mpIUtdECgizGPpL79I9a+2tOJeOKJuHlUWt95z+hFwmMHwzzmVw50KhLYh2N0a/5MnT7p0q6yUFg16YxDRKxiDRhH2a2D4B6gys12qf5XmANBHAtCqEBcmqP/aEaIT99OlB27M28j/4nuWNn6C4D5qE6021YJvavxdXeuLi2VTqzcGoU+h9CoEc4CWqalRqVxLvWTPEpdS/rEvQGYSIv1m/655vx4SGuCGv1aHX21txb1wuw7avxWFrfecfkRWxyxbx7OSqhJfv52AQWr824CdBTttNS1GqvmG4Y9etoGc6q+p+muGf6VDGxeoq07uNpnvf33ga+45akN9j1YLUZ3jALWd646v4/sjUke00ScQBP8CmTJwkh4rOya1fz5Cavw9I68sj41BOIyN5OQXmgYaR+ihjjIjOG7QOaU5IAgIhiQN4UwlM1NeXk5BwSEBbvhrwcoaa2tG/Ntr/4rh75S4dnHUJaYLWcnKUX+hbZAa/zY0/CEiYyS4xj8osA1/7t9qqW0Q8VcMTxnO3x9SjxfsWECzB86m6LBootAIIggiwvCvKiWKjKP1x9dzxCChXYLhvmtBMAvIlIHRtKdwD7cvPCftHF+/pYBDavw9Qym8Y/6a3RgMNFKiU2hSxiTuoY5bclRyoy364ODBngCBk7M6m7/DAbp1BdVF/NuFm1urwOMa/7qIf401mGotViqrqqHYdi0ci8g47V9EsxFgqhtjwT7D70jJEdp2cpsEzNoIqfH3MmXVZTaFX6MZg/pUf6iEB3rEv6LSPuKvUv4v63kZvbX1LW7R95/t/6GZ/WayACBFxGqe3MoiKg4JYSFAMKrzKMMIOAqCGRmQOIANf+hsjO0yVs6nNkZq/Fvm5JdWlObkzNQz6UjxEdqav5Ud/Tf2v5FSo1PtjkEZwLJ9y2xdAfxBwJHbdNe1LW4XHnjGaUhICAXXZW5iX/yfNQcpO7eI7j63J3WOq2vJ56m4H8YVz429YrQI2DkCPS1k1B4oPsB7bH84n4yO22f4jh07KDc3t9nj+vTpQ506daJAB15hKPzCe4zUccMZ/pLqb6vxd0z110cgr+l7Db299W32TL6X/R5d1ecq6lBn+FsqCmlJ7o9UXlPOdYKDkwa38TcpCP4XBVi2fxlvBFBLK2nTbU9eXh5lZzevs5CcnExZWeYWN2sNUKOK9UGJVgnmAw77S3pewuUah0sO07vb3qUZfWbYRf5/Pvoz7Svax7X9E7pOIH/ALtU/IvAi/iA8LJSstbVUa6mlnceLWbopt7CiZYY/AkCo8y/LJ6oUw78xcU0IocJW2nB8A03MmOj5eAveMfyff/55euutt5o97o033qDZs2dToKNS/4yo8G6X6h/Qqv5NG/4AbcWg7D83ey737n1106s0prqIEmqKafWuRXQglLg+8LJel1FonedcEATPQJo0ov6/Hv+VS2jE8G97vv32W7rmmmuaPW7GjBk0f/58CnRUtB81q+3D62p7BdMBgx5Zfe/nvM/GP9b8M1LOYLV/GCdKx2dyxmS/aTfKEf+6NPSoiMAsUVECf7W1Fqqu1cQdK6q1Moup2usAADmISURBVNAW0S5OM/zLT7f8ufyUM5LP0Az/vA00Ln2c7KG9jNsWynPPPUd//OMfmz0uMdE/LogtocZSY2vtY8TUP/tU/8A1/G3ifjVNX+SR8jdrwCxatGsRG//flB0kqswjKgmh8I7dWRwImR2CILQc6GvA8IfoT1FVkRhTbczUqVNp3759zR4XHR3dJu/HLE5+o5X0Ce4DEebrs66nL/Z9QRtPbOTrEG6K0Z1H07CUYX4ztFzjXxfxbxeghn/79u2pqKbSriNZeVVrGP6i7N8cuGbGhMVQSXUJt/EdmDSw5eMutJ7hn5CQwDehedCiAkrvmNCdozsbbsj0qv6BWuPPXt66VP+qJiL+ioTIBLp5wM205eQW2lKxgCrLiyglMpXGDLqNfycIQusAR1tGbAbX/iG99vxu58vQtiEw6MWod43q2mrae3ov3xfD33+yjqb1nEYDEwdyJDKvPI+FexGd7Blv7vZ9zlP9NXMgMkAN/86dO1NhdSVVVJSTxVJLwcEhVNYqEX8x/JsD9gc6YX136Dv66chPnO0nOlneQ3KSvciOU/URACNOYn3EP1BV/e1T/V27yCOVf2jyUBpaWkJUUk4U3Y1IjH5BaHXO7nI2Hdh+gNYdW8f3uaOGIBiMvYV7qcZaQ3ERcZQSleLrtyO0It3juvPNn9HE/bTgT1S7CApUw3/bfi3aX1ZWTjExMVQhEf82A4Y/WmTCwYbsKQhnCt4h2EvPG/BA+XV7wXZDRwC4xl/E/Wyp/lXNpPo3AOJ+oLLYC9+OIAgQ/UG2FIwq1TVDEIyG6kFtVCe/ILjazi+QDX9rjTL8S/nfcon4txnolAXjHyDyb0GrbMEriOHvJQ4WH6TiqmKKCIngzasR0SL+2v3g4ODArfG31Hpm+LerE3CqLPLCOxMEAUaUUs5em7uWTpaflEERDKflo7L70I1CEMxGaVm5LfszoA3/6gq+X1pa5gXDX8T9mmNUp1HULqQd5ZXlsaiv4B0C09prA7ad3GZT8zeqyrtm+GtTICRADf8OHToQ1Vbz/dJy7aLvMhF1hn9FEZr7euHdCYIAxykUtdEW9cv9X3I2lSAYBQj4VtRWUGx4LHWN7errtyMIblOm2/tER7ULYMNfi/h/9dVXtGD+fNqxu3lxU5dU/UFFoewTmwGts8enj7dF/cuqNQeM0LoEprXnZZCikp2v9T+GSIVR0VL9KaAN/9TUVJu4X1FJmWep/pZqoroUMUEQWp/J3SZzu0y0/Nl0YpMMsWAYtuVvs0X7Jc1fMCNlFfX7l6h2YvgTWamwqJAWL/msdSL+CLBhn1le0PLnC4BuPkmRSVRWU8ZdNYTWJzCtPS8Ddd/SmlKuWenewbiiMCLuV2f41zlAiuvSu1wmNIIotG6RlHR/QfAa6Jd9bvq5fH/Z/mVUUCEbKMH3oGuPSvPvn9Df129HEDyitLzO8LfUUlRUZMBG/C0OAZxid7NAnQHthA7p2v18rb230MRwBYdwN41gCqat+Vtp68mtMlytjBj+XmB9nlabgjYwRm6Tx+38VKp/iHHfpzfp1KmTLdW/BHVu7qKi/kj3FwTBa4zqPIrSYtLY2Prvjv9yCzVB8CVbTmyhKksVO6YwNwXBjJTX9a6H0HE7ifjXExxC1bWtIDKXUNf+MX93y58rAOgS04XGdBnD9z/d8ynX/Authxj+rQwE/VQEYFjKMDIyxcX1avQR4YHZuzUlJcUm7ldWVkEWi9WzOn9XIv6oTUYHAGWw+Eutsr98DsHQBAcF05W9r6To0Gg6VnaMFu9eLMq/giGc/OjtLmn+gtlT/bEXClTDPz4+nsKCdEZ+3bamEC2bW83w39Xy5woQUOuf2T6THavzt8+noioJrrUWxlSdMzEb8jawCFV6bDolRyWTkdm9e4+thUtmt8AUJUKv1uhIbaErKy+jaouFItzJ0lDK/sW5jR9TVUq080uiI78SVZVoLRRDwolqq4jCIomSs4gGXaWVDjgDzgJkFOA14DSI70aUt40oNJIoY7RNjZfQlhDvvWAf0YmdRKUniJL6EnUeQhQS1vj7w3MfXU8UHEYUm0oUk0IUEdP054Yw5IGftM8F8crkflr2A16vY/f69+RIUS5R7iat5g21b3g9pMG5qzEBZwPq5arLtdo5a632nvAviOxIFNXR1pu40efIyyaKSSWKTtDGFp9F2nEZlg4RHWh6n+k0L3set1D7ZPcnWlpgXeaSz8Dcqy6tzwAS/J4jJUcotzSXtScGJw329dsRBI8pr6wLRtTWUGRkYKb6w3GXHBdDRVai2rLTFBweSUFhEXTgSC4ldqgz3D0FeyLs+8rytX1LZHxrvW2/d/S/ueVNKqgsoPey36Mbsm6gmPBm9qZCs4jh34pAgfLnoz/bBCqMTs7eg5phZKmlAb2Nq0XgbVKSEwkVw2Vl5VRda6UId86K5P5ERzcQ7fmOKLEPUXQiUWSdiiuAkbtpgWYU2MDKUldLBtXSI+uISvOIup1TZ0DH1NeD7fi86fQwGL6pA4g2LyA6tbfeoaDAc2//lKjPxdpxqGGDuqw65uhGosNrNONZT5fhRP0vs3cAoNXNsS2acb3/J6LCQ/W/O6jNe9q1nKh9F6K0EZrDAg4HLHJlpzSHxEl4vB0yBODA6DSYqMswotBw7e8bc1RUlRHt+pLo4C9ENc3U38EYhBOj8xlECT3qnCL7iQ6t1eru8HuMWVCIdlzxUc0JgddH6x0YcfgZ3npoOeA7xL/RSZqToPwU0elDRKf2aA6DsCjts6kMCHwXHTOJ4jO112tr4NDB9w0HC8a1NcDzFR3RPmNTDh4vktE+g6b3ns7p/ptPbmZF9St6XUHhGO+2APM651Oi0pNEib00R1zOUm1cekwg6ntx0w4nd4CjbPfXFJZ/qnWeT2g1vj34rU3AF2rUgmBWKiq1/UAgR/xBSG0lFa1eSJaqcoodfgmFwPA/nEvDslpo+Ie1I4pLJzp9UNtDZZ7TWm/Zr8F19fqs6+mdbe/QifIT9PbWt+naftdyaVWLOLaF6PBabf+GfQP2h9iznj5AFNtZ2/Nhj47AnLtgb4Q9+/GtRAUHtGAfgn9wWJxxPVGc74OsYvi3IiuPruRNKCL9RlbzV+w5grqZVKotK6JePVt4YTMxnVJTqcBSS1VVlVRSWk4x7kTt0oZrxvWJ7UQ/v6w91nU0UWJPoiPrtZMf4GLSb6pmKMBghREN4xZR/PVztQVh43vaRSh1oGZcnNxZ9yJBROHRmsEJwxLGa3Sy5iyAUY+bAgY9jFNkESDifXidZsRu+oCoKTF0XIzCY4lKjmleafWZ2IgJ0x6Dca/vRQuDvd8UrV0N3j8MYTgSYABlH2n8tVIGaBdBeL7hPIDz49Av2g1gDGBMRSVqxnlcnTGOrIQDPxPV1KXeKWMbRhaMd/UvxgjvF2OB8d3RhDIvnh+ODBj9AO9H79DA4uBISES948YVwqI15we+L3wufHd4jxhzOG6sFu3+vhXa994hTXMWHNukfY5OQzSHUGwn7TMiswPfDRYU/A6bCjyGDA84njCv4IjK/kR7HXx/nYdqr41b+87uGexYtHhsDhOte7ve4YJMiZhkbV72Oq9+kcTC54lDAJ8dcwLfe3jThlSfjn048v/Rzo9oZ8FOen3z63R5r8upc0xnLfqO0hs4h3I3auco5lzJcW28sahjnNwFziucA7jhvQI4ffTs+UZzBHY7m6jrWdp56wm4PsDBtfd7nh8hp/WOQ8EIAr57C/dytH9c2jhfvx1BaBHlNsM/cGv8wYkTJ6imSEspV639Dh091jpPjuAG9knZSzSDEHsTrP3pZxJ1Hy+Zho0Q3y6ebsy6kd7PeZ8j/29sfoMu6n4RDUoc5H55VU0V0daFRIdW2z+Ofe+BlfU/Y2+JYFjqIG1vg/0q9tNNgYDagVVEh9Zoe2FHsM/95VWiMfdqma4+RAz/VmJf4T5anatNpkldJ/k+9dQFDuadJkpMpXZURXFxuih1AAr8bcuvoaDgEMo9nkepHd0w/HHhGXw10aqXiSpLNIPw4Crtph1A1HMiUe8L66O+MMyUcwHZAWc/qF10YOjDaEZJAP9pMFHXUdqFR58aBsMGqfHbP+NoIC8eSf2I+l+q/T4qoT5i3vsCor0/aBc6GJ4wjDkC3E67sOEChEVHH73ForRpvmYMI5NAD1LoYezBOOt9fn2pA7IJALIEYHDhs+AYtDrEBRHOARi0KAWISbL/LMgE2P+jZljCMINBy06POsfHAYcxh8GZNU17rsZKBGB84nXxPDDEio9pBj6MVBjL+Ox4rOckzZkBow7ReXiCYdjivau/Lzpa5/2N0i7eyujHGGIsEnppP6ssCh7HoHrnDT6PyvjAz8qho19o9KjxUGBcti/VHAjwTMObrPrbYhPRaZCWHYLvF+8RRi02GDzX6jJAkNWBG8AYIMMBxjA2HY5jCOP71D7N+83/4rmsdU4SizZ3kfGAxRI3gDmLshN8NrxfGL6Z4+rnhzNO7iba+532XHjvqtURHCspWdoY4r0j6wLngD6KbrVS39oguiFlNH14agPllx6nN1c/RwOt4TS+oori9UkliM7jpl/Ue56nvV/9+4ODgx1nkZozRc0jzA28v/Xz6r9HjB8+I74LZLHgPEobqX1PWPRzlhDt+EKb84m9ibqN0c47x3HG9wPngCpdwbmDa4dyLIDUgVQTh2yGtxofS6HNKKkqoaV7l/L94anDeWMqCGamogoZf6Ho8Rywqf5K2b/IwfA/fPxE6zx59wlE+Xu1Mk0EVhTZH2v7DqzLKMvkvViI61mCWDuQWYp9itp7YL8Yn9H2BiayDLG3gpMd+y44v7nMoWUkRMTTrN5X0Yf7l9GB4gP08e6Pae2xtTSp60TqFtq+bm8brK2h2IdjrwDnPwInWNfV/hOBgIL92hh1H0eUMlDb7yFTFfsW7AGx/8W+FRzbrN0AZ7IO1/aPGF+90+H4NqIN79Xvy7A3hKMHWcDY4yMosuk/2l7ql/8jGn2fVl7qI4KsVlHm0nP48GFKT0+nQ4cOUVpa8yq9GD5EnDAREe1HSx+knRpd6Ke8vJwSh11I7boOoPTQYtq49F0KVO69916at6WEgiOi6N2HrqEpEzQ1UY+AAbbnW+1iggs5Un9hHLoCTkUYTrg44MIFb2NzkUkYTRztdsHRxFkG4a4diwgyPgcWFBgmuNC176RlM7RW2nhjY4AFDBdhXMRhiOE9wDiHoQ9HSEp/33nHMd5YTCDq2ExU2ubYYEO9VJsPMBIxN/A8MKyVMwGLEaL6WFRwHyUIMC4Rncbnx5xQmQ4Arw9NCET5bWBMdBYvnD64wZGA5yg+rokL6cs64MnGe1CZIjCKiw43/nmwmA29of57gRMEmQoYE0ewECNLASDTAA4DOA5Q0gHP+L4fHP9AWyDV4qmHo/RJmhGO37PjRtPVKEvqQ18cWUFbqzXHQQgF0aDQDjQsrhd1ThtNQTCkMfcxfzG/VEYH3l/GGM1RBi+9yvoAeAyZEXAO6ccYm4fu52rj4KwcBd8rnCAYEzjxbB8thKjLGdpGAPMa2RyY4xh7OJ8wFnA06cHnhSMtpb/b65LQPJ6M6YmyE7Ro1yIWl4yPiKfZA2dLmr9geiZdNYs2FEVSdf5h2vP5G5SUpHPOBxDLly+n888/n+/HDD6fwlN70kUDUmne3//YOi+AdWjbIm0fhv0MDGQ4i7Eu6sG6MPR6zQHOe4WD2p4H6xf+Ji9HcyTDqD7u4EhwDJLgubGHg5MfeydnznjsU07u0NZWZH7iGGSLYo3Fe0HWZcceDbMFYehjf4FIOvYzKAHV70HgxB9yrfY3ML7x92rdhEGONRhrPj4X/h6lnEl9tM+HNRT7oA5dtDWzopAsGWfTyuho+vHA11SN91ZZTJlBYTQiNJ56h8RQiCv7wrAoouG3aNm3elSmIt4DgjXYp21bTFSSp42L/jtCFiXeJxwFWMfh5ADt07Q9P4IxjvsDfF4ECHlMo4mSemv7AnzH2BPp8PZ673eG//fff09vv/02FRQU0IgRI+jBBx9kATdXcWXAMWTHy46zej8EpnAfdI3tStdlXUdhmBQGJzs7m8668fcUlpBGozuF0KfvvESByjPPPEPPL8uh4KgO9NxNk2j21XWRc8E4eJo+7i+fDwsz0vuxOGIBVirBeAzGPKLUiEAjAo8FBo4aGKmOYFGDYwFGKcoB7LQnFEHaYhuH0oAMLWKN94YFEK/t6DhC3T82CXgv8G7DyMeizZ71Zkg/S/ss2Gjg77AhgnOk8GB9uh0EJPW6FQpcZ5VnHnIVEdH0TUgV7cXbgzZFUBClRqVSv479qGeH7tQptgu7RrgEB4Y2xrLBRw+pF4i0vU6odkOGxKAZrjm+8H3CaYANG0oDsDlqDrx2h7qNAzYl2KDUzQkx/Buyf/9+evHFF2nPnj2UmZlJ999/P/V0o2TN1TGFmjTWejj4keIP8d7I0EiaNWAWJUT6LmojCK3FmVNm0u6aeKo+cYCOfP8BxcYGrkgprienTp2ic296iCLS+9Ow1AhaPucF771g4RHNwIVBj9JCVUqH9Q1GIdZDZ85wO4K0GnWsnzBQEQHH+uuo3QQ4iNNFczhjfcJrYy1UGXdNAYMVxi7A+lZ20slbCdbeO15HZQQqsE9B1iIc+HC0szB0lvY+VBkpHBqOTnAHSqw19EPVSVpfU0hsjodFUmxwGGVFd6GesRmUEdaewuBogAMfwQ0EJthBUakJabubCYE9ldLDwnt1dNRg/KHb0O+SpjM1yk8T/fxv7fvR02uyFnhB0KC2mnLbD6LOIy7xmuHvV6n+S5YsoSuuuIIeffRRuvDCC+n555+nzz//nFauXNniPvUVNRW05eQWNvKx+KPWRIE6v1GdRtHYtLGmMPrVxS0kWktR7JWeQoFMamoqWS1aLf7xPCcXMsH3+LPR78rng7GNTQCnwOtwfKy5tDpkKai/6TZW22xgc4AFGGUWcASgdMFZVMAxVV2BzAOksuOmgAe75IS2MUDEApksaJuJn3Ef0f/B12gRCEfgCcfN9nM/rVQFhjDq7BAhgCMADgNk2KAsIv0s6pw+kq4PCqJDRYdo3fF1tC1/G0dmcfvu8HcUFRrF3VbQIzht0GXUpbyUwpFmCVQUHw4DLPLIOoFzBBsVpF821nGjqe8TGQacJXOmlj6INH6UASgnAiIGWz/SdEBQFgENkKa6bwg2sCGCY3/8+PF000030aJFi2jkyJH066+/shOgJVisFtp+ajur9h8oOsD/6ukb35cmd5ssKf6CX5Cbm0vbjxVRaGI8tQ/XOh0FMj169KAuXbqQBdF5+NYLmjZCWwyc7LgBZHhhbYPuEzoOIasOYL2EUQ+jGoYsjGWspchGw7qIck3HCDbWMTgNsF4iy+3IBi2bDwY+bkp/Sm/UY72C0Q1DOS5Dy1LjYME+rewP+wO7vwvSsvrw/rDmwWmtL31c95YWMMB+AsY+Iun6v8feQ6XSIzsAma5s9Nel4mMfgYg6jGKswSyqe4JiQmPo4l4X0piOXenX8uO04cQmKq4pJRRbr6ZCCq0ppbSgEOoS0p7SoqIpLbkPxfSe7Pl3FB5dv8dBEAYOjdzN2ncAh33mWOeBFkcQGBn3sDaecCBgbKBthVID/VdxBPpM3sOvDP+HH36Ybr31Vnrqqaf457Fjx1JGRgYtXLiQZsyY4dZzrTq2ipKtyVyrX15TTltObKHSmvroWGhQKPWI60F9O/al3vG9TZfut33XHgpupwlPZXUP7NRR1PhbkdoOw/+kk5RlQfBHUMeOiL63gJaD0nNA6pu+lAOeeFVH79LG6HLnv8PGBDcd6e3T+XZ+t/M5I2t3wW4WYiurKaMdBTv4BoIoiJITkiklKoXaB1dQ+4IcigmL4WhuVFQHimyfyvdDYai3FIyzs7EeMVuLQrg6FgLz3HPPUWJiIs2fP5+d+nD4Dx48mLO33njjDbdGaeWxlZRsSaaQ4BCqtlTzfIGzSE9aTBqv9RCVbLGitCAYiNfemUehCdq16aoJww1fptoWQOCwfVQEIZ+soAgtmNsIGL7BkUTDbibav0IzKhGdh5Pb3ZbHMFbhtAZwMiPCD2cAIvVwliM9HeswtG5QVojSA+V4dpaBCMc9HAjIJMCaiL+Fc6CxksfgdkSj/qdhKStS3dXfwnGBTEGIG+P1ke2AMkB8XmQGAL0KPgIFKkk9KIigTDaRiMZ1PZd2n95Nuwp20a7Tu6i4qpj2F+3nmyIuIo46RXfilsDtw9vzjdf6sCj+FzcEbpud//geULKAmycgIwBOGtzwWTAWiPSjrBdjgPEp+pq8id8Y/gcPHqTt27fTSy/Vp6wjRQJRAdTtuGv4v7viPYqMsd+MRVqjKKE2kWIssRRtiaVcyqdcWknfkSbS5WnVhKd/Z2lBlcYf/vovij3jIm5b0q9X3QkWwBF/lRL1+rvvU98uDdU7jbYUNvXNG2nhthpu5JzjV/VOTjBLQZe33mYUJZIlqJiKggqpOKiQ/60kRHRymv3bEAqlUArR/rWGUhiFU7g1gn/GO9b+c3z3cCvU/197pP5x/U/qXjAF80/BVu0V8Up4PTxeeNrLUSeTgTX90ksvtWXyBQcH07Rp02jevHluP9fcFe9TO4e1HqOfVJtM0ZYYiq/tSIVUQatpI/1i3eDWPHV3bW/++CCPn5+PbPX30/Tx1jYfH8fj3Tq8Dd5P48c7/Y2X309FVRW9sug7TmmvKThK98z+jVt/788kxnUgqMicrgqiZ1/8F8W0q8/6UlusIP2eK8j5/qvl+zF0jllBrU24pSdVBUUQ7YVxjJuD0r1LNCJQ3Cy7HV4v1+Fn6PB859EzR1IsWSmE1/iioCIqokIqDSpx6ZodTMF1a28ohVhDsNLzf2FWzSGinsMaZNX9FERB1sZWdfvH63+rrfe217OGURgVUzBB2DuICgvqtJG8RKg/1fsBx3oI/Kx+54zKykq+KYqLNTXl9ZtDKCQCXi+UfAZTbXk4VedDfRmbRdxaSenTR8DoB5bSAurdW5dWG6CGv6VOwTW63zn02OKm+t4JgmB+oikoLIJCYsopJKKagiNqKCismoLDaikotO4WYjGMx89S6aRWM4DBmu5srUcJgMViYUeAy2v9phAKgd0fZCWrJYisVaFUdbI9WWsw5qg71bUwFQQ/A0Y/GNQpusVlMv5ERnIHyi0kColNoL8vV62VBfOBEoIwCo2uoOCoSgoOr+FbUFgNr/PBaq0PNk50xNvrvd8Y/lVVmviTYyuSqKgoOn5cE99zxrPPPktPPvlkg8crDydRkDfVy30MUtuDSvLo9ovODFgFV73h3zemirYf30thiRkU1EI9CEFoMVY/fDGP0w688/6slUFUUxlFNY2+PStvCDQngO5+WC1vHHijoP+bOq+/DY4K1IeFgrglov539T9rXZis/JxBwZb61wrVRISs1QbxQBgARDWrq6udrvXqdxEREa6v9Uc8XOt9tk/00Qsb7Pxt9lXN+P344E3XlhZQSmg5/etZrURW0Hj8t3fT1bP+h/JjMim0g4udmQRjYgmmmuIoItycUrf21jkBtFutFghgB0GdmF99yN/+z/lH/XrvsLbr1/66+0HYP+jWejgg1N9aa7zbDt5vDP/4eE2oDmqceq9lfn6+7XfOgBAglP8VR44coaysLHp86gCK79gw5dsZ7qTyuJv20yBtqJWeGwIuEyacS9HRWp1/IINxW/WNJgJ58NBhmxNJYRw/YD2NfdNGadLhj2aKgSoohAAD69pD9K2v34ZhrtdxcXE8Jnqw1sMZ4Mzob2qtf+KSAdTRgGu9vA8Zj7aYH7169eKsTyOVCBoBiIXu3rSafv75Z9q5a7dtL9ignEX3c1O/EwRXKTh1ih6hb8hb+I3h369fP17w169fT8OGDbOddBs3bqRZs2Y1+nf4G/1GoaioiP+94orLpV9yABEWFsYK0YIgCEYDreceeughX78NwzBkyBBe6/XgZzzu7lp/+eWy1guC0BCUDI0ZM4ZvgtCW6/0jD3tvvfduPkEbgjS/6dOn08svv0wlJZoK5zvvvEN5eXl03XXX+frtCYIgCILQCqCF39KlS2nLli38c3Z2Nn388cf8uCAIgiAIfh7xB1D0nzJlCrfwg9DP7t276fXXXw948TpBEARB8BduuOEGWrNmDafjIl0/JyeHZs6cSbNnz/b1WxMEQRAEw+JXhj/q9FatWkXbtm2jgoICGjhwIHXo0MHXb0sQBEEQhFYC9cj//ve/uW5/79691K1bN+raVdfvWRAEQRAE/zb8Ff37a+1JBEEQBEHwT5DZ59jWTxAEQRAEP6/xFwRBEARBEARBEAShIWL4C4IgCIIgCIIgCIIf45ep/i3BYrHwv7m5ub5+K4IgCIJgW4/U+iS0HFnrBUEQhEBb78Xwd+DQoUP8L9SCBUEQBMFI65OI2LXeWAJZ6wVBEIRAWe+DrFartdWf1cScOnWKEhISaOvWrdIRQEdxcTG3TUK/5NjYWN99QQZDxkXGRuaMnE/eprCwkAYMGED5+fncvUZoObLWO0fWtMaRsZFxcReZMzIuRlvvJeLvOCCh2pCkp6dT+/btW33AzUpRURH/26VLFxkXGReZM3IuyXWmDVFrkVqfhJYja71zZK1vHBkbGRd3kTkj42K09V7E/QRBEARBEARBEATBjxHDXxAEQRAEQRAEQRD8GDH8HYiIiKDHH3+c/xVkXJpD5ouMjbvInJGxkTnje+Q8lHGROSPnklxn5PobaGuTiPsJgiAIgiAIgiAIgh8jEX9BEARBEARBEARB8GPE8BcEQRAEQRAEQRAEP0YMf0EQBEEQBEEQBEHwYwKqKXBlZSWtXbuWEhISqF+/fg1+f/z4cTp48CBlZmZSYmKi0+dw5Rgzsn37djp58iQNHz6c2rVrZ3v8p59+anBsz549KTU11e6xmpoa2rp1K4WHh/PYBgUFkVnZt28fHTlyxO6xyMhIGjZsWINjDx8+TMeOHeMxiYuLc/p8rhxjBqqqqmjNmjUNHs/KyqKOHTu6fIyioqKCsrOzKSYmhnr37k3+QHV1NeXk5PD33LVrV6fH7N+/n8+1vn378mf39BizgXPqxIkTPBdwnVCUlJTQxo0bGxw/ePBgio2NtXustLSUr1WYS7gGm5XGzhOAz9WlSxe7x3bt2kXFxcU8dvrrs7vHBBLr1q3j83HUqFENfufKPPKXueYI1qLdu3c3WMe3bNlChYWFdsdij4NrkL/OtYKCAtq2bVuDx0eMGNFAWAtjg8+NMUtLS3P6fK4cYxbWr19PZWVldo917tyZunfv7tYxwGq18rmEPXj//v0pLCyM/IE9e/bwPgZ73uDghnHU/Px82rt3L6WnpzfYM7tzjNkoKiriawzmgeOed/Xq1Xxd1oO9kuN+yWKx8LmJuYM5ExISQmZlw4YNvJ44grEZMGBA29uh1gDizjvvtAYHB1unTZtm97jFYrHedddd1oiICGtWVhb/+/DDD7t9jFnZunWrNTo62orpsGvXLtvj1dXV/NiAAQOsY8aMsd0+/vhju7//6aefrJ06dbJ27drVmpSUxOOze/duq1m57777rPHx8XafecaMGXbHVFZW8mORkZHWfv36Wdu1a2d9/vnn3T7GTBw6dIjnwxlnnGE3NitWrHDrGPDpp59aO3bsaO3Ro4c1Li7OOnLkSOuxY8esZmbu3LnWhIQEa69evfj7njp1qrWwsND2++LiYuv555/P51qfPn3433feecfuOVw5xmwcOXLEOnHiRGuHDh2sw4cPt2ZmZlo///xz2+/Xrl3Lc+ass86ymzPbtm1rML4xMTHW3r1787+TJk2yG18zkZeXZ/dZccN1FuPw7rvv2o47fvw4jwvOkZ49e/J16ZNPPrF7LleOCTQ++ugjXutx/jjiyjzyp7mmp6ysjOdZUFCQ9ZVXXrH73bhx46zp6el2c/KPf/yjX881rEMYC8dzMTc31+64f/zjH7x+47qO9fzKK6+0VlRUuH2MmcD60717d7txefHFF90+Zs+ePTznEhMTrRkZGdbU1FTrDz/8YDUzGzZssA4cONCanJxsHTZsmLV///7WjRs32h3zpz/9yc5emDVrlrW2ttbtY8xETU2N9f777+f5P3ToULYJHn/8cbtjsEfCvNHPmbfeesvumM2bN/PeEHZFly5deN6sX7/ealauv/76BtcYXHeuueYan9ihFEgbgUGDBlkvuOCCBob/q6++ao2NjWUDGKxevdoaHh5uXbBggVvHmHkj8NBDDzVq+H/33XeN/n1JSQlfyO+9917biQ/DZcSIEVYzG/4XX3xxk8c88cQT/LkPHjzIP8OQwYmsX9BcOcZMKKM+JyenRcfAwMdm+plnnrHNQcwXGMpm3kCGhIRYP/zwQ9tj+L737t1r+/mOO+5gp0B+fj7/DIMef5Odne3WMWaiqqqKr7uTJ09mpwbAZ/vPf/7TwPAvKCho9Hm2b99uDQ0Ntb799tv886lTp3icbr31Vqu/gE0g1hg1TuDSSy9lZ0lpaSn//Oyzz1qjoqLsDBNXjgkkDhw4wJvFu+++u4Hh78o88ue5hs+A9Q0bRmeG/x/+8Icm/97f5hqu2xiLpkBgA+v2Z599ZlvjsK4/9thjbh1jNmCcvfzyyy0+ZtSoUXz9x34SYP7BYNZf58wE9i8wXhFIxH4XIND1xRdf2I5BcCwsLMy6cuVK2zUFju+XXnrJrWPMBox+GOv4LABODMfrDMZOv/47gr/p27cvB81g6ILrrruOHUxqDpmdVatW8Z7nyy+/9IkdSoGyEcBk3LJlCxv9joY/oo033XST3WNTpkxhA9adY8y6EYCx8eOPPzZq+L///vvWdevW2YwRPf/97385soJIgOL777/nv8N4mxEsTOedd571119/5fFQF3c98GQ+8sgjdo9hQ3TjjTe6dYyZUEb9smXLeGycRcBcOeZf//oXG/7l5eW2x+bPn99gHpkJeLevuuqqJg1gfOZ//vOfdo9jjiiPrSvHmA1cO7Ah3r9/f6PHKMMf/yKSAmeiI7///e+taWlpdo9hnGB0mDmqpt/s4Hu+7bbbbI+dOHGCzwmcGwqcM1j4EV109ZhAAmvW6NGjeYMEg8TR8HdlHvnrXMNaDSc/5kdjhv8999xjXbNmDV/HHfHHuaYMfzhWEWXUr0mKW265hddtPVjX4Vxy5xizAaP+ySef5Plw9OhRj47BuOLajj2hPtsJzuymjD8j8+ijj7LjoqlrwSWXXMJBRj2zZ8+2Dh482K1jzOYQgSPj9ddfb/I4GP5wbmC9x1xwBNmhmDPKuAU7duzgx7766iurPzBr1ixrt27d7LI72tIO9Xtxv9raWrrmmmvokUceaVBLAeD82LRpU4P67ZEjR3JdhqvHmJGFCxfSjz/+SC+88EKTx91777108803U6dOneiKK67gmiQFPj9qk5KTk+3GRf3OrHz77bd044030tlnn82f75NPPrH97tSpU1xf09R8cOUYs3LTTTfRDTfcwLVFmBfOapeaOgafHzVb+tpQjAtqunCemQ181/hMU6dOpdOnT9Ovv/7KNVh6UPeJWnbH+QBNDTUfXDnGbHzzzTc0aNAgrt9DvR7qPB3r+xSXX345X6vj4+Pp/vvvZ90QBT6/s3MJ9aU7d+4ks/PVV1/x9eLWW2+1PbZ582Y+J/SfG+fMwIEDbfPBlWMCiccff5yvObfffrvT37syj/xxrkEz5J577qH333+/yZr8N954g+cg9ko4b1HDrfDXuYa68ylTpvD1B9eeJ554wu73jc0HpVni6jFm5Pnnn+f5AA0eaGU4m/9NHaPmhX5skpKSKCMjw9Rr2nnnncc1/fgM0ITCeaGnsfkAHSy1/rlyjJlYsWIFv2/sgw4dOsS6PdABccaf/vQnmj17Ns8DjCWOV2BcoK+BPaICc6t9+/amnTN6sBdesGABzZo1y6YL0dZ2qN8b/phgEIjCotfYl4ALPwT/9OBnbOhdPcaMG4G77rqLNwJRUVFOj4FA31tvvcULFxZ9XNAhAHTbbbfZjsHndxwXCOHhZtaxmTBhAgvy4bMePXqUT9AZM2awaBtQn6up+eDKMWYDmzw4i3Jzc3lxwkXoiy++oIceesitY5zNGfWzGccGnxWsWrWKhbCwCerRowdNmzaNDflAnjM4f6Kjo2n06NF01VVX0YUXXsiL/eeff247Bpvtr7/+mg1fnGMQFMV159lnn/XbOeMIPu+QIUPYyaMI1DnTkg35nDlz6M0332z0GFfmkb/NNTjQVPADxnxj4LoFQVFs2HHe9unTh69havPuj3MNIpoQ2YRIGxyvcPA/88wz7AAJ5DkDMF8Q5MF8gGGG6zgCP3qjtLlj8Nkh5OooUGvmOYNzA05AOMcQ1ICzA84vfdCisfmAQCSE71w9xmzjAoP96aef5jFB4CclJaWBI+25556zzRnYIRDExPVJ4WxczD5n9MDoLy8v57njKzvUrw1/TCxEs+FZWrlyJW8oMUC44T7UOJW6KO7rwRejlKddOcZswHifOHEiX8AwFjByAaKVWAQBVDRvueUWm0I/Nuy///3veXFUY4GxcRwXeKagWm3Wsbnkkkts6qrwyD355JPsbfz444/5sUCdM4ikYVFXQMkWkdn58+e7dYyzOYNxAWYcG/Vdw+MNwxVRMmwicS499thjAT1n8JngEEHWECL+iI5gQ4CFHoraAE4SXIv0Hmw42/x5zujBJgjXVH20P5DnjCdgs3z99dfzerVjxw5e06CUjUgc7kPJ3tV55G9z7cUXX2SDHpEijAVuWKOxzuMapZg5cyYbbgDBgH/84x/sAFedffxxrg0dOpQV/BWTJ0/myL+71x5/mzMqa0+9d6iP//Wvf2VnPm6uHoNxgRMA56e/zBl8ps8++4yDZrAx4LBGRPrqq68O6DmDzwPDFJ/hwIEDHCz89NNP2RGA8VJgbVcK/cgUfuqpp9g+U1F/Z+Ni9jnj6OS/6KKL7Dr3tPVa79eGP4xaRFD++c9/smcSN2w+cVOeSnio4JVybN+Gn1V7CVeOMRtIt8KJpsbllVdesaVtLV68uNG/wzjgIq42UnAGIOKJjYQCP+MYs46NIzD+MV7q+0e7GpyETc0HV47xBzAf4EhzdqFu7BjMGWfjAsw4NigFwRxBVgii1wBlMYiWoZRGfWbQ1Hxw5Riz0a1bN3aa6T36SMNGRKOpsg7H662/zRk98+bN440QDC89gTpnPAHrDVpHfffdd7Y1Dc4UbERxHy2kXJ1H/jbXsA7hfHr00UdtYwNjDOs81vvGwKYcTn/12QNlrrl67cE5i3Xe1WP8YVyA4+ds6hiMC/aGKisOqJ/NvKbBrlDZWTC64HBULbGbmg9wjqgWta4cY7ZxAXBgK8MeDn20DVX7IFfnDIIC+jaRuI7DXjPrnFFgjiAQ4ujkb3M71BpgOBP3g2IkRBMUEHODii+Ebtw5xsw4E/dzJrIF1U608lHqmmhhgr/TK9X/3//9H7e1MWv7I8fPvW/fPhYt0Yshob2TXoUeokBoT/eXv/zFrWPMhLP5cPXVV3PbFXeOgfAf5gwEW/SK5mgFaVbV1vHjx1tvv/12u8ccxXsgrKVXBj958iQrsupb2bhyjJlYunQpK6TrFfsdxXuczZlzzz2XW94o5syZw+cgBMYUEMJD6yyzg+/cmeAn1piUlBQ7ZXAlcqTUw105JlBxJu7nyjzy57mmcBT3w9rkKGKLcxfz6Oeff/bbueZ47cFnRJu2K664wvbYX//6V1639cJ/uLbjGuXOMWZCdW3Q8+abb7JQq+pU48oxRUVF3Nrt3//+d4PrP8R/zQi+a7Sk1QuzYc+LdRotnMFvf/tbPkZ/TkF0dPr06bafXTnGTOC7hgCqvrMRBBBxXvz9739vdK3HeOJ6i+4pqv0vxB/1SvWLFi3ieYW9uJn5zW9+Y+3cubNTwfC2tEPF8K9rowFlWigtLlmyhA0VKE+qNmyuHuNvhv9rr71mvfzyy63z5s3j1mRQu8cmHorJetCLEgqVH3zwASt6Ypyeeuopq1lBK5Hnn3+e27PA4EK/4iFDhtgtdNgM4UKPExl9jC+88EJW5dYbOK4cYybwnd5www2sxgs1ZJwLmA9olenOMWjRMmHCBN5gYZGAIjTGCfPNzO1ZVItCtGiB8i8Wr2+++aZByz+oIC9evJgNW4yB2iy4eoyZwHc9ceJEVgzHdRPzAr3RoUSrwKKF1kgLFy7kFkfofw3HoV4JGp8fasfYGGFcMM8wTjjezPzyyy983UU7MGfg+oNzA72xMT6YCxhL1ebI1WMCEWeGvyvzyF/nWlOGP/Y36EeOx3D9euGFF3jD7miE+Ntcw94F6zO+W3wetJ1DSzUo/CtOnz7N+xs4cbGOw2CDoaI/Z105xmz7wbFjx1rfeOMNdtQ//fTTfC7pDQxXjgEIdGBPiH0jrv8wdpvqgGMGAxeBjJkzZ/IeEfsW2AL6zjvocADlf6xlWPcQFIBRrO905coxZuO5557jThZwnsIZCOcXOqop9X6cZzjH0KYYcwbtQ3Etwn5HzwMPPGBNTEzk4+bOncsOR/SvNzNVVVX8ff/xj390+vu2tEOD8D8KIFCjDiDgogfp/9ADQG0Kak4hRoYUFXePMSuo8b/zzjtZeEJfewJhNjyG1H6kUqI+x1FVEvX8L7/8Mi1fvpzTnlDjjdovs5KXl8efB/WPHTp0oDFjxrAmgmMdDdJHcRzS1qBA+vDDD9uNnavHmAVcKiDcB60DpGL16tWL5wwE7dw5RgmV4FxCChiEf1Cfi9pKM7Nu3Tr+rpF6lZmZyZ/7jDPOaCBA9tprr3HaGs4jpN127NjR7WPMBGrQUC/8ww8/cA3x+PHj6Y477rCdT0jTRro7rjWYF5grEGNVqcUKzCcIA2GcMR5Il4MisJnBfPn+++/po48+avQYnEtz585lkTVci373u9/ZarHdOSbQWLRoEb366qu8Lrk7j/xxrulBCi50N1COpE9DRckf/oXGDepQUb7kiD/NNexdIAYJcVFchyDYhnFR6ccKrN+qfh1jc/fdd7OAmbvHmAlo1UDkEFoZaWlpvK/DnHD3GIDr+4cffsgp25MmTaL77rvP1PXa2CP+7W9/4xp/6BrhPEKNv9LDAtCzwTHQHEEq9gMPPECDBw+2ex5XjjEbsBegkYHSToiJPvjgg3bnEzRDIMKKUmOs8ShxGzdunN1zQJvl9ddfpyVLlvCe8uKLL+b9lCohMCNr167l7/e9996zlUU40lZ2aMAZ/oIgCIIgCIIgCIIQSPi1uJ8gCIIgCIIgCIIgBDpi+AuCIAiCIAiCIAiCHyOGvyAIgiAIgiAIgiD4MWL4C4IgCIIgCIIgCIIfI4a/IAiCIAiCIAiCIPgxYvgLgiAIgiAIgiAIgh8jhr8gCIIgCIIgCIIg+DGhvn4DgiCYl8WLF1NlZSUFBwfTVVdd5fXX++abb+jEiRN8f8qUKRQTE+P11xQEQRCEQObnn3+mAwcO8P0JEyZQcnKyV19v69atfAMjRoygHj16ePX1BCFQEMNfEASPufXWW6l3796UmZnZJob/jz/+SL/++istXbqUdu3aRT179vT6awqCIAhCIPPSSy/R2rVr2QgfNGiQ1w3/7du308cff0yfffYZPf/882L4C0IrIYa/IAgt4t5776Wrr766TUbxiSeeoP3797PhLwiCIAhC23DuuefSm2++2SavdeWVV/JNnPuC0LpIjb8gBDDbtm3j9HnF6dOnaf78+bR3717bYxs2bKCffvrJ5eeEh37Pnj108uRJ+uqrrzhKX11d7fSYvLw8Wr58OX3//fdUW1vLvzty5AgtWbKEVq9e3SqfURAEQRACmfz8fFqwYAFZLBbbY4ioI4VfkZubSwsXLnT5OdetW0crV66k8vJyfp5ly5bRqVOnnB5TWlrK/8JpX1hYyL8rKSmhL7/8kr7++msqKytrlc8pCELTSMRfEAIYpNPdfvvtXDcfFBTEBvl1111HDzzwAL344ot8zEMPPUQjR46ks88+26XnvO+++6hbt260b98+ysrKok2bNlFSUhIv+u3atbMdk5KSwkb+wIED2cjv3r07zZgxg15++WXq378/rVq1iqZOnUpz5szx6hgIgiAIgj8TEhJC1157LfXq1YvOOOMMOn78OF122WW8/m7evJmPmTt3Li1atIgj7a6A6D/W6ZqaGuratSs78g8ePEjfffcdP686Bs5/GPZ9+/bljD0EBV544QXO4MNju3fv5veHUgLR7REE7yKGvyAEMOPGjWMP/ZYtW7huD5H34cOH878AkXp48mH8uwMiB8gUaN++PRUVFbFR/5///Iduvvlm2zHw+kO8Bws96vX79OnDr4fHoqKiaOPGjTR06FD6/e9/zzoCgiAIgiC4T1xcnG2Nh+GPfwcPHkw5OTlsiCcmJvJj48ePd+t5d+zYwQY7nhtcdNFF9Ne//pXef/992zHI7oM2Dxz6cBL069eP7rzzTt4jYG2HQDDE++B4uOuuu+TrFQQvIqn+ghDAYLHHYgwPPcDC/9hjj7HxXVBQQGvWrKGqqioaPXq0W887c+ZMNvoB/oUBjw2C4zHKu48oREJCAmcbwOgHQ4YMocjISNq5c2crfVpBEARBCExg1OvXenTGgRPghx9+4FI7ZOW5a/iPGTPGZvSrYILjWo9jsM8AoaGhHFzA6yiHfkREBO8RZK0XBO8jhr8gBDhqM3D06FE6fPgwTZ48mSMB2AxgcwAV3+joaLees2PHjnY/Y2GvqKiweyw+Pr7BMY6PhYeHN/g7QRAEQRDcX+tXrFjBRr6K7qv1H7X4SMd3taSvtdd6Z38nCELrI6n+ghDgYOFHWz6I/J111llch4/HsDGA+J+7EQBBEARBEIwFovEQ1IMIHzR4kMkHJ8BvfvMbSk9Pp2HDhlFsbKyv36YgCF5EIv6CEOBgMwA1/3/96182Ix//Qm0f9f1i+AuCIAiCf9T5Q1QPmXwoq0OEHyn2H374oaz1ghAAiOEvCAGOqvNHqh/69IKxY8fyZsCT+n5BEARBEIwHHPn6tR5lfIj0Q3xPnPyC4P9Iqr8gCHT33XdzTf+ZZ55pE+S7//77WYinufp+ZAUEBwfTVVddxT9DMKhnz552x5xzzjmUmppq+9nZMdOmTaPMzEy7x6644gpOQVSgHCE7O1u+MUEQBEFwk+nTp3PXnUsvvdT22B133EEZGRnN1vfv3buX5s+fTxMmTKDk5GTOGiguLrY7Bt15LrzwQtvPzo7BPsNisdg9htfWlxlAYBg3lCYIgtB6BFmtVmsrPp8gCAHEbbfdxu360INX377HWyBFcfv27Xz/pZdeopSUFK+/piAIgiAEMigFXLVqFd//05/+RFlZWV59vYULF/INzJ49myZNmuTV1xOEQEEMf0EQBEEQBEEQBEHwY6TGXxAEQRAEQRAEQRD8GDH8BUEQBEEQBEEQBMGPEcNfEARBEARBEARBEPwYMfwFQRAEQRAEQRAEwY8Rw18QBEEQBEEQBEEQ/Bgx/AVBEARBEARBEATBjxHDXxAEQRAEQRAEQRD8GDH8BUEQBEEQBEEQBMGPEcNfEARBEARBEARBEPwYMfwFQRAEQRAEQRAEwY8Rw18QBEEQBEEQBEEQyH/5f7v6ngtFM2oaAAAAAElFTkSuQmCC",
-      "text/plain": [
-       "\u001b[1m<\u001b[0m\u001b[1;95mFigure\u001b[0m\u001b[39m size 120\u001b[0m\u001b[1;36m0x300\u001b[0m\u001b[39m with \u001b[0m\u001b[1;36m4\u001b[0m\u001b[39m Axes\u001b[0m\u001b[1m>\u001b[0m"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "fig, axes = plt.subplots(1, len(sim.channels), figsize=(12, 3))\n",
-    "for _ch_idx, oc in enumerate(sim.channels):\n",
-    "    oc.plot_excitation(ax=axes[_ch_idx])"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "id": "4d7060fc",
-   "metadata": {},
-   "source": [
-    "

Illumination flux

\n", - "\n", - "The illumination flux density ($\\phi_{\\text{flux}}$) for a given channel is a\n", - "measure of the photons per unit area per second delivered to the specimen:\n", - "\n", - "$$ \\phi_{\\text{flux}}(\\lambda) = \\frac{P_{\\text{exc}}(\\lambda) \\cdot\n", - " \\lambda}{hc} $$\n", - "\n", - "where:\n", - "- $P_{\\text{exc}}(\\lambda)$ is the irradiance of the excitation light source at\n", - " wavelength $\\lambda$ (in units of $W/cm^2$)\n", - "- $h$ is Planck's constant\n", - "- $c$ is the speed of light, and $\\lambda$ is the wavelength of the light source\n", - " in meters.\n", - "\n", - "

\n", - "\n", - "

Power

\n", - "Note: the default power of the light source is $1W/cm^2$ (summed over all\n", - "wavelengths), which is a typical (low) value for a widefield microscope. You\n", - "can change this value by setting the power attribute of the\n", - "OpticalConfiguration object.\n", - "

\n", - "\n", - "### Fluorophore Absorption Rate\n", - "\n", - "The product of the absorption cross section and the illumination flux gives us\n", - "the wavelength-dependent **absorption rate** (in $photons/sec$) for each\n", - "channel-fluorophore pair." - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "id": "bc2da863", - "metadata": { - "execution": { - "iopub.execute_input": "2026-10-21T11:55:28.335749Z", - "iopub.status.busy": "2026-10-21T11:55:28.335661Z", - "iopub.status.idle": "2026-10-21T11:55:28.460733Z", - "shell.execute_reply": "2026-10-21T11:55:28.460540Z" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "
\n"
-      ],
-      "text/plain": []
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
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",
-      "text/plain": [
-       "\u001b[1m<\u001b[0m\u001b[1;95mFigure\u001b[0m\u001b[39m size 120\u001b[0m\u001b[1;36m0x300\u001b[0m\u001b[39m with \u001b[0m\u001b[1;36m2\u001b[0m\u001b[39m Axes\u001b[0m\u001b[1m>\u001b[0m"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "fig, axes = plt.subplots(1, len(sim.channels), figsize=(12, 3))\n",
-    "for _ch_idx, oc in enumerate(sim.channels):\n",
-    "    for lbl in sim.sample.labels:\n",
-    "        fluor = lbl.fluorophore\n",
-    "        abs_rate = oc.absorption_rate(fluor)\n",
-    "        label = f\"{fluor.name} ({abs_rate.sum():.0f} photons/s)\"\n",
-    "        abs_rate.plot(ax=axes[_ch_idx], label=label)\n",
-    "    axes[_ch_idx].set_xlim(400, 700)\n",
-    "    axes[_ch_idx].legend(loc=\"center right\")\n",
-    "    axes[_ch_idx].set_title(oc.name)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "id": "4ef2826b",
-   "metadata": {},
-   "source": [
-    "

Absorption rate

\n", - "\n", - "Absorption rate ($\\phi_{\\text{abs}}$) is calculated as:\n", - "\n", - "$$\n", - " \\phi_{\\text{abs}}(\\lambda) = \\sigma(\\lambda) \\times \\phi_{\\text{flux}}(\\lambda)\n", - "$$\n", - "\n", - "where:\n", - "- $\\sigma(\\lambda)$ is the absorption cross section of the fluorophore at wavelength $\\lambda$\n", - "- $\\phi_{\\text{flux}}(\\lambda)$ is the illumination flux density ($photons/cm^2/sec)$ at wavelength $\\lambda$, described above.\n", - "\n", - "

\n", - "\n", - "As expected, EGFP is best excited by the \"green\" channel (with a 495 excitation\n", - "filter), while mCherry is best excited by the \"red\" channel (with a 593 filter).\n", - "Note, however, that the \"green\" channel also *slightly* excites mCherry. This\n", - "is a potential source of crosstalk in the image.\n", - "\n", - "### Fluorophore Emission Rate\n", - "\n", - "We convert absorption rate to **emission rate** by normalizing the area under the\n", - "emission spectrum of the fluorophore to the total number of photons absorbed by\n", - "the fluorophore, multiplied by the **quantum yield** of the fluorophore. This\n", - "gives us the number of photons emitted by each fluorophore, when illuminated by\n", - "each channel, at each wavelength. These photons are distributed according to\n", - "the emission spectrum of the fluorophore:" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "id": "004f16f4", - "metadata": { - "execution": { - "iopub.execute_input": "2026-10-21T11:55:28.461935Z", - "iopub.status.busy": "2026-10-21T11:55:28.461849Z", - "iopub.status.idle": "2026-10-21T11:55:28.606072Z", - "shell.execute_reply": "2026-10-21T11:55:28.605879Z" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "
\n"
-      ],
-      "text/plain": []
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "data": {
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",
-      "text/plain": [
-       "\u001b[1m<\u001b[0m\u001b[1;95mFigure\u001b[0m\u001b[39m size 120\u001b[0m\u001b[1;36m0x300\u001b[0m\u001b[39m with \u001b[0m\u001b[1;36m2\u001b[0m\u001b[39m Axes\u001b[0m\u001b[1m>\u001b[0m"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "fig, axes = plt.subplots(1, len(sim.channels), figsize=(12, 3))\n",
-    "for _ch_idx, oc in enumerate(sim.channels):\n",
-    "    for lbl in sim.sample.labels:\n",
-    "        fluor = lbl.fluorophore\n",
-    "        em_rate = oc.total_emission_rate(fluor)\n",
-    "        label = (\n",
-    "            f\"{fluor.name} (QY: {fluor.quantum_yield}) \"\n",
-    "            f\"({em_rate.sum():.0f} tot photons/s)\"\n",
-    "        )\n",
-    "        em_rate.plot(ax=axes[_ch_idx], label=label)\n",
-    "    axes[_ch_idx].set_xlim(400, 800)\n",
-    "    axes[_ch_idx].legend(fontsize=8)\n",
-    "    axes[_ch_idx].set_title(oc.name)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "id": "8f73a282",
-   "metadata": {},
-   "source": [
-    "\n",
-    "As expected, EGFP is emitting more photons when imaged in the \"Widefield Green\"\n",
-    "channel, and mCherry is emitting more photons when imaged in the \"Widefield Red\" channel.\n",
-    "\n",
-    "

Emission rate

\n", - "\n", - "The total emission rate ($\\phi_{\\text{em}}$) of a given fluorophore in a given channel is calculated as:\n", - "\n", - "$$\n", - " \\phi_{\\text{em}}(\\lambda) = \\frac{I_{\\text{em}}(\\lambda)}{\\int I_{\\text{em}}(\\lambda) d\\lambda} \\times QY \\times \\phi_{\\text{abs}}(\\lambda)\n", - "$$\n", - "\n", - "where:\n", - "- $I_{\\text{em}}(\\lambda)$ is the emission spectrum of the fluorophore at wavelength $\\lambda$ (normalized such that the total area under the curve is 1)\n", - "- $QY$ is the quantum yield of the fluorophore\n", - "- $\\phi_{\\text{abs}}(\\lambda)$ is the absorption rate of the fluorophore at wavelength $\\lambda$, described above.\n", - "\n", - "

\n", - "\n", - "\n", - "### Emission Path Collection Efficiency\n", - "\n", - "The photons then travel through the emission filters and hit the detector, which\n", - "itself has some wavelength-specific quantum efficiency (not shown here). The\n", - "combined transmission percentage of all of the filters in the emission path, and\n", - "the QE of the detector if specified, gives us the **combined collection\n", - "efficiency**:" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "id": "317ef129", - "metadata": { - "execution": { - "iopub.execute_input": "2026-10-21T11:55:28.607336Z", - "iopub.status.busy": "2026-10-21T11:55:28.607252Z", - "iopub.status.idle": "2026-10-21T11:55:28.719438Z", - "shell.execute_reply": "2026-10-21T11:55:28.719230Z" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "
\n"
-      ],
-      "text/plain": []
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "\u001b[1m<\u001b[0m\u001b[1;95mFigure\u001b[0m\u001b[39m size 120\u001b[0m\u001b[1;36m0x300\u001b[0m\u001b[39m with \u001b[0m\u001b[1;36m2\u001b[0m\u001b[39m Axes\u001b[0m\u001b[1m>\u001b[0m"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "fig, axes = plt.subplots(1, len(sim.channels), figsize=(12, 3))\n",
-    "for _ch_idx, oc in enumerate(sim.channels):\n",
-    "    oc.plot_emission(ax=axes[_ch_idx])"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "id": "33130454",
-   "metadata": {},
-   "source": [
-    "### Collection Rate\n",
-    "\n",
-    "The product of the emission rate and the combined collection efficiency gives us the\n",
-    "**collection rate**: the number of photons/sec detected for each fluorophore, in each\n",
-    "channel:"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 12,
-   "id": "b0aedb44",
-   "metadata": {
-    "execution": {
-     "iopub.execute_input": "2026-10-21T11:55:28.720754Z",
-     "iopub.status.busy": "2026-10-21T11:55:28.720653Z",
-     "iopub.status.idle": "2026-10-21T11:55:28.873789Z",
-     "shell.execute_reply": "2026-10-21T11:55:28.873591Z"
-    }
-   },
-   "outputs": [
-    {
-     "data": {
-      "text/html": [
-       "
\n"
-      ],
-      "text/plain": []
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "\u001b[1m<\u001b[0m\u001b[1;95mFigure\u001b[0m\u001b[39m size 120\u001b[0m\u001b[1;36m0x300\u001b[0m\u001b[39m with \u001b[0m\u001b[1;36m2\u001b[0m\u001b[39m Axes\u001b[0m\u001b[1m>\u001b[0m"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "fig, axes = plt.subplots(1, len(sim.channels), figsize=(12, 3))\n",
-    "for _ch_idx, oc in enumerate(sim.channels):\n",
-    "    for lbl in sim.sample.labels:\n",
-    "        fluor = lbl.fluorophore\n",
-    "        oc.total_emission_rate(fluor).plot(ax=axes[_ch_idx], color=\"k\", alpha=0.1)\n",
-    "        filtered_rate = oc.filtered_emission_rate(fluor)\n",
-    "        label = f\"{fluor.name} ({filtered_rate.sum():.0f} tot photons/s)\"\n",
-    "        filtered_rate.plot(ax=axes[_ch_idx], label=label)\n",
-    "    axes[_ch_idx].set_xlim(400, 800)\n",
-    "    axes[_ch_idx].legend(fontsize=8)\n",
-    "    axes[_ch_idx].set_title(oc.name)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "id": "2ace7a7d",
-   "metadata": {},
-   "source": [
-    "

Don't forget the optics

\n", - "\n", - "Note that this is not the end of the story!\n", - "\n", - "The math so far assumes we collect photons emitted in every direction. In\n", - "reality, the number of photons detected is additionally affected by numerical\n", - "aperture of the detector, transmission efficiency of the optics, and other\n", - "factors. We may deal with those later.\n", - "

\n", - "\n", - "### Optical Image, Revisited\n", - "\n", - "Now that we've added fluorophores and optical configurations, we know how to\n", - "assign photons to different channels. Let's simulate the optical image again:" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "id": "6a7c8530", - "metadata": { - "execution": { - "iopub.execute_input": "2026-10-21T11:55:28.875026Z", - "iopub.status.busy": "2026-10-21T11:55:28.874947Z", - "iopub.status.idle": "2026-10-21T11:55:31.837578Z", - "shell.execute_reply": "2026-10-21T11:55:31.837385Z" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "
\n"
-      ],
-      "text/plain": []
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "\u001b[1m<\u001b[0m\u001b[1;95mFigure\u001b[0m\u001b[39m size 80\u001b[0m\u001b[1;36m0x800\u001b[0m\u001b[39m with \u001b[0m\u001b[1;36m3\u001b[0m\u001b[39m Axes\u001b[0m\u001b[1m>\u001b[0m"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "ortho_plot(sim.optical_image(), z=18)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "id": "44897bdb",
-   "metadata": {},
-   "source": []
-  },
-  {
-   "cell_type": "markdown",
-   "id": "e2e032d4",
-   "metadata": {},
-   "source": [
-    "## Detectors, Pixelation, and Noise\n",
-    "\n",
-    "The final step in the simulation is to convert the optical rates into a digital\n",
-    "image.  Let's add a detector, which determines the noise.  We're also adding an\n",
-    "`output_space` object, which describes the pixelation of the detector.\n",
-    "\n",
-    "

Don't forget the optics

\n", - "There are obviously more factors that affect the pixelation of the final image,\n", - "including magnification and the photodiode size of the detector. We will deal\n", - "with those in the future, for now we represent the final pixel size as a downscaled\n", - "multiple of the voxel size in the ground truth.\n", - "

\n" - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "id": "2a06f6bb", - "metadata": { - "execution": { - "iopub.execute_input": "2026-10-21T11:55:31.839125Z", - "iopub.status.busy": "2026-10-21T11:55:31.839033Z", - "iopub.status.idle": "2026-10-21T11:55:33.565997Z", - "shell.execute_reply": "2026-10-21T11:55:33.565822Z" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "
\n"
-      ],
-      "text/plain": []
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "\u001b[1m<\u001b[0m\u001b[1;95mFigure\u001b[0m\u001b[39m size 80\u001b[0m\u001b[1;36m0x800\u001b[0m\u001b[39m with \u001b[0m\u001b[1;36m3\u001b[0m\u001b[39m Axes\u001b[0m\u001b[1m>\u001b[0m"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "# mutating the simulation in-place\n",
-    "sim.detector = ms.detectors.lib.ICX285\n",
-    "sim.output_space = ms.DownscaledSpace(downscale=2)\n",
-    "\n",
-    "ortho_plot(sim.digital_image(exposure_ms=100), z=9)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 15,
-   "id": "f5089571",
-   "metadata": {
-    "execution": {
-     "iopub.execute_input": "2026-10-21T11:55:33.567147Z",
-     "iopub.status.busy": "2026-10-21T11:55:33.567055Z",
-     "iopub.status.idle": "2026-10-21T11:55:34.824069Z",
-     "shell.execute_reply": "2026-10-21T11:55:34.823879Z"
-    }
-   },
-   "outputs": [
-    {
-     "data": {
-      "text/html": [
-       "
\n"
-      ],
-      "text/plain": []
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "\u001b[1m<\u001b[0m\u001b[1;95mFigure\u001b[0m\u001b[39m size 80\u001b[0m\u001b[1;36m0x800\u001b[0m\u001b[39m with \u001b[0m\u001b[1;36m3\u001b[0m\u001b[39m Axes\u001b[0m\u001b[1m>\u001b[0m"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "# lower exposure time\n",
-    "ortho_plot(sim.digital_image(exposure_ms=10), z=9)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 16,
-   "id": "517b1a9b",
-   "metadata": {
-    "execution": {
-     "iopub.execute_input": "2026-10-21T11:55:34.825257Z",
-     "iopub.status.busy": "2026-10-21T11:55:34.825181Z",
-     "iopub.status.idle": "2026-10-21T11:55:36.098320Z",
-     "shell.execute_reply": "2026-10-21T11:55:36.098126Z"
-    }
-   },
-   "outputs": [
-    {
-     "data": {
-      "text/html": [
-       "
\n"
-      ],
-      "text/plain": []
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "data": {
-      "image/png": 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WU4MYAXnlgjlFPgWM0uusNXZUTQAQZG1Xy+24Na/b8y4ntphJCtBQoARknI+JscfIpR5a0Ci0R6+poD6MAOh7Mt6xgtf36b7kzAQXq2n2gO4ZnTfk+ug+CNFRFLGpt/+el/NiXtbFS3XKQB3OOiRTQI3iYJKu+94yjZF3VO/Yvl6ed0VRQN+vjK5sX1+bvJa+M9vrFWmgH7u2pNdpNR28L3HPNdPGIPjbbfbsfnS8y3fw93a3e3KPzeWajlNbFvtdYcimTzYxq2am2Oxym853U3OBQP8jM4GMBQreeD7FOMfYwj1xf/9+r8AP2ZKrZ6kI8CNWH5E+4BpVyYDcL+4bVHFRyblw/RAycsiSyXyiSNyyj6IC5fXZCVMwiesjDdNxyc8Wh8rqcyJ4rOmzBciXy5pxAlARYCkui7JuGlqb7DJ2tEN9nqFP5N7DuZgMJZ5nuD/do4vb4I8ZZV8UhaVC5YftT4umkMUDiky/ARTllXPT4imHZKdTsMWujwLOvlkkF8iqFsSOuvPFM62dtAa51VOvuv0oAt2k8262/zVdVo2LEeVYWlwmCO6sTPf1JqZtmnsuNVJ8uk73+lhSHMjecJG1FnxKu+5Wd3tFwmf1mRnP+O3B1wgFaG9ZBPfjP/7jt9q3i8Wi+OZv/ubi+vXrxQ/+4A9uDR9y5MiRI0eOHDly5Dh3CO4mPumTPqn49m//9l/QPvDrXrl0jocUyWThNVqRDUmYeJkis8J3K/JwhYvVdOWQI1rhAgnzPEBdtdJSpCfd4lVPmAfstum4OPSFsRsNTh7E7A+cLocYKYpBCJmuwIWbWE0tktvO20HkUREDWrFihapInqzEgdzytjgXoJCT0cSsZJmbNm7HBskDhxTvcz8eNGk1eqNOKiDPTJNc1JOjJ3scXLTr7uyuQbrulunvTdwr7hkUfT0TvuWs6snYna5ODfe4Pq17/Qg+sV67Yngc6dioLVoA5Bpj0mQ3MD4hKSVFowaBkmMoctu6TEFqkO1jfASqGa3qfbZEOYgYRyTZ1OPRDiBR/H2gxcpDI4AAKPH947b4f/7rrGi3yESj7V8Uix7KjWt2f5yQwteXr/fGnOc9g/eOPjIID85TzhvoLpAVPgdcU5UWmwXbSqeslzJWTnCzyHlMJz0EtzltTLtVzowQdXD0ML/hmIw0n9anlmsvKBRQas1KUB+AI4z7/aRK2Y77l7pMyOXiskGLrswTMv78qANNgB6etWcmY1Hv173rrjJFGPdyfVRCj2SLdNy4saY1HJxVGODpcui8CbTPS1RFSC5ks1ymwmQJdeouYxlHOn//XMPfzGn2XFlfN2LmBN8GoLKPIK+p7d3x/PXnxoH7MmwPP59pG4/u6vxB26JvPKLIbRhCbKP9hWMBc4YM0eWoy4Yox3ZkufpeEpXbinlsvem/ulFZQZ4f9DeMyyCA+29kIpH8le/35nNCdZH1BP8e9SEci3Zh5hT0CTI8vWfDWxHBzZEjR47zFWWx3lI5ooqcHDly5DgPUT5W89iHDcH9xYgh9QRGHMF/GqxwbHbsz/3+j3gzfmXLq0xdyQ2sLs2KzY83BaCawQr0IXQuEqPWFb43viDESTnN8rf2JyFk6CPlSI4cmh6cP9BImC7gfYOCCGrokQhTYSlIiK8oBXLLigvKcxbuHFBqrDyrVbctVp+KdglSpJW0xD86OEsI0bUycW9vjG8YAXzm/YKveDpOqNVRnaq451VHmgUa10waYxYAPh+Qs7SjwiDMq8WqV6Wupg3CgVK1A+EZ8zgDWuZRQ+WhUbU2qsr9ih3nyJxmjB8gZFHVq441GDx4PhwDuDA4QHWvQ7+mTYcQzkdzu8oHoCDbMlcYBhmKFiAzQpxc8JNne+vinR+1LH725/aL07Oq48VSH0G54qxICOFxkRQybheJe3257MbIaXVq2gseHbipjPopmgYRdekPvn+0j90cMJ2JEPto1TPiUOTWGQjwvIcKbVTgN4t07NO2Q3DHk7HhlkNhBBmA9ahDuDCfgRuMvoYBxGq1GjTewemertOxb61u6bb7Ig2hhhzjq71KfrTjbC3V3Ku7BoFDponfqxY206e8Wq5hGDnuKd2Ppv3ppOz+HFprwl0P9J1BHPEe9iPtU44vGyHgsoJ2ic+csD8fe5eRkUccfd1IqGjg61F2cFJ7SHagtOD5uX5e4VB1D2eMxH2EewpzoOfgMoKt9yUMaMDJDZBYj4jrs5XPia4rQtuI5yIjvtKHmIv8d9b0Po5zsF9s57H/9XOz7Tymz37aL76HuRLPzFVN96bcV3jOnpVnBuXl3yvImh6UB+b5h/3iu3xMZG1UiSVSv3mEyAhujhw5cjwkNmuo61fXRc00ixw5cuQ4l/NY8VjEuUZwB7ViDYBpOToIXRHw88pRdFQhAFqvXK3tVmQ9ri8f81F4V/4z9x2zckTFrKzqvE4ko6i6qvTauwHnSSvZsZoD/YfuBuX6YaUMjpagGMwzVCRIUDSvGmE0boHyuuvCCK6+J6gPjqXarGQlCA6irlCFDwvkkbfF8BnPxmZ/sAblinBwb59tnt2+Xh8lO9bZtNsWqOadaaoavbsvSgnlSZ+nvHB9vU6NWZwJF+m0ayfQLSDqQBd5bGDfnmusXKaS9FCVul4atFe3ofuhZzEKBAbIAqGeODa0fIGEG8QeCEYbV8uy2oOiAeu4Wh26pkbbEgio0tL6CIw/N1Uc4fkEY3dUb7mWTd1u7wFFbZinLFxo8HKhUwsdSKhoMFILlHe+mltOb4BgK0orzeNxBF4brrfqJytIR2MOY0JQY3GU1vHFXHYoDEDvGeoJo1U3LsEpP1mdGItq8Fah9czo9kl9YvpIsxokuIHxgvGu1tFyuU9maR+beL153ehRAx3aW3RW11eaxMu9XqV79rg5NpkMzqzUE6cKs7LXQrXCaT7m7ADzdY3Oqg7LtbWWpkyA3mug9gIZBr+Wr6WzqtV5HvbrgSa83mMO+TP0dPDw8fyI+L/u+aZZTGRlIk341qFwbaD8g75phxHcnva744sazVyH43mOsMnCuG19zYF5boLv7lD0CAn3GrwPtTt296qOO9Kr7fGsS5fxqikThef1qNruY/MY3MzZu9SP8LsHyjlQR+FnBO5nfAc8fLb7xhyp3NtyYY/Jj3hXO6E0ceLd8nPkYZER3Bw5cuTIkSNHjhwXKvIP3Bw5cuTIkSNHjhwXKs41RUEJ9e2wlImS7YfoASYDHsuwRMLCKhEi6RQv3G0OEZDH/bZK2g4oCXyuobVgGaen+DOfIuFtPPFfZdGQpqJUqIr/45itTZernSynSKBCJDQGFd8XCSKTSkaqCi68VCSilBQ5hhaXwXaZCp1Aq1D5JV+gRlloFKagOAySYtOzrnjp2iIVlb2tetv29bnqubSbWdrR2agjyh9VqZjsVn3LCFrDqtCkGBtHD5gvjeUuZd81TaNFhuCD0nBA0ZpPAWrhJKUC9X6RFJJSVXB9eMwh5e8KX3Q8sai7M07Q9GEg74LvedMSFsfXGFsah7eNNn2BV2QN5VzYshbtQdrPm5fwvk/XbfEz7x8V880451kzoDjBxhU0AUjxwGCACw/vL9J7i+OFGa8w/OBj+AIYts5EOnFezw0VB1I8xkK7sJbCft7DPni/LE9k0oxUVIX2oWgExiQQb+eUJuZNb/TB1BS0C9bpagIj9AHIfW3i7iLdY280b2xf9+o9I03EltkHywOTcgVVgecPpaZIv6mcEgoSgyJANbFwKVRzH8m2al5BNui6DeZfZ+gTSltq5t+OXZ3TyZ5XKWFDxWtspOClKF37o8/8MyGiR3jTCj8HRfd+ZKU7VHiqh6NjYwxj7lM5LZcGN5SRAQpiNH/6Z76hE/q2+/npYYFCatAkDW/M/j5R+Ux5xpVs0yzjFfPY2bLcvgeayqzp6Af6O8L9vmJ6G2gLOibxjHcmInw979f3TZEn5hDsi4vK8PzG9YB82K7fUxfuB26OHDlyfChiuSqLl14bF9VjIq+TI0eOCzyPtY/HPHauf+AOyZEw6tfb1v3658KxIcmW0E6xiAWrDfrjrIP9CjxCmnX16xCyaBU7VEDH4UWbvb2xOV8nVK7yOYz2QgIHHHLsJpAo61ksApyd9VfDWpDh5KKA1hm0HNJfOH2sNFk+BE3GAhMFOq0V/96eSj02pgWQ/DpoE9KziWfWydDh6irJD+1PUjHLvXEqIHp5/LJue7dNaNJr62S/erw8NitsziJAskkNLmA/K/1hEJ5mYNzT0NAxhksqx4yKIP1495abZr+wb3WIkcqFUcEKEAQt3qj7Y8NbbKocnhSkmUJJoLtoliDXivRwQZYgQT6z0LOUpvGiCBnGY0DcGtVt8cS1dXH33rRYrcvQ5lOzMK4/MW+goGwTR6uE8p/MpdiqnVvZOJ5rJJHAYuweRdSiMtwagtxFWS2fHYJklyJSJHMFgXU1EJE2sNGDvw64t86as57tMorKUBi4y7JUix/xmMIti0PTVyG3dm+d7sdbo5Q9eXr8dO/eUKtWQZsidAzjBKinZtZgyEMyg9gPUG4YnOCa8D2sYw6IJTJVNIlrERShmqZ9QUGQR5F17g2KftXE4iEFTtyuCOXtFVX1EovU0NoVOMLYJzh/f56KwNL87mU5Q7thNEvufYzlnsUuBYpd9f5zJjOR0YUiqTIHmjnBFcgNSnwO3Qvl8O8XXySoEmSYx9od89jdNI9phgLzB48p2BULwspz0qRNN+OD+oGZA+7V90w/ckZjvp6bwtWT9UkPwVUpNzk3Lfyl/UW/74Yic3Bz5MiR4yGxN22LT/joRTGTH4M5cuTIcd5i7zGbx841guvFnL28heFDlfGK1Nj/DZhBRLxVvzqKVlgPtekLVnq6jZP14tWm5zgpegxEh3eFfwNkgWxWkKJgQwcjT8NSXXJfqKQYJLuc0LiRMwPCKlxHtcQN0FmVtwF3ltqEVaNeM2kLJIEMIo6VvRwTPNsIwcWxwNu7VF8yr5s4GCU0d9LIynWcVq4vzxJy+1qZ0NpN3Gxubl9PWkHnlnODWvAYgWnDemVX44oUEW/Vyw6pYDlx1nRsACmSPtF7guY1cNE8CqLHdrJuvA1L63h0EW1An6tYOiEweA/XFBxHRZ5Zkq91/QZURfbH9xfaAa4tbCKBlDMSoNx6fF2THX0O+wZ52t4Hm23YEVq407ytWkgXlj/G4/N+c9+g++jXxarPmQUay7J6fI7GFnlgLmNuq6I2cg20j+RvNoUYLewjAggsS2IB/QHqqeMKfGLipKId6AtIdCkvksLXNeC7bOfrDSmO29Sfd4u7PTmvvZN0fx+XxzazJuNofErSRsvGZIsm44l5nznjKjc1snJmamNNCK7OiYKSq2TXujt/ZB26LxWDGRtFbL2pkMyxPGZUzkzGrOcKm/tIMl7gROrcENndDgDBRtYLzyqPCDsrXN5W94Nnn7kt42wJIpLVDJ/j/l5z2VZF7nHe5ieA229kOyzvqeTdI5Nv4xoF8zsA8qCYByWzhYxJzdb1Oo9V231u9mMQbOpytqgfkn0D/12f2zLeIHO4aDrOLNoHLj0QW70OwXjuSbSytCb/HnlIZAQ3R44cOXLkyJEjx4WKc43gRismz03pCUIrldBWCEai1jsrSLGKcBWphkvkVtdhdWmwb1NlC6TZlHra8/Q8W17tYCWuPDg0m5BRL46tCElQ8QkupvINscIMbCS9HSG+o6t5WonhOihPTpA45hni2EAgwM0DSgEk15hT1NZ8AZXUQK22/x6lf19dJ37tYXO4fd1rugps8IbujhMydDQ6Msgti/jDxnRezsP+BM/SjAk5N7XYleu/XFL1OoZ7M2zHiZUvUFhVz3Cre4Pmo3IYdraYFlZBNS/QYvBh5Tvcn9qW2u6POX+eD6jjG6Aqbau8ZNwLgsoDFWFLZR2H1UA1NHPuHWfWt43RhnXRGBQ0MkzBGFbjETFDABcVaDVz18C9XSwF8ZDuhXUtI6OL8cKqXND9g+1haIJ+4Db7Phraho0ucA17PH26L4E4AqHB+WuWhzpJUUOnkqLjgZBctvvkduLe5nYi07GapP3frm8by0/OKJwuTm2fixgD87Mx/2Cs6VwDVJp4gzCI0Ip+sfxFxsbcw4vYSIHNdLCN583r/oP73aOTiuASgq28fjyXMHfLPcHj3s/nvTqSgMOr6KxXfaDnDZDqIcUi3o+ieIFJgmb6oIzg+K/huXjU152b/555VuNtRhul39A+NWmh8FzbyKzjUUKRZKc2Izs1bcN1aWhbZK7WxSrdR5vzqej3D81jfl6FeoLJ2ohtL54zeD4ycuuzPj6jq88zznp7cw+fvXtE7jgiI7g5cuTI8ZDYrEnuHVVF8yYKHHLkyJHjrRTrx2weO9cIbo4cOXJ8KOLkrCp++KdmxYSVOnLkyJHjHM5j4yCLfBHjXP/AHZLeiCRDfEoxShH4tFFvHyyRIpC5Fu9oxoXSKK4owFMWQsmVYsCrnFOCkPrCw9adLu8LKT9N96GdZX9/IKU3CydnRRkBpBm0+EBSg56yYf6N5qzs3/W0jot1aH9ccFHPayNDdVgnKsFhlV5ndSdWjdP1/Qq6QDulggrZ32QtRWzLfnHMUZkoCa9PXjdFZhC1P1mlgjJOXyIt5wu+TJpcik1U4FoK71AUZdL6KDhzVAVDwEe6WK67Gl44wXpDN0DRlpv0OAWMbbUNTj6HPdJ1jKCgSETZQ1kwSXvp+UsqzRQS1bHRhRfCN/sFLUJS7NG9jfP1skG8P5yXHgue8HJNTVpbzgWpPRQkYhjdq5KEziaO1mk8LeulSW+i3YYe1ThqktBtmJoBqgfGDegCkbwRU3miYiMzf+Kf+DqmBCoyRFv1HpaXiAKhfe3mFqQ2jRzQDuqIH1codEOBzFl1ZigLaeeFNY4oXfEq7R+Um3pRGyF8FPNh/5s4rU7Ne6CLYG7g4kqV81r25cYQ65Et/tRCLIjo8/zhpBh13pzKyRFzCPcPzh/zB55hoVQXvuvMlELZQ33E9lP/3sjIUxO4MLxnSrMDbMRzcagN5lxkEy9/aaQDHdXQj7moANWblZgC2YHCdf/5YEDxi57/eviBYrlIErKQTXV+wflhfqNiZqV1oohN/obMGvchnjOYv7VPiGoEugyKMGE+4w17uH36Xfyu4OH4Jn6bPx4/43PkyJHjFxCH+03xf/0fx9vXHDly5Djf89i6eBziQiC4wQcaPZK8kyvh8ALY3nQhRIYdsT4KXdG1w1ZzQyi0/k3FcEDhdD9YFLv28veUaO8KirhdCKAUbI9HJ2yQQiAQKG4xhH0cG+L7IJkvAZ1QEwRRxUoSKJMaDGzMFapkrnBYJMT2Wpvsc68UV3oI7kF1YItBVra4B0LzvAL3BWhckHVaJpTmQfXAFJItFv0+8kUcQCdQYMGyQfpvIFlS+KI2srSy9ra4PYOC7R9FXIiELodcGhW7oSgI4wrHZFQF6Ny4GZsxAvSDxzSsWbXYSFA5FOPw/nDe2EaL1kj2Cu+pHJWcmyJIsCwmFBUIMPpGBe95XneFI3q9CLnWIqhqvZ07qrLcvip6Srcyxuzh+tAUGZ00Cd1/UKaxw8Vly9XSImStu0cCSaXQQEAKLbFfX/jC5+Tf83bjjOhCTg/bRoV9GBO4X1QCDNvSY8bLL2GsYRtGZVVuDO1a2fHJNrT4vs6NkhnhYj0tYIGVNOx4UUg269qJ87vaiLHLQuae9tDYjvJ1RWEb+lML02g+BmKPY4aZRGdAonO1L/Tc/uEQdYCeuO9pU1/Q6eW3jCW7K+SJTJV6Rd66u34Bpt+vL2IzRjHIvrgCukjOy38ntEvGFOuyBmr4EVhz+1d9JgSGKb6wjdv280ZuXWCeNZlcJ0GG/p6W016fjqX9VZXmr80Y2/znzyEqDtcMND0PMY9qf9QuK0YmJWizjmfZIbI2PD9otkcutc4z/IgLLN+HIiO4OXLkyJEjR44cOS5UnGsE18uJeOkhg1xgFQJJFKw0HsGqN7K7hIyMX62a1ZsX3Y9EsrGtOwcf/F1FXrzlItpAK1IgIsp1RN/wYkxMBrx1YdgWJ1kDFEkRMla7EekQlfwCSh3IpdWT2qATQIUg2bWJ69Pr29enl8l+88b4hjFhYK4bEFwgUDjv0+a0Jx90NjozfXIySojbUZV4ktvvT6x1oCLYwtflVSiQJeWgyrUDgstWqEBecN6Kcjd9DjLQDkWpIqQEKA/4YJAkq/tcZ6z80T5wRlWqjVA68BTBRcT5ztpZz3RgNEqfndQnIUJokBZB2FUmLijiwvmij4BgKp+M7SvlOmPMafYA1sJ0nXpSahj/fBu45rTyP5UCI+mcvdWe4XKrRaUg1yflSU86Z7209x7uVxiA8L/VeEUuOKR6+DPPlVRkK0AKcV38/BZJLOn4WVoJtEiWaLKaGK4nZ0s8egYUR9Evki/EPQperZezMiij49y3i7aXAdJjw5RkapH38arLGuztpWs5W6fxfbUUJHeVkNxZOetxZlUWUIwykFlg3rvKZQmPWq8tSQfingdqh3GqUlEBp13n3do9T5jj6+tE3HeMZKa0B1kInU8ClNdLYYUyYU7GbJe1btcRO1DPaiBDi6xhxINFdsRZaJuaFZjnOIm76P7RjADa4PYf9o2TLHsYkossWvT7QA0TfJ2JzDtTDHDP6RdEd8w1FoG1rke4+X5THjuot/K8wvMxkmNUQxT0k3uf26kyfXgW0by9rGg+eUhkBDdHjhw5cuTIkSPHhYpzjeAOVW0y38xzT3chrl71wK+MjEWc+z7zFT2HDCsWIFARoqXtwCHwGizWtTofK+7acmS4naii11Wss1jdvrd0yFXlXum0faU9I1h8rrwaU34lLEeFQ8McQiC443ps0JQro8Sv3cQLxQvb12erZ7evB/WB5dCJGgLb7CoHVw61X+z3qjwxRo6rY2PwwP14q7qVvj/atyLuglwy+gHOpVZVA8GSF1YI8Ii6r5jGuOVtcJ5A8LgKWI0SaocMyyoc6Gd07YaMJDZx0KS+vtSkft1bpz4Ckski5+ApA6kGP5RX6ljp+0yKRzgYidDvICNCqJcPvR/9GGYuF9BOuZZqdEIi/ji/49Oq+K8/vlc0y2kxbUsdw0C0GfH2yD04ydxHUDvo2Va6ymxG/pVbJ+ifEUOQruDsFUfI9XToiCq3BBXoyidF1TUhox510XEkPGIj5I57CsMevF1w9qj52B+uu6Ly4z733GfHlJ9Lb+u4lvGIc9lfp3v6ifaJnvXv3mzP8P8nC0F7SZ4AcwqUMby9cTOizB9snGHVK6+G2yl9ofMEOKTIMBgqZGz2o2htYOjjea/KSWZgDP/WQ9pMCP+7h86C917tMKRwZgt8/bzaUMRtVfUeVOi7LCY/p7S2wO3HK7mYY3Jdw0AbtLbC3XORcYRHdx+Vg+sVDHhO1uPjWQZUuw54zaWdx1bztmjbdTErZv1nfOeGZdrOY145/pKlxTVTu27JTLFiiE5/SzvOTfbT8a31HLh97trsiozg5siRI8dDom3L4nRebV9z5MiR4zxG+5jNY+cawfUagB4FingyGoGiwZA9YcRtNWjuAL9W0Td8H7pyTs/TnItXRoh4ga17BU0Oeoa8cvYWjli9B7ajahsp+6nHdW81DL075dzKok5X5MGNo3xdpybBiIF+X/Y7GSWkZK/u7HKBGo6X6aCzamY1PwWZ2cRiaivFgZTgb1QzM6p9tU08u8UkfXdv3B0bXN7js4TyTudTc425WhuKCzebm9vXe+U9i54zqlS4Sli3sI844kD9wB00fDM/xlD9LLy+yNYWYw1cR/CfGdnAKntcjQ03EVxMIO+M7t0f3TfoA/qQeVQYT5p9AJeLoTyfUWktuhqhSsqlk7EMfqSxoYWuqCBsqodKCAH2d2U2Lj7yhXnxvg8Uxdm8UuRj2kx7qCzOATqo0FDm69RZADu9WtnG6EHK6S0XguIcuCp4QuwRXsmAUVnlUw5Y9TJK1NOiDbIlWp2PeaK1FtjjdTc2oPKgihjIPsCimLQ2cV1Uv9Xx+3hbVRYAcC8WtTwfKcIscVgmfv+zbcoIPbV6Sj/ba/cMvxZjDdkD5vAju4H9nS5Pzfji4+pcNbbqM3wNwB/WbA7QySBh0bOxlnsvtKbGc81ld/QepIyaVx6IeM/+ens9ae57RS6dnqt/hkehzzDeH85F5lRti0MdWZFFM6rNsI42jqU81nZqVTpInQFtxmeGa+7P2/FYHxXJRZ9irjfjpLFzO7IWQEYn8gzl412ejbbz2Hs/MN7OY14L3CjRyLliPuTMFs5DNbXl66peQ78ZBjm4DsUPawiQtaFx/Ej8bd02R44cOXLsjFHdFk/fWG1fc+TIkeM8xugxm8fyD9wcOXLkyJEjR44cFyrONUVByd1uMWJgf1eIptIXUWqg3S3twYVkSn526VMvkB1tE5lC6DECuz/+Ln9fJUScIDMXkmmq2lmWcjs1pYS0D1KfGB1Uw6TpBqSUZy7VQtaQMBXopc2lqM0UiXg5IpGa4mP71CpSv0p0JyHq2SilkG8sbpj0M7Y9rVMakWV9Lq0vGWrC/iQVj2zbOq+MBBIKF1BkhtTrJu4u75qUNc7zuE70hpOWbH0lVat0Fked4bQQ5IGY7M/vG2mhgUINFCxx6g7XG+kvUBUiC0u0DylcnxpNXywMbQP7P2vP+sVw8pmmxeR8WYbJW8n69w11CGnMxllV+4I6Oj9Nwck1BUXD7HuzvyaNo0lb61jmbdF/x+WxkQfDNebz6NkNS1oRsk4YO0YyDCyWubSJnKl9eHmwKK3nC2e8hS9v4wvSeMxpoYocAvch7nOk95mugHvOW3wzhUatVYUmoHNM05c28ul77U+WPIMcnswFON/L68vb16fPkvwgGzwcr+w9680RNrE/3TdjDFSq9bxftKd9NLEUkrMHdG9I4F7wspBWLSs2hYgKRZWCB3oZTgWmIsRU8VQzX6gVyWz1ZDZ5F674zbcppMW452ZU/OjNJqICpN41K4fb5O9LT/ExMl2Yf9zvBXNsX1S3y3c4CF/wxSYfXp4M9ADcQ2Oam9TgR+axzdw/Lmu9hkzd0mNh3KHIkyUWYTsPaUChn3kjDzmJUOos+q3kjbjUNMXRix41MoKbI0eOHDly5MiR40LFuUZwgVR6G8FI+ksJ+942jmWt3IpoF//bC0qHQtAgT7expEuENA+toLlwzKMxvsiO9+WRal0xM3oKRNmh3Sr2TXwdFEXUo9oUdrXjtlfohdGlfQW5ELwQCqQIG96SQ0JqaxN3yjtW6F+kfNAdlyYJgWVE8co8yYzdWCck97TokFvE683r29f701QUVU2qXgHRjbMbpsANiA4se1lQfbFaGBROkVcU29D1OVudhavaSO7Jr+axYocUHPcbQhE3XEtG7uW66ioeiK0COiT14sb5aXVqCmxYkgaFGZDQOivOjMyVnIzsuLCmBbIbI2cmhWxAkbS4zBWsRAVPHiGKkAW1LA6mQ7XhXMyKVz5YF/V8v9hrqjAThD6AiQPGBsYBCt247biv9boL4szycB65U/ksuj5+TkDBC9D+aE7EZyprFki09ZBf+XM6ng7a7yoaNLL20+ZYKKYDuiuXG4V5XMjm24c2mIIbZAJEogv3o84522to0U60c7ZM4/Rw1JnKXFmmeeNSccncp8ftsUHp2dDkyuSKGe8qE0eZC30OwdjDzb2MgGO+wLXszfMBsugL0kzxIQ7li6jdvvgzX+C1qyhq17ZDyGWEbD7KMfW8HeIXHc/Pmx7tNdKXePTjfnQFmJFU1q7iurBI/E0guphnevbKAdqsRWeQ7Vt38xkKsjf3wGYeWy9GRd1W4Vzi2x4VoqEfMDZ17hDZNoPIyxyHY2kmK4BXfb+obXNQkH/hf+DmyJEjx4ciFsuqeN9Ls2LvTWgw5siRI8dbcR4rnQrURY1z/QO3x/dwCKTZFvJBbqViRMgfIlmiYuS8bTVs+6eC0rJKx2pMV+0GwI35vrt4Kh41jnhCnpMV8aP8ikglTWA2QNay3pJXrVXxt6Cf/J5y5hZwpCh6qKeihwDuQJuiG/FB+8C0/bA+NHJEjJDdKG4Yq9/r7XXDmYVl7yZOpgmBuTVLZg5qw3q/uz2my6mR1NFzWqZ2n666/SnPtbGIJlDKS22HNOMzoD6e+4X3uU8GuXkcjo+tSKZwRyMjDo/2Md8L943nnQFx5DEHZGSv2DP9wdcHaCeQWvDFIDd2tu7OW3nIPssR2WiCguu4ZRHai/NXjlnA0wVPc1aNikuXVkV7d1o0mz7EtSAbVhg5nFRpPC1aK4LOGYueVXhtZbh4W2+OoHbERWC77IwZfF9xnwB9Uctjh+xyGI6eqyPw40YRuOAhirGhsktybVeTlbmf0unaseXlmIyhj7THS4lFnEx8Bsk7XAtwZ9nYASYOmOfutolf/0r5im57NDoynP0r5RVzbx+fdmgv+O2Y5yA3ZmTXREpMxw36GqdiQFmLHuK5ESHDnuc/ZLXL7yHQRxGaqs8Yz4eNnkMDcp3mHvaH0Ga3g+NR5UCdLJc5tkMHvfkEb4vw9xHvV2WvHHJrjB6c7JV+N8j4huh4bedxnqMwP3sJTIzrkq4nnmmTSbWdx06OJsV6Mx4cP1YaYl/Lfpu1XgNIrsg+1uvacOwZ1dX5AH4wMDthxFvmabURdyZZbzYyHJEjR44cD4nZbF184juPitksECPNkSNHjnM1j62LxyHONYLrFzw9rk2wcvSrLF7leG6SR0QjO8GeikK0cqyG1RN0W15BMacl4pu4KkddiTp+MZ+vF1s2nN4hkWy8zQLbsh8Vzx5Z4XL8zau7Xt+sAp7lcmSq51erVU88G9w0oD5nzZlp02HbcejAX3uyfHL7er28bswHDsaJO7rtx5nlnt49SShNOS976BzE5eerhEbO15ZvyegwEEusRoHc8jlBaQDIOBBWcIWZHwY+snLH5AIx4uaVBRTdBdBOK2HPsQLiiCpz5tUCUQWCcFQdmfZyBT72B8UJcK+YEwZkBGYi6CtFXkmxRLnClEFJnVYMCoUDCfVi5UAY+HuoANZtCB2arNNn+820mDaLYtyMtmMLyPWy7K4l+KOM6vI5GWUUDy1I12ifE2Ch/Qbn1lO5D6arXp97QfpIPUFF1B1yG2WA8G+PmDHaFJlJ8PXiuc2j2t3pW0SXw/On0RZWpVC74YmtczCWwoIkTZp0TZejpclUMZcdGZ+9ShRVmn1TjQ775U2cjk+NQsuDOmWaVrPUvmvFta6d85HpE9xHaDfz/MHlVwvcxQ4eJjJpQMcmNtMmHRZmmEJarcuGRminfr90aGxwD/vv+Ir6XXUjajZBc6EfC73gXTjOrSrMRIhrabfBfB+ZOSiP2tUn8P3TU1tydT4PM3rQjFvpMgA0L+B4h8tDc14TVkWR3ew3q+08Vsn//FzFx+pOVI7HPxdRv+At1mGdTEpOOrfJj+r1am1+Q5jMOGoegHx7rvrQuBqIjODmyJEjR44cOXLkuFBxvhFcCeV+Oa5NhIzu1Kxz/BvVDhUEzlRmysqqp0AQcHo9WqGIaNU/tiKjsvLzVoncDq3ERvWyIBAGwXWagkC2GMkDaoJtvb6usd0TpNErV+B9s6KGMILwCaulrMpWbQ9dwXtAxMbzseHmMcqBvgE6qdWjsnrcxLXFNbM6PB6JNmk97yEmqHKH5uX6bN3TIgU/DwgUEFbY8DK3e1EvzBhRtFLQQ+YFAmmGFidQIFxvo9crq23PzWNuFK6dKnbI31BcMBkLWP9CjQHbuuPwGACCgWpyjD2oKTDKgHEOW19wpuXg5lhARDEWGQHw3D58B9zhyMJTt0F/gLdKmqze1hRIM6tn7LcJuZs29ZYn3Mr/TsqTHkfaVxSDlxZVTIPLDc6xXh8g+axyIioP4LCXp9aac7vNJaur6lHPCJX16KzaWgcV6Lv4uRh+QIxwj0Cvl+fE0XRkxrkPRlFxLl4H2bcpnKMn/Tm9PqsN31UzTMIF5IzSfJTmif2ZaNyejQw3F7x/1ty+1FwyPH8gubO6EyyGyszZ6MxkJ05WnTY2FGrGE+E3zpdWEYEeUz2Op1zmahYgo3I9MA+rsoog2AZ1c+hsD3ENkFDPvTUZC7TDbxOo+uyy6PX7i2pffDu9zrsqoAQKB573rQgiuM5BTYzW2mCbQD1COaUPQWx96Bzn+NM8ji+36dlxUB6YOa9m3qo8nkbN8XYe28xxq2akY40zUYrKyvWNUPYoExxlk81zuXKIrsyBkaWz112PuM+PEhnBzZEjR46HRNuUxfxstH3NkSNHjvM8jzVv7nf2uY0LgeDmyJEjxy9lnJ6Oih//Hzdip8IcOXLkOEfz2GIUZ1AuWpzrH7hRSm1oGy+KHFrrIsszIBLPoSlpkMcFZjfyPigOcOR2IyztttVUhkurcKiMk6QivIQLk7D12GgXUjtka6v7kfQZ0g5KiCex8J4kCpaCaycjFvQ50iHltDSpMUOeR21EkH6eN3PTPliYok0sv3V1cdWkaU5nKdX/YJzShjerm7rtG+0b29fjxbEZE5B72sTd6q5JQ6O4DKlGTrFBBB7FLJBAA0WB7UiR2kdfH7VHpqCMReLRjyiKQiqY00QquwTaAdLP0gYu4lHqhDN4iGwvMS5hYoD2HhfH1gqSiv9QMDhr7SuflxZHSZ+gTZE8mhY7IMWI8UO3k9JhUJwhw1zldTi96+SnsM3lJqX8+D2ks2G/i5QeF52gb5XaIS+RiDr6eNEsLHUI9y5n4TDVgJIgl5CL9obkwfB+RC1A6t8L1kfznUrSObOadCplry+2+xs3vSKSnkWxO+ai7B68OBe/rTex4CJQLx03mxI9AMU4q0NjMXwwOejTtmDFLUWgoDRhjlxOlz16FaTucE9jTmPzG8gJ4jxBdcK4YjOdcl0aKg3+jqhtvUcgplOaG9Ty2BVH+WcY958W/ThL6XRIl572lvGUVvZjym8bFkY7Sctof34/Srui4ilQj3r0gGC/anXuZOZ2GTr1iuICyS1Pd/T3U9g+tqrFHEVycni++AJTzLMVSUKqsZUcQylCQf/7/vGGVSbAJGgcRYaOjXlaZdVkW7VGp/u4Z/sMKcvINv4RIlMUcuTIkeMhsbe/LH7Fp79e7O8HVcc5cuTIcZ7msb3HYx471wiuWi4K6hFZ9WKF61dxEVFZCdKuWC1a3UTH2r5PHD0tAgNxGoiYgkvN8GrJoWks5q+rQUiQYLcBMtxDeEYWFeF/A6kF4qCrWRZ4blxhFwwklra4wxyjiU0iGAWCxBKKOtZ7655gtFr9SfEXCnRQoHV9kaR9WDAeKCxWtbfr29vXm6sOwb2zThbAD9YPzHVCsYgxJpBjq0yUIDyMjOL7emyxrIWUGAwQDGKFYSR9pSYJJNWFbX1BCY8NXA+1OIQZiiAvPEa0OBMFJK5gxdjQuiIeXC8c706d+jAKIGNqVUzFREBusX8tdiDQE2MNiD2QqMhIQC1gnWmDGgwQeo4+QiEZiuG4yKwzSFkVo1FTLDYYdrtWxI3NK3wxFNDkqJBGEQpnLqNICDe/dNJIyG5wdmdtTQK81SUjRbjvPNob2WLimDg3oC38XZVB9EU2AKOlmIkLubCNR5Gj2FXs69uONqDgjee5q03K6lxbpwLUF5oXtq/Pt89vXw/qrlAS9/X9yX2DoqJYdTLpJjp9XsgcOF1MzXi6W6fszyZOy1Nj/QsEn8cO5jwg4OWiNFk3Y9YC+Uc8C+W+ijJ/mNexX5Ud21F43Z1k0csOKiLnaTs6zdO2GLt4prgCJn4e97KX7lloLLmdtJ8+q9odKHflLGTZMAWZL7nHMN/vktuList8+OK1CAmOQrMYMm9H94kpDqRzGMvzkbfZnPFmHqvLarsvNXuh4ls/h6rkJD2LgB4jo4d5Ac9Bnn/9HIdjeYOuyLxLz5cL3Lxc5I7ICG6OHDly5MiRI0eOCxXnGsHtoZyywmCkxFufek5RJD+hdoeOH7bTzi7isjROTkVWjIO2hbx6BToV8CE93xerO5X/geg3ox7OxAKcPz5vXSUKV9RLpBhJGYijCzoH293V2aonCeSRQZWwoeXVZCSICMBNWXwuJx2KCkQEq8fRIu3/RnnDIDPcb7DHfWny0vb15epl88p8WsRJcdK7lhg/kH7CKlKNFUgWBQgLrjOMH1SGi9BelXaRflRZOEGMuO/9+FEgl6+3k1Dz/G8DHGD4NXY/mhGhbISu5l0GBAgmozj3a4t6MZKg+xP+6LSemnaDZ82cK3C10Mc4J4xtRhaA8iMwLhXRI/QLyO3eKg26vXbPIO7cN4vi1vZarzbi6GVsboDrA1TE22TzePISfN7gwdiSQupMsgaeb2jQvQHMgpEfz8dV3qKckzHtkP0hoxChVF5CzCPZzBvEeO7JMTluLm87hHbxcTwqrXO3SGJtYrZM1/X6PGV6nqqeSq9tep1U3XlDBk75oE6A/rjp7HcxVjUzI81FRgg8dX7vfpvukXvFPSNRyHMM0Hgd95Dqk8+l4+zzQi4zMhXGnGgkyNxYpNqk0AhzuZGDbONnlbn++oiKJbpMZmkgG7orO9r7m/nzeB6iBETujUhSzD8DcZ46n9KO1XpWDB70OQIpTbaV9dlbZybFGalB2atHrFn13zf3kswdR8WRlatr++NkUizSPNasimVD0qKEimJ/vk4JNRU8JjHfanY24F9jPsV+9Xno6kP4PPGelzR8mGFWv99y5MiRI0eOHDly5LhAca4RXG8pq8hrwK9V1NP/+ucVFFZrEIl3CgyMuPaqQF3VadqdW0065MXw4oTz41fFyp1lZEq28VabQHGMDS/QPbwlIIVBcBfSJ0u76lRlByBHrGAgiCN4Z4o8n1EfoVpSUNQe/5eWV6gcBj8MfFOsRrlaebpOqN+z7bPb16fWT/VQ7vlELHQnabX42uS17evL9cs9BAZIyWK9MKtZ8I1ZGUBReRljqmTA5iJyoYGEYfUPZDjiLyrXUyqll/Wyx69SpF5QSM1OkEC9Vp0C9RNbTlR08zn1BLwbh4bQOUHVAMgQxgauE/rQ7E8CQuSMHKJv0K9or/KsCZ3zVdW4h2GKwgYfQIaBSqGyXblsAYJ7qbxkq5JpYIJrfO9kVfzou/aLu8vTYr3pbzkkC6TjHlAemvQV/makwqNzHuWN6ghwDTFXmKyBwyo8v5bnGvQjroFXo+HvDn22S1lmpykEzskhtlBBYLRW51QY0Awo4vA22h9yncHFN3MzugIcYbnfYfjA9rsnoxOD8mPMGS4qsjnCfcQ4OF2Lcssiobbbf7eC6tbHRi2Fx7ty/wHaSW0EXplHrhkf4dfqmMDQ4NvSZf6UBy5zkFr4Bso83kxpVz1K9LzUTJK7phE6r5/BTADIa4Du6/iMzCCwv8ohtzBgCpRH/NznVRSieX6XIoTPNnm+88O4uN5IivvfILT02evt671MVCk7OD1ptvPYcjUpRkXV3XdshQuFB2TEi37mwI8DnzljhSQ8wxbLhXmO45Vj2k7tfoMaAm/etSsygpsjR44cD4mmqYqjo3GxzkYPOXLkOOfzWEML/Ysc5xrBHeK6RtWbyuWQFZVyilgDzyEEugoOVk++kl1Xb+0OPT8UeDpOFe/bKy3o6jJAmvVPx+UN7RSBFIJ3xKsgiB2sGsvJFfTXrFpR5Qi+sqBSqtFIi0pUT48ORmH1KqPIQHD1vIW3Zyo3RWv1ieUT29dnVwnBvVql6uj9cULkNnFvmrhtt2dJNeHl6cuG8wb7S+aRAjk5W58ZRJfPWxFQvfxVT3cR11lRT7mGUFGYltMe+rNXJoRoNRaul/yQQpUqo8VAe3SsMeVRqVqWI4Xv8krbV8tqZXPTV5Hw1b+KOOES0hBUi1rhZQFFZbAC4/xgnTjIUCVAX/Gxe6oE0HAO1Dh07Hp0em1RW85CKKdb+oE50uj/9ey4eP65s+Ls9bpYLKtO0YLuI3BvPX9R1S4CFEK3wbkA5WWqIzIy4Buq6HS/PzGneHUCVu4Y1BJ17+/aNqyQd/On18WNOLJ+fmZEy2+L8/YooGkn7JflleeP00pQ2cmJ4cbeqm9tX2dVh3g9qB6YY90fJ87sYSt2021/vEM1BZrZbxRJX/v26na/DeMTg/riVU7UqhQ4vqNm+/jfuMUmdg7HnM7bKudW5ndVUYn02Z26R6TCotti3O/Qc1WNeYeImmertEct4+UzY4HrUFj/XI+yrT7LinmJx4iOQ5kLlY8aaMF6NDaytvd2w/q7I6jDidBxfy8aHr/oYqONer/JVxaT7vm1V6f7v95bbuexm29cKZbLejc6DiUJ/7xhDfWuaGAbk/Wklw04Xqf77LBJ9858Nbcc7QCQ1Ywe5gA69i7FFR+Px8/4HDly5PgFxHjcFM8/Oy/G40dPj+XIkSPHW3Eemzwm81j+gZsjR44cOXLkyJHjQsW5pij41EOUcvPp+13k7l66A8VgAqWb/aLwoRyW1OqYDjZNoSkXSklwgVT0t/nM2Q17q0Ujz4KUjTNZYHoAUmIoVvJ2eZG9qX6G3ajDKKUSkG5FRtVZALOFJUYiZEtwHCadw0L1yeLJ7euNOsmDjauxsdPcxNk00QPe2EtpwvvT+4bojuKOTSxXS0PaR+GQSRtKH4CU7wu8IttUfEftdjEUqT9Bj1DrRNBtJA3P1ActOKvj8cXhpdlQUKTHIeMFbKPSYqDzcMpSVcYsfUXbxql6FMgh9QmqC/FX1VZZ9nuluGK+w8VbmkIE08VZSnPRDc4B6VzYGqPgggufDteHlkIRUAnUyGGzSb0pDlsVq7rtqD+UJu+l2XGLeKk27rd6oFiVJcCQnsNb2C9dA8hhVRMnGRik/n1xmdqABo8DlgzbxLSY9lKa6FNPIcD+marQE+RH+3dgLb4YKJq7lTq0dnMP7fasTvfhrSZREvaLfUMPAqWALbNHK1vI+2z5bG+MoDAJxbT3mzTX3F3fNcVmnK5F+hiUJC640YJduV/GIxmf8rJXdXSTy9VlYzwBYwrIkZmCa5lKtJARRWt1ICkm9LLePL+DOqPt36F95a9d+Dx285oveDNFZeVuukREC/DSoTz2MNd4syf9nK57z4AEvzWMUqiV4PS/JcyxI0tvCS+9J182zwq84npWMhdwIe5sQwWs01jd+OaoARbmIS78dAXUUaG7FjVDLlTOEwWx/Bmep0rvavp9jOcrnpmertKjAz4kMoKbI0eOHDly5MiR40LFuUZwvcFBZDmoq2FHZleUkoWbnUVgT1CfZWm8jWDR36YnrVJadCFa6XrbvV0k8N7K1Emx8PkxeubRObX39Cvyso/OedMLrOqACEfIk5dcUQQ7kDnS1ee46qFzV9epmOzp8mmDvAHRO5mmwo1NPBgnBOPB5IERbof1IiMmKGhCu2DTCTR5+72VXe0r2tHagjJjlICx5S7zadEhOmr+AMMI2CLuyBoosqxDsF+o4MeeFnlI8Q2jFSr55tAUM5ZxvVGQhmIumFpQO7HChrA8VvOMQqDQBeYKAPn2xns9hB3FFBCmx9jQjAjLzcg/MW72V/vmXkGhA6ORGIcq/VZTcaF8dtQuivfe3IiUr4tVFUv1aB97y2PZ3kifQW7PFUxEEks9WSO559ZLytQ4I4J2aue5EPWU9nopMG4T2jMrZoNIK7YH+oJteZwjhorKetac1D4gt9g/Na5rg8iBaXEZrgVVi5/UJ0au8OXiZYtS0xQJGUFkh66WV02fm7Es4/PeIhWwnrQn1pY3yBa1c0GmZtZ+2pyejOtyYiXarq87S/LnqucMWncwOgiLgSPkVgvTgNaiUDhAHP37kVmBRyV5zCkK64qrVKItkBTTdgeynx2w7O61oCDN34865lBkS0YkXfLNTtoRouufw3jG8vNyl3wZ78Pv2weuPRfAIvTZAftrZBVHJEcpGdyjtk7zWLEulqNWv8vZGyC3WrAK2UNCcP28ryZRsGUXOT02iED/4BmM/od8Ju8HY9UbbgwZZF3IH7g5cuTI8aGI+aIq3vO+PUOdyJEjR47zOI9NmR54geNc/8Ad4tfyr32gpcqZ2/Hrf0jmJBQbdjacoe2uXwX6VSajtQN8vci8QqW5AukSXkVJo01g5WW4g4K+4lVRhh2WwmotK+egPE5CIhSNGVvOoHLKGLwShZ56ark8l4vEMdvElfKK4c5hZQhr2LvjxHlj7i3Qk+pMVqPzlTlH5u+dNN1K0lv46moWJiDECeqJ+AvqMSSYHaHxyuNyK35GikbVyArKBxmLjv5ZWpTWoXS8H+W4lo5TyehN61A/xz1ndM1nViBqb1ACkWA7LA/N/mD8ACSK26VZGEF/PUeeEbx6QzCjc4RhSGQLifENCSc2zoBcVFk3xf6sKW7Pl0XTlF12gq5XD2UBJQ9IESEgiibBIhPZncDEQb+nlHaLvKcdFRa9cVN7JK0DBNubOERGDx65ZW6uR1q9RBl/F3xcbOvnSB7vfj+eM1kuaCwLKqQotFxnNiBRuT65zoo+NX1LaSxkZpM0x9xbJXT2meUzvbkbPG1kie42aR6at/NeGxQtdXM3Z4s8b1N5jXJfXmnSPLiJg+LAoOZA6h6MHhijG7bBxjNBZcKkot7MPZp0dOhkwINV22o3d5nnhruHvRzmThlMJ8PF+x6yvOVtewgw+hxzONN/vXyfQ6cNKg302Ml7hSgvzhsIpavTMOdCoRJdgW21PjuQ7cPzGoYeDZ2Y3NKTut7OYxuJsM08hhoFRoZ7z/uAUo12YUxCwhFZVZayG0Sm/XXg31hablI/lJ+8Kx6Pn/E5cuTI8QuIzUPhUz/haPuaI0eOHOd5Htub/fx+MJ63ONcIbq+q2HE8jXi94wVFCgFDiKW3oExfs8ilrjIDvqpyn4DcYpVIB1c0BitdrJh3cH/0uw5NZJ4lVnGKsEKAmXahgs5SBayczADRVk6n7Af2lkDVRlNSE4Ag/8iaOaByeDLuUCBvAbrX7BmEYhPX6+vGWhWKAKjavz3tBNWB5oIb600SWCFBkSHHYeZ+VsSmtIiRV7Dg/gJ/SHlrssmiIbRTS2H1DfM37xcIjB9zXFWqleayolZOolvlR+NGxc1lW67699kRoFZRZbuu5oV7i37ldsL0AkguDBiulde2r5NFNzbAQQTSrlXrgjqw/bCi5zKGoW4BJEAVEwhNxH4wDu6XKSPA57mqzrao3root7PBrkr+ngg9kJ6Ac+5rBPSceQ7C8PEi9mzDKsidR2oxd7F6hM8aAP3TfVFbvIpCxK9ERFXpfn9+vOziHfpz8PdKpBajc7X0B98//jojc4FXnrswP0CpBeYvsG7mc1QllMXCZA/QBp4/1YoaiJm8sAqLn5fX47XlMpKlMIT1Z+3M8HNRhX6/6sYyagvwfbVob/uqHDimWrG7TF1U+zGUsYyuM65/ZG7glTa8YQrvT80wZBvN2AZIq2ZD3djjNnhTJq1dAaJIGSB/f6sdb7S/rlMGI1SfQNYGcx+ZUuDcdb6W9uC5s0fmLngGnck8thl/y83cU/XPy/ObdU6hTfBc0d8yMj6Q+eB5CM9gGKLgFdkmPie9R2GAEqhHRGo0Q5ER3Bw5cuTIkSNHjhwXKvIP3Bw5cuTIkSNHjhwXKs41RUFT6SK5E0L88pYXX4/kOzzBXAn2SDkSWf1RUmte2N9TH7iYo5fy86lv5utDEshRIOq1pRrwfrB7LfwgowcUGWjaFALMkPWgNAEKMpCG1hROQOmpR5Imnsh5yst0NLWyZGQ6MFlNjMHD1SbJ82zi+uq69amWdN+D+kGvyAxpEaRSUNwBaoEpZnHpkKigQPsKqTpJNyOFZ8TsIf0lKRjsR4tmOB0k4X3So4IDZdW4IiseGzi/npwZdkF9rscGhaZj9veoFCoHhzQmippGq35RgYyJeTU3f3NbYLwAKSmMq+l62lt6T9qJNV1wNAmWmTlaHxn6CuRqcE+r6Qalw3D+J9WJKRZiasukbYrFlu5Tbv9PKR98nUp7n/t0KUtWYfwoTcRdFk4X6zh0BTmcqtN/13EhGacMfTGZpwcxLQHUhiGDBn4Px1IakCtEicwgdoUvRPP3Dxd66Tw0Gi62U0qPUKRAs8J8aQrzpK9BSVADACeXt+2vZmKNdoRCgymB+xPt0iIrMMaWXX+obJVcsmk1NXMiU9Am1SSkklxt07x52B72xrKnImlRMUtroQBNJMV0zqHn5tAzVfezIx3v5y6WsUT7enKFtD9PM/DSX1Go8YyXFWV6mSsA92YEUZFdT/qOU+i++A2UpOD3R/SbQikYkI/kdL6MJV/UCmrMkhRftFC+rbbz2LJZFau27dpB8y3Gl8oyguYGeiM/D1xRPNoE2uAmjkZpTj4ap9fl2CrRmIJ3mSN1/pMXphQaA6KL/AM3R44cOT4UcXRaFf/vj5KyQ44cOXKc03ls6uovLmqc6x+4XkYmWgH5VZqu+LDKCoGyeCUaFZk9ismEX3H0ELPg2L3VIYlfe0TDo3W8rV8Nq2VvB6po8Zd+DwtQuJSS7R5WaCrD44p6eGUK6ZvxeGwRckGvpnVnwwukDUjulTpJ4VyqxNJ1Y9FbJYveWZ3Qv7tFQmzvlHdMf2xisUqrz5PFifkbhU4qmUMrU6AUWC2afnSEfkXEUQhCBS/e2MObbBhiUBMbhzQri47wftHH3kqR26PoK4YYiglIWsojg2gD9suoLMYcbBY72ZlJKAjP56bWxyjM26DuRULdq1Vl+gjILt8zl9ZpDByUByZ7ALknRgv8vYaChqPmyLSXpc2AuEFSDgL9po/0xRXmBPclsgUqfo7iFkJ2GAHkbbSOimUBgZ664gqDJokVJ7Zh1HQotPDUFaKZ4soByUST1XFzoJcN4+yG3w8+83Ma/9vLecGYhftIDWHwlpw+F/zgWHp9pN247ozgAhFVia+Rk6cicxHNDgmShvGuyCPdGmgn2o75josfMTYUoZP7xssOcgYE6DnmahRt3ihTkRxnKDC+tTBRiuJYVmrI2l3npaAo1xsPRbJjCD9GOBOC6425KjKe6Rpq2xKisoVDY5HxhRlGYC+/K2PRb4IrcAx+h/iCNl+kPrhvSLG5bBOPTcxfMNbBvF1SxhhjctpMrcmHzKXGqEcyGpp5c0g9fw8ZMYxrlY0ks5z7o1ToeFQd2QyHJl26+w7mFPqbAz/BqED3zUiGZQ5ujhw5cjwkDvaa4ld94sn2NUeOHDnO8zy2n2XCzmGEKhvxSkyR0kB+a0gCjLf1KK+XADOcJKw+dFHcX2ENnQtWppEFsOd8edSXj6HIloLS1Fn4aBKj3esVrZiwa38ustozdsaCDOtKTZAJ5duKyDRzemDisF8KAtF2CARkT8BRA/e2Gff5V7DCBLetXTp0TZBDg1zg63K6zDnyi3JFmqQbjYi/IAVzQOA+DEXLZgl6SB6hKlglA0VV9JBX1h7Fbx0CjdUzfaaIiZfYYaUqjJ/Kni/aYviL7UPk0ghBv9XcMucJYw8gudweIIxA4oDAMkII5ECRQbkfFfVdnfZk7FS+Bpw15vrBIKZqi8P9djPQt63Rvmr695oaZQjS1rsH6d7CPYFrq9kYaS/3sUdYDKKF+QJ8OTk2zAsiySaglN6AhK+llwXDfhghxv68la5HYHnf2NajX7sQLfQJePpsyOE5mePVuMf38/J/3lCB5020D8c4Ko7MPc18arW4XTnjHOERGj613Id76z1jHf1s86xuA87t0Sod87ROY/a4Ou7xrIHGHjQHZo4Eb52NcmajmUVGpT8hCcbnpNbJqCdYWp7nLjtb/10+bz/Wwueme7bulPOKnmcD8mPeXh1h2lnGxgzMAR0Kn8kw7XFygJ5bG7XLmGjge5DeJCQaaLuXozSBnyAyjy2rzUiui/31fs+MxP8+0T5gyS7X75iTcF5sXa/3FSTP5BkEi2ueQz1HXxH+XdJrOyIjuDly5MiRI0eOHDkuVJxrDm5oVToQQ0YPzGfqIWK+AjJamXkuLq00fKW0VqYGlZSRUoPfxrfTo9JYafE54QoDVdA+I/S4Grt1TuNMMgiBUD5pY1eRajUZiHHjHIBWQXmAAU5YYh5WCdF4qn1q+/pC+4Juc71MKgrzsaAoE6n2nCx6/QFhbCC24MzNV/P+qhHV1KthC1w1KXCIbWTZqta8cp28eDijc4qWV4G9okeVgOQBiHB2krw69raxatFMfGBsWy9rgw7gepv+dGgkVvOeQ8nn1DMxoHYe1UeGh32nuGM4hUC4GGn09+xJfWI4XowWQ2EBaBUUHRj1UyUI9FGw3lcUsm23/22u6Qa9je5LoLrYnyoXBNMThPk9dxLthQHG9jzXJ8ZKWvm7vN/GvqqhQKQQ4MILurPiQpS96pnUyPaaCXDWuqY63yF43s53Vx0Fgm1Fdb+lq+bGsdkOvd5t/hP1Ccb3yTT1/RuLZAG+v0zI1ybmS6vu0VNMIOQeNuXIUL24fnH7+tHrj9ZtLq8vGxTs5fLl7eur1aumLdt/r8QeeHXXzDkYi2ziMRvPTL0DMnPK+aV+Vb6vzI1qZsDmGgPP3QjJ1Ovj5stobuihsshCEf/UKxb4jFWENA+hvsbqG7x5l/mNkMQhtZ0oW+K5t5F19q5x2JtTGG12mWCdd8vufWRLMY9trvmorbs5n+Y+NT6RrJK3C+Z/q6GQ9BvmX9RxcFYNv4ci5JY6LzwXPu/Mwc2RI0eOHDly5Mjx2Ma5RnCVgyorMKyWvAVptDJQLVmuunbILT4LV2rtABc3QCuU4+oQXbYu9dq2uuJ7BI4SVq+hpbAgGKpbG2ntySpOOT2C8nnLUUYClW8l+4XmrSK5qUFWk1JQJehGotKXbSiBbADBfaJ4Qrc5rA+Nbi+qRsGLO1uc9dE54U4B/QJfjnnFqFLGNYCNLFfIq0WvXDO1n3U2v7ssK9G/zHUDYucRYm+D6VfFBnkJuFG+2l91W3l8Cl8T10evN1AwQbS5MlczDOMYvUsHK4yGJj7iytpRNTIatoulqF60glLS1IT7RRUrhC+mqCwhT9qP0kzVL3XKFnw/6n0DVJZBP0HC5qd18RPvnhWrs0kxakvte0Z/0E6P2ijnVcY9I7hQiACnFXw65rCdjc+MLet8Pe/PR6DEyltQGkE7eZ7zdrlAkSME288XkWKN594qfxHoE41Pr7QwVFXvv8ff9fapBrEWXWbMe2zjrHNoGVeQR+cPBPfuKCGkN0c3t6+Xq47bqrzfSm8KE3weQFT3R2mee3KVlGGeXXYcXMx5mBuuNFdM+1+rXtNtUZkOfi6464fFYU8fFyokULUB5xzKCAYdxPMC/GL3vHsUnVmD+IGD6xWFHDfXqAzJNQzVE4Y0UVH2ESg49HTDA86rf7bivoxQzN64CY79UEvqYcq5vSayHXOBcR8oujy2z4wxqR+h5gTz2NncKiYZ9F7mMYx9zUBTX/tMs2YXMYSa/jzrrXkVaSZtdsynOAe0wdTDPC4/cHPkyJHjQxGrdVncvDsq6jdR4JAjR44cb8V5bDR5POaxXGSWI0eOHA+JyagtPuLZRTGWrEGOHDlynLeYPGbz2PlGcNuB9H6QzldB6B3FDPSlWFqM0x6aubE5hkjOy4vtaxESpap71qr4alSQ5onrON92wFhgs995YwqzmCyvxVAQwBYSuKZYeX+lLVpTiRIpVNO0dFA4g2NjH5xCQUrt+jIVkl2tktXk1bKz6oU8GGRzUGS0XCx7hTlI5TQL6U9RC0LanVM9EI5HOtPbD/L3Vb7LSQwx3UQLZ3wxIC4tjU8vgq8mEy7tZUj/ciy/X26fjmEpstPCNtpWU7TOjhJpedAImMbhU4peJo8D20L2iI/tpa5g1oDzN0UFSFuh+A1tkPuH0916LqCiyHdVXof7qo3nEb6lcU/sj8riY55fF6e3JsXRqtaxy9dPU4NSxNN7n6S19to9S9cRuR49JyoURdpZjT1W/cIvFG4qPUvOARJooCxEBjE4B021Uzu9jW+ULvYmDT51awpYHI3KyyBxf3ozCKU+oCg2MmPylBwal1pMKN/3hT7cTl+UB8rIvere9nW/6uhVGJcYE9Px1BTDRgVUsFUHNeuJuqNiPd88b/oGNJ6nikTbelAmeUS+VvN2HtJFmOIEegReYQajBhpk7Yo5Zsi23txr8p6mmuUeM5KRKKLF8839vjJGMe7Zp4VpOwwUIitd7QNHNcR9HtGrcL6gvPSMI/hR6ArlIpqiL3Dzqf2HGT2owhZoAtSnkILTR4U8p0EFmBAlCmMe89jxUV0czWud4zEf8zH9s87M8ZW9nz3tgPenvwlQcyu/GTAnR5bbGMdKBSMZM2+SsysygpsjR44cOXLkyJHjQsW5RnA9QhqhnSpjoZVe7rsUuhIDWd4hebx69aYK4cpxQGwfCBl/RVdHusC18idGngSram8U4b7Lx9ACMkG2uL3eAhSrRd0mWAapmLmgsrAKhbA8fw/bYuV10B4Y1GoTs1VCFa4XCcF9avWURf/oWM00tfdkIgVKi4UpVNrEcmnJ6cvV0kiToMDKyJahO9WNty9Lo2R/FM6hiIc6CShkT1oJ6MCahPSdvAr+ViSPkQ2g5/IZxpOxTW0GJOSWVc/oAUigtg+FOSL8btBe9JtcS5VAkuKFaPwDuVcETsYI2yIrqi1/q10wmRsoWuytNuU7RgoKIBS6RA6pZihU0KD3t0NVTOGKdMV0PS3GzXJrdblqRoqmswyTXqsqRgFRWMZjAPsBEgIUDeOB+wiFkYrSMlDssjco6FN5ILbilM7xxWWhPJ5se1AcGGSFi5e0GMUhomqKQPeG2iMD+XHFZruMd7wJBltJI0PlDS84s+JRJ19ItKuYCfMIrjHvF32DDFM1kjlxUfYyIfg30F6gW6txt79LzSVzDrj3HlQJuX1/8f6uYSObqTlep2Kzy+VlU1jG1wxj1mddeIwAJYa9rzdAiOSoNDMFpI4yf/pZFY/XSHbPF3fz/dSTIJSIkOaeFJlO9/1j+gI53D/RGNf2oSjOod3R/lRu7RHtZr3UoFpS0/zqi8JRbFbQtIZ7ZbputvPYZj+jpu6QVuoK/D7x9utsl9vLCAK8l7FqsuiYr12Rp9pB07G1KE/OCf3OmYhHMd1AZAQ3R44cOXLkyJEjx4WKc43gehQ14nx5Xl1vhcd8O6yA3MostPV1YuE9vu0jtJdXWEPSX5FMGFZ/yid2+w0thSHr1fbNG/AZVoTKeRQki1EvVS0R5AGvis7xoli2xcp7MpqYVfFB1aELTxZPGjMHcHBZSgwcWZgELOYLg9ayqpByRkUCR5EXeZ8lsPQ6OKSdV6wGCWKEyFn28vnqKt0t1tnCFzwprFgVRRVOE6+i/X4jKTHdD663jFNFQQg9Vj6kk4MDsmtsIUuLmqoklqzCGZHwsnWKnJFkk6JvjV35+3uQxz5eVXwe3LoF8b7FohXWomo6ITbU4Jfz+Xobaw7t80VV3Lo52Wh2FaNlHdpsA53zGZoN6uvRH/wb+4fl6ll9Zl43cVQe2f4r+/AE7kOPbmqmIbDf9ai7lw9jtA/jHFawMOTg6+wNHoCMMi9UbYydLFgoLTVkrRu0H5KBMHQxZjcDc6znYIZmGLDfhawSsigzqp9YVEbGDVkUIPZ8TkB7UVvw1PQpM0a2bV+mtl8prhjTEsyXe2VnggLUGJJ55ak9R74vJ5VFcGeVSNVVCTE+q8heVeYNzFUql0VyUt40yJsVGb4u5iqXfdLnHWVNFAl1Up4mo8YSjnyfB8YA/rNdaK/n44P37rM8UURzl0em/RiOJPRMoD2SeeWMkbf71ksNsLwi1FPmw/VitZ3HNn9u+hlzFZ79JjuHe1Lm5qjWwXB3ifOP+9DIuKKfK9dfjAy7GqSoLoKNki70D9wcOXLk+FDERjfyp/+//WJfioNy5MiR47zOY+3sIcVtFyTO9Q9crIa8GHJkTKCrzEfRsXRob/d2Nyh6iAMATF61ugpMXb2WgbC2R5P8OQIVClDdHppUDotv6+oJ/BdqH5AxRYSxmqImKaoL9QThZPrPeQUJ5AAI12w06yERqBS/XguC21w1iNEmXilf2b4eN4lndrI8MVamXIGtagmCvIK/qOdKaCK2UXUCOW/w2nwfbKMdeOWKUqCxsoIFf4qrQIEQaNVuu0N0HrxMJAvaYctDzy/FWGRuq+daYRyhYpX3C0RQURB8pMO/G0897pbj5skX5Ou2r7Wyljlc7t7VDAuuDx0OXGsgCIr2yd9sRALkoFelHXDjx21djEcbq97Ne2WX7aCDK7qlp2stus8aMiIBN3iUvr8YpetyNkrbnI46hFQRjtrZJhPHUccLhpYbPowUgYuJvh/i5HLgXIDGRnMXlAY8v5C3xbG8LbBXE0ldZOc13y5kZ0z1tlwDjwTJwe1+nXUv9xHmKtwDUBzQ/VN2o56lHe0vUrbp0uqSQX05a/Jc89z29en6aYPo7tXdPKeGJtKPHpVnLvfeZM8qY0hmCWYOPNdA+eFacc302RPlE4bjy/++V9yzY5ufBaQCxPOdV/VJJ4GXJlYl4Hsu4IIPGTh5VaQwi+mej34e4c89wqp1M3JsRnI9Dzgac4M88kAZYpeiAq4jc/NxH+tvAzzbJeO64vGsVsPr7Tx22qy38xi+w88FbUbjTD8CXrNHtqEgEyH93mxIM3Os6OR49qqKQhkZRpsfFpmDmyNHjhwPif39dfF/fPr97WuOHDlynOd57GDv0dP85znONYLb48aGFBb7ZoSeDqkTRNqevTaUD68CVU6i47Ya2z+PtJa7K73TJn3OD3/XVDA6RQTmIiqgISsjoBZYGfKxYUfpV8Vc0YxA23FOh9WhQWuhnMDcW2wDtHM+6viqy9HS8P+AiHm1Cj5foLuqOCAcXLPKdghopJUMNAXfV8tSz6tmnrO0C5qX0apd7Xah29sM8771WI5Xy+MUqB4QaqB/eJ/biYp91b8FSgtVArqk/l4AJ0wtLEmJA32j5wIFDxozUDVAn6Af9Dh0bL+a74ay5aBH9xqQNkWK6VoDWVUusvSR4fDz3LL5b7Ppunuf0UrsGxw29A14jND65fPHocC5xbmelYT2IgCeC3LNiJafA4DCR/Oc58z6czFcO+FcA0Hx6CL/2/Nr0edRxbhHbL2979D3TEScacmEAAFnlBtjYtyMrZ7wuOypUqi2L/RgZb48bU6NdrY0fhuXioTcPl09bdDPy21n6/uR5UduX59qEvf2cnG5pz18a3LLZB3Azz4aHfV0lnF+yEyMZiOj/81qMdBCPmzTHDstp4YPzKgbED/M9xiPfA97fVnlNuM5Etja9mpNAj61165XrjQjfcgkSnuwHx3TgeKRz7pqJoTmWM/L9jUsuxLA+ryk8x7S6Y3Qy1DnV9qOccjovfJ4HbqOsbDi6wkkX+axzf5Wm2NjeiMlGkWrnZV1qOiD3zIy9+E7rNbjFaJUpUgyMEa1Rc7T23EbzvUjJOG7PsqRI0eOHDly5MiR4wJF/oGbI0eOHDly5MiR40LFuaYoaLHJDis/H54czUVRkfSPKfyhbT2ZPRJ51tSfpIt7hW67mgumgi/4Sicenoummjl1CeoDrHUlXcw2fuuFLYryqRxTJCIpBKQ8IFjuJV1MWqG27YYI+RNVZ08JQXJI4eBcjqqj3rn4lCjSu7DsZfpCvZLimNXCppFZLLp1hU8utZ6+UMTSbIEAuk+Ta/9ppt1UIZjwY8PYGCLd5dI3nKLXdBBenGySKZR08lg9aaWoWMKlmzS1TJI03ddtaiui8eA8PV2C03zoP017NcOGGr5Ys1eQySYwkupHsUwkraSFWNuU3mp7L6+bMpQFxH2ohYMi4YRzY0kdpOjxnlJgnBwdn69KE4q5BqnNFeXU0gzUjhQFGXR5fGEXmzb4/tThKJSUjkFFNBt5jKDIDPvH39G+/RyDfXBhjN9WbX1xbuO6dy2RlsVnKJzdHmNp5ZT83GokmyCdOKqNdBeKGDFnbmK6TKn+S+0lM55Au3q2fFa3vdHeMOcLyUQYKmxiMU3j5874jjVFKS0Ng01zYOcLCgmsWSfj7tqCboDrc1geWukpGssvtS+Z9zRtHdAOELjn1FSF6CH6bHWSjNEzcOg5bp4tMMSBzfzAszs6hlKogoI0P0/4QrTIRGnXHOPnaF94/rAiM8xxGC8suaf0LvlMf2+AStAWYSH19t8bmk7TPR/ZaAQ0PH3+OTpCVMyp1ITAItufOwq+22V/DvXUldCMqnlMfuDmyJEjx4cijo6r4vt/8HIxkwdCjhw5cpzXeWwFt8oLHuf7B247sJLkX/+6CLGrkWiV2JMn2UFy168DyQpWeF5QHCiDipyThaMWk3kZleCcBle4QEVotVNNK1NsA1RpteijFQaxZLSS3teVp7ynhXNSzDAa9QXlUVQGMfMroys9G8npOH02m6RtR6tRrxgOaO794v729W5116CHjH5pMZGTp/EmCdxfSpQHWs4rRY+aA7mFTaLRZnPboigISCST9R0KAKQEqD9LoujqvXVi23TeKraP91yxYmSLqApyvhgyIParZS8kghordyWNMOek451sJlXWqIoLVcLCA6CIjbM+JikkLa5zEj6KsvA9LPvh7/t7T61pW5HW2n6/1XPh+xJ9AqtWfBci/IwQArnV66TdGRQOyr3WK6pj5EPMLnD/KaIFsxXqe1wrSPBxu7jPeIypcYRsy3OuLxjztqaMOvk5EccC2gupMv6eN/BhBBPBsl28XyOviDEGeThnwb4+o8IYjMNJaQoHFTUncBpj47BOiOjlyWUzXt+2eJtuC9QURVsndUJeb7e3dRtFwqU49eramt7srTpJMfTXfrFv+hWovCkKk3vtxvqGKTLTgi1CXBFqPyzfheX3tv+W9lnln11RsdVQ8VZUZKbvoVnUPG0zUH6H6LLMoBZ/wVLXjUGOnnmFKxIzz2Ug6sg+OJnJ8Bzcb5Zd0mAcuO/4Psb9AYkvlSEVNHVE2+och6ZJYaWeL6PtIgHq52/uU7XkhcFM655xlDnRPlvFhdD8jNOiNSdNZvr9TRBrMwc3R44cOR4Se7Om+ORPOClms8cD+ciRI8fFncf2plkm7C0ffjUY8ff8is7zQSJOov/Mo0GRIH/Pji6S2XJ8NpYs8ta/dJL9Y0NiZEAezJgvyMJtNBkZRCLiLAGt8Stw5oF6dE5XhgGoDDkacNOeqpI0zqUy/X0w6hDcg8mBaR/kwU6r0x6Ce7Q8Mn12XBz3LPzQR4oeOdSP7QHBcdNxEyyqvUwMEGvwKyE9xMf2claK1q2HpWW8ZJnhxa6dwUPEIfNSd058ndEFXDsvKI8wCIyX2vGWioQAeBQE96DhVzq0qCeaznJewjlVlK6x9xGbdgxx3Xz/yIkbPhk+Ay/SIBLlvDi8dFY0mxG1rhW1YxH/Rb0w7VG5MLnu4OZy/ykyWDnOPKPn/rrXjou7Oc95aQ1cYAohfMh23PbPqbBIbogqSV/P63nI9+N/Qw7tzciDeeOHyPBBkVtnJczc4SEu72pEWZ3aZV1k/ChKTUgS7ksdL3KZV9NVj+8PHuNem/pxb5xerzXJUOHFsxd127uru2buemP0xvb11eJV3eakTajuU6s0X47XY2MkcdJ0fN2bq5tmvgTiCgnGwybNwTzmcL3B34UMGUuVwcZXkVEYJiGLQuHnI60JCWoDvNxgxFv17ymCz5bkeOb77IbMOcaIxD1bQz6tbowX+8yO7Jy9oU03V9B8NCBhGiGTUXtwD+nvGNqRHt99DRzaEWWmJqN0r0zK9XYeq8pJ0W7uA9QzUH2AZpOBeAPJdefLx9bMo6uT4DYrOgu0F/cYnZOf/7y9r3zhkSMjuDly5MiRI0eOHDkuVJxrDq4XidbVDv1u91a3nhPDigO6SiJ0j7/DVYSKarrVBB+7hzADXQo4r7qS80sOx90x+8Uq0PGFGP3SVRyutOdkBioPCOav0cENv6ezMh33eD/oC6wen6iTasIT0/Q6nXV8O4Ax+A6UEe5XiW+7iVvtLWPeoNbCy7KHkGEVrYYCgt7Awpf7SHlcbuXquYl8/p4DBiSX3/NWvUCK2eLSox6eDzcv54MWhdg/o7Keb+azEqx24PmUPgOi1dv0PUUkZDeqzsD3DNBIoDU4JPN/wbECkguUUvbD56omAzg3h3IbS2G5nxX9kXZHdsY+o6JcTEJgYI25EaPYzi+JgquqHHxf4ljTNo3r0/Z0kHuNf3uEBsF8N91/R9S1fUcZBahmwMSAOfF6bIesqvJCkIZZVktTL+B5sak5ln/nM0uMpqFiH/vBMaN7Dcfw23pVhajtEbcRYwMZLq1MFxteRheBJHvr0NVM0PhlN9eM5mk/0/XUcGWvT6737KHBwT2ujo0hxYOms8mFQgP2d7hK3zlcCn+XCMBP1U+FduvKyS37fQ8VG2/Ow+2EUYhmgPDMikxV/BgOnjHoTz/XqIUsc3AdwurNHMx7DukLjR48j9bPc8Gx0S69V/CzIch8antRn0DnrTxvz1N+RLcCNV/BfMFziLuPfcZ1RdkLzVbJPLZRZ1itW+XQMuKqzyRkzNBUPlxts1/6O2Md2CqvYzWYgALd1fg4s63IuONRIiO4OXLkyJEjR44cOS5UnGsEVzUvvd1fwNHo8XACq81eBS7UD5w1qkFfcSxdCD2cvN3Tq2PkbgDJ3bUiRXgNzGjF7CvlpdG2DQ4ZNqoM4PdWDtGVFRwrQxwUieP1dJmsK5+sn9y+Tg4SXHtplri4zNeF3iQ4f0ByudL4aJ04uGerM8M5AnrFSAaQQOgJeitk7jdF7lylK/cFkDLPTzJ9zpxl/ls2Mba+juvVQxoNZdQiJagm5++A7+n53xEHV+8bVwmrzauGOciqbOA4cLytHtMhMYaPhbEFsHcZoHNyDPBV9f6Ra8yIuOfeKt9L0CrwRHls6BwgL8xdw/6O5+viJ99TF/fOToplW2r1epSF0esh5wRbV0bIPOqpmskOgec+1z6WF+4j3Y8gb6iQV03LwI7Uo0keXd3up5qaqn+vaMD9NzT3RbrC/m/VNA/20atLCN733/MIYXRM3O+anSB+qSJ5wmnV96X6vBl1xzs5OzG8Vcxle3Xiuu7XCU3l+RP6uvfG93q6uuDNXl1dNUg9smSXRt28eW10zdjw3m/um/PmY+O69+ompBsZ0YUtOuZjzK081wxdswgZ1fN3GSWvW80BFNA/hyMUzysf8fNNz8s1B/Mnb+vnLK/Xy9v65y/63GTzkLWV/eq5BDr8np/Mx0eW1dhow05a7nFkGfA6Ia171LLU88l2HjtarItl2egcgrHF+/W1Q+Z0XSa39zsqyDhrVgqnjEdxwL9W6jKer5StCjOrA5ER3Bw5cuR4SCxXZfHya6Pta44cOXKcx1g+ZvNY/oGbI0eOHA+J8agtnnt6tX3NkSNHjvMY48dsHjvXFAUP/0fhaQu91AinuSQFgjQhUlie0M7b+lSYsdT17XUC1pF5g6Zuh+gXUcoOKczKCs1zChXyQTB+4FCJM7RPCn18OskIf0uqbVJpdZgpbtjE1Sql2G7UN4zBA9Jme00nWI60Gfp6Pk6p5FvjVFi2ifunKf12b33P2GbilYuikEpT6SJHM+E0h6bUIAAv3zWpakmVgFTv7XKjdFxPsgrfocUzjuGNGfS4dE7e8leL6oLh7y0TcY/wOUEaBqn6RbUw7TRpaCnWwz2A9GGUpvSpb28gYowe3PjWlDrTGWQbXGdtH6SLWKIMkk8iko97Aml3ptB4SoZSDMSYg9sxGjXFx37Uovjhu1Wx2MhzQYaLJMpYXoz7QQvVyB7aW1tqRhRFH3RNvWSVL/QzBSFjV5gn6dlo/tACSSkAOmvPekYKGBOgZER2xuhbX2Q2RC2I0oyYPw2FZEA6LKJoacGkM0zh7/bmatznYirDhTHrqaVdeNMWFrLXOVv2h+IwPF3PRme9e+5ufddQsPZHNG8Wad68WqfXa+NrZhwcjjrpryerRPt6UD6wKWNH0eJ511tfY8w9KLpCN9BqVA5T7nvzDHSFol46k5/LQ5b2vmDavOeKwYypirMZ98GFjT3zh3KYxqL3o6OTaRo9AD79HBs9130hp5cXHQpPDePte7bzjZtbKqJpyNgejZZpHvufVXG6rFTukOkRnm6gxddsYFG764b+Cn7/KHVD7kWlPmL8sOSgM7HxtCwvzfiwyAhujhw5cuTIkSNHjgsV5xrB9QUloYQH5IKcrFMo0wHwxCHCin7QcsALL0eoRW+16iQvzGrHkap750Hn5ldYXgCdETOgudVEIda+TaEADJDbUis9oHYkLaUosSC42D+KHFA8sT1UuW+QiHEpRRLLVCRxo03IrjR+G6f1qUE2Xqtf003u1/cN2rlerQ1aAYSPt1FkEIgRlJa42AoSS0B/0DdlgHJ7m1QsYBlFhPA5BM9dUaFBe7FABwriiwI5w4CCMSeabmxYYavopO20TVSoAbQTUlBdXUXbK5ZTdFNW3R4pM/eMQz+AJo5rKmQYGOd6/lTwo9bBjbuHm+A+wjmgfZC6QxEobasSZ7DuhMRYcOxVU23R2g1qvmirrkCJikTQj/jMn785zyaeNxQ95iEimYVeZoX6HJbWaLsWM4kJwXg07qGIHpWNpkScA5BVldaiQjRvrtA71x3ZJ28KwfOSou4OAfJj3OwXSFdQPIzwx0IfqekGjzVYkstc06ychBJlm9j+nIth744TWrs9h3E6hwfTB2Y/B4vO9AYZLxx7Mp5YYxM6N8yp6CNcZ2RCMLcxsqySbyOxkl6n9t8p7nRtb47MeOxJRwVzYM9unp/HuP+4eDIoeIyk/iLTlp7lr8ssGDvnMn5O6twdtFNtb5HxQ+YuaIO/b8xvC/d88NJqD7PqxT0QmRDp82CguH5NaC9Q3lVTbuexTWZw8x+KCc1+BRlGv+Dc2QhIkXx8D10BqcUddvS6bYCK+yI8P9eb832EyAhujhw5cuTIkSNHjgsV5xrBjRDb3i/8gWLBSI4GVoU9cWFdqHU78/ImfkXJqxC/YoxWrV5mzK9uQj6TW8morSJzlZyAvJcA2/57JO9JZWW7sKgSEIRNjGYjY/1bzSojKD8rE5K7iatNQm6vlIl7+8RajB6aJ3ryTvN2bpCiu1VCPe6WHfpxv00I7nK5tKYNyz6vFitW5f04LlTEp/YcXKAg3LcerVJx74DLrSLmjkfFoSik+46i1Cx348xKvM2vCbdqVhSQkFNv5+sF1o0MFfiJ7l5AP6tFLB0DGQDwAEP5HKDFwjUGmmYkgYBu4xwccmJMS5B1kOsFVG496iOuQLc0A9RBz70+2gB4t++VxbxZF6uy6exE6T7y9zn6rycfFiAUOp9AsootPAVF0+stKBpzfoH2KSda7gndD51TfcnKo/VE7WlbzdiABx1Y6XoO7i4h/SHkytsHc+zKauj5O3QTcmlRpg7HUh4k+mE56nPEkQHDXIXuJJkw8FVX85XJJJ1VKQt11nQcXPBxH9QPTDtZzuugOjA1DDAOgWGOMc4QaTKYPwCdHVfpWTatOzMdjL/DInF474zuGLSWzSa8PbTOOSQlhrZrNlN4md7yPeKn+sxndJ30HnPZLT6m/1pUs6LtRSalcoguzTUqHeiyLj6LwMfSDBOyxJRBxfyI+RNoqN/H0NgfkmCL7NJpI/takDX4ut7OY2frzQiv9DePyb4A8RYUXLNMZA2O8Y/sIcYFrhXvz9uw67NJ5nyTnXZ1TyH/+k3gsuf6B26OHDlyfCji5KwsfugnxjsLWnPkyJHjPMxjIwGmLnqc7x+4SulwiE7wC98jo8ZKzm2D8IgEh+d8eTSMP/Ni7pG4ta5o3YpZBaKpvT2FBVTIg3fEzcXXpFngkjGvVtE0rKhkFaYV99xV4CiNhXs7TgjCwciiDtt/L6QKuE1VwNeW6XVvvGe4gJuY1AmduFcnhYTXRol7e1QkdMFwG2U1ulwvLT+sCRBxvOc5ztRHQEtxvhFnEgvS3meucpXRHqze1WTEoencDkVEwZ1zphvcTkXw5bozWuHVCfAC5IG5aR7lUKQQGYaIb+eb3/bHvUd2FMkl62cd5xhzkj0IVUiqmPOnyDv/6MR1l7YDaQh575W9XhCzN9cJRdX1Zh+by73ZpuwMJOi+RDu8MoLODYxkOqRC73NRfzDmKuCIw8YYSC6hiHpfOn6uIkiyX76+fqxoxoFsl322SbnCQdbAc1sVTSVkCv/ujVMJ3m8vW+KsSA3Pz6Hm6GuukO9lvNy58L09Xo8NMgxEVI1eqJ2LMiHYx6NkvztfpizUeJ6+c9ym99miF8oal4pUj3C9Sra+jMpiTtxf7ZtrC9MNRk1Rh+ANd/jeADKMfgMHF5kVVmzx6JoapUimjfvcZ76AYPJ87GtWdqkg+GehqnMElf6afQAn3imE8P4QuH8wVibwiae+wDkA0VVjBh6veL7LHOBt1/k80UdaE+T6w7fZvxdl1XRzzDPgqdaBhXkLm/P1dh5Ll7fU/geSy6YPvRoSUmXQZutltL9XeA7Vc5Z5Fkgwq9XotpgPMQe55+ObjcfjZ3yOHDly/ALi0kFb/N+ftdy+5siRI8d5jEuP2TyWf+DmyJEjR44cOXLkuFDxi05R+Cf/5J8U3/3d323eOzg4KL7jO77DvPeBD3yg+JZv+Zbife97X/ExH/MxxZd/+ZcXTzyRio8eNXpEclAWAp6cEt6dTBQT9j2xedf+NGXnUg2cjlMJpTaWbPJ+2nwsTYWgDZQCZqJ/2pEzquC0KUj8C9lIslsoujHFNhC1RwGZnBukaFhaCOmug/bA0BBeaF/QbZ8tnt2+Xm2vmlQQBOXZ/xqpl+MypfDur1NB2UmRfN43sVguTFEHCtLmzbwnvq7i146qoKnfYAGrFIDA6ECLeOQ69FK0TOh3RWu+YJCvu6aqJRWK70YC4EOmJWZ8uq/BDMKn0Xbtt2dmQRQML3zv02TmWEIT0DQfF46BeoFiFkePMfSIrqFmm5DGMbLpbC9EbuS3cC1lbGgK1Kj3UWFEu2lnaitkuNSggyWZkCJEig+2mKxc5ApYsT81kOG5oYrpMZwG1CIg6WsUjuJasFwUzCnY9IJpLDxGZsUsLN6JTBaGjBlMsSKkuRyNwe+Dj4X29Ipz+Z5D0QuMU1Dgx5akpU3rq/mLfHeyJqOO1smFiYQiCtF4LJ+0J2EhJvoBc+Umjps0v02aiSkGnC66YrArTSrKreva0CNwn1+qE61hE3vlnpHgw9yI8QQawrad65PQrAVj5fLqcrffVdrvZDkx8ymL7D/MvMBIUaJbQatyMoG7UtA+TR+9p3/j/uHiT1fAi3ZGhY1aVNnYIlWcfyjxCBoHxmcgxajthmkU0RO1nQE9C5SQXiEsF9852p3+tlkTrRF0hc21b9McsG7aXvEkj1tfyGdoBzCJEaqNPstlE362ezqJ7h9SbNxfTlpVi+KD30oflh+4P/MzP1O8613vKv7cn/tz+t5kYh1+3vve9xa/8lf+yuKzPuuzit/yW35L8Q/+wT8o/s7f+TvFj/zIjxQ3bpA2ao4cOXLkyJEjR44cb4Uis+vXrxe//bf/9sHP/8yf+TPFCy+8sEV7Nyum3/W7flfx0R/90cVf+kt/qfj6r//6N308v/rjlV5PTqTdISfiCM1eYDqsoHZoGqOnXobGg2dG+suRz5Vs7WwA+ZhavOTRXtpWV2gCoqgUDnWZ2jli9SVogErNlNOeecNTy6e2r0+Pnt6+Pt88v319bv2cbvv29u2msGlezg3KclomUwdGO1FAgYIfvBoEV1aNXryf0TQvpK+2qVKYFiFF/voYNB4kfayO21j2xWzr0GIdl1yn4JBbbyRhBNBdcQRI+kaOB5bCXnQ/ICNp36CAonLjCLaxAUrhzSAi1ALFBCofRKiNIorrWLSc72mMT0XlvD0k9RGQAy18AZreBNdYu7od7CuMv2bdbvt7s5t1U4YFfmrEgKI1j7ATAOslhRRlQnEQIz86hdkiEr7uHi3zts7mHAGwym2NTAjG+16x15MA84VofG/493wBGRew4FhoH/aP7A4bSHiE0MsocTEc+lMtSVGgRoWsPkuAexdFXaslIc0o9sO49MWQYvjA0l9ActEWzJW3y9u67bSZmv3hvJ9epXmULczRLqCxs3ZmbHm3x6j2zb2FIql5ZS3KN3FzcdOev1wnzMNcKDtZTcz56vVaLIZNalyBkSmUhIQlCk9dURgPT2/KhIzDLikxX3BtZDBdtql3X1bDxeP+94K9jaRwFz+jgiJ3LTzFWJb7HfcuZ+oi2VOMP1jqsjW49qGbt3vWxDzPbuawzXMDGSlknlmOEnM8itcFtUfxcFhgh2xVG9yr7lmm923df87o7xX3u4ov/ZuRCfsl4eBu6Adf/MVfXPzBP/gHi2//9m83qeNN/Jt/82+Kz//8z9cLM5vNis/93M/dvp8jR44cb7V4cFwU/88PjravOXLkyHGe57Gjk59fyr943BHczSrkMz7jM4rP/MzPLO7evVt87dd+bfFt3/Ztxfd93/cV4/G4OD09LV599dXixRdfNN/b/O25uxzz+Xz73yO1IVjpeZmwyPBgyP7P8235e7u4mD3hZsfBZM6NrrawmHFoLJ+T2sbiHNz5Ru3U5gm3cVSTfA4sXwVZBScLSO5+24mQP10lpOGj2o/avr64TNfx+fXzxtSBEQFY7MJ+F5y0y0XH+QLyoOinICQQT2c+Kc4JiDB4Z5EIfUfXc8grcyfd6h99r8h2ELoid1xKXlnjOgGlifi/PfklGEcA6aAVe+/7reMbB2NBTReAggTcNC/1glmBETK9NzDugR478W5jbwqEAfIwZOyhklyyyEVbwPdmvimQNmyr6Cnax/0JPi3uXfSns97k7ym/2kmXMbqwuR5pKFbbM/aolezcfEe597i2fL/DOtnPH6DxkqQaxqqisi5zwfsB2gLbYEXryLRkfCri7lMrk4RrySiqR089H5Z58kB+vT02I7g4Fj4Dpx/IbhRe8kvNOwg4UW6ou2WNvCLGO7pNhu6iWfSMM3S/kn1StBzUfsosYQxgngMiiv7gvgISh3681qTahSvrbt7UsQpEVZoFhJjHO+4NIKuYRxd1+vvuqDPKwXx0tjoz2SzUMGA+3R57Bu0pawW9y1yjZzxgko4WNfUmNVHdyKNwcL1kIu41zqypYYGzK9d7hn4GqVEMMkwOleX9+nOIzCc8h9Tvh7m4kdED5jzM3yY77aXWnJxiSYYTGEtlWW/nsXpsf/9EfH4vyxjJPGIMqNGPQ3b5PWQVwC0P60Fk7sS8hUyKqZV6E3zcX/QfuF/6pV9aXLuWbtpNfMEXfEHxcR/3ccW3fuu3Fl/2ZV+mP1L397sfTZs4PDwszs46fT8f3/AN31B83dd93S92c3PkyJHjobE3a4uP/ch18T9/ripOzx4P9CNHjhwXcx57zytVcTq/+PPYL/oPXP5xC2T2Uz/1U4sf+qEf0h+ym1/wd+4km0DErVu3iqtXO5MAH1/1VV9V/NE/+kfNe1euXIlNGHg14lA5j7zyqqSH5LkwHELP7nCrHfOep/g5jlFUQelFyHehx9hWbT65EWu7AleOHwtMY5UpKz6gaNj2cJ2sHTfxbJmUET66/ejt6xPtE8aWlw99MkqIw3vr925fj8bJtOHJ+skeTxRVu+0ktWvcjPsGCsLpPClPQmtU5nx1p2/RBUVuDT3JVv16c4jQpGEHwu6/4/m1PI6ALqhIOtB9hzLIH2ZbnEu0+lYeLBDSgP+Lcag8VSCPEY8t4IxxH5lMCNQjMK6gehCIfwMt1Xbiehs99dJwwDAu9Tqx6oEzdNB2CwJiLJWdWopeQkZg5PvjcVE882Rb/OwHiuKU+WSB9bGiyNIPOs5pzGkFu6sWVjOTgL+oqhbyEc9dOMRyIhXKS4uaczZidSro6SShp+v9wNgEx3bC+R7J5c+A5Pq5kTMr3ho0Qq2GDCn83+aek+ZwZoq3Ndk7QZ3UklS+Y+5LeTQCcYVpg2+bsWTHmIMajYzTKwVltRzXGigvKy2MVumzxUpQ2dHSZNZOV13tws3mpkFuT5tTg/ayPTbsge9U6dm7WqwMGg0r9E0cVWmubqc2G1HSjyJFCB3KGRkZ6Xec6Yny1Z3aAEdoHuAyk70sZmTn7LcBd5VR/2a38VJkIOHnefOsUAqpRXB79TkDz5Cd9RvO5l3nEkFTG352Co8b89jP3WqKdll1SDK1WRFt+boxeMA2YtGLjLCvHeFsnXKV5TuqHIQ5hbJ1Oi8S+sz7NffvW8XJ7N69ewpLj0ajLaK7UVrg2Pz9y3/5Lx/cx3Q63f7H8fN1t8iRI0eOHDly5MhxceMX/Qfu3/27f7f4wi/8Qv1Bu5EA+4mf+AmjjvBFX/RFxTd90zcVf+JP/ImtmsJP/dRPFf/23/7b4m/8jb/xpo4VraoextXR9wNlBF1NuVWXrvx5VeF4XH7FF1Uj+qr1SPfOIyW7FBx6iHPV57+ofqGgAlgpM48Fqy1YQyLAyb1edjaST7YJfd1r9wzCodyqUXfs2+NUPfzByQcNutRM03lfXnccXKwEgbhA/49tKcErA+KAbbEKZS4q3vOoLlanERdTUTlcL0IV/EpekVf3He7bHk8bL9F1L91qHNwmVkiAYgH4r1jB07l49MTz4sy94ca1orMKzPR53/pdVP97BYZgVQ8kkzmTqsXptCi9ZjR/Xyt2gZQ4W1rTX7gvsb/AJrlnHxpUHzPitHl/039NUYZ8O7XqdIhKpNjiq8hVwzrQ0lRUXxAZ6GAzjxzfAxdVeW7Qf6aqf9yz9UK2GUt7hZfHqKe3ywWHNkJeewob6FeCnc5EiNvzKiMrUs/F7HHsCXlTpQ1YE8uHxpLcqQcAucV45W3rZW30b9FeRbcY9ZMxMK2mRu3goEio7GnVIa6wMgfSGunCQmlBOdEy74EjC67vJu42iWN7q7plMhXT9dRkvbbHGKdjnNQJ3Z1P0/5uFgkFfjDv1BnAI9Y+x+U2yUE7hj2yzufk71lFPQO019cjRJrlg78BHJoczgm+1obud+WqAiV0vwVM4C2/TTuMJPvsWDh3BecXbaNqJZgHXc1QySg3nfv2mJtNW6olICUD31aEqQuQ56vJIqUTNsfb/lOOobzaVW044KYuBKgzsivBT9QoU/sh+4H70z/908U73vGO4mM/9mOLmzdvFu9+97uLP//n/3zxeZ/3ebrNH/kjf6T4gR/4geKTP/mTi0/5lE/Z0hd+5+/8nVu5sBw5cuTIkSNHjhw5fiHxi/4D9xu/8RuLr/zKryx+7Md+bFtI9vEf//E9bu3G+OF7v/d7ix//8R8v3v/+9281cDe0hRw5cuR4K8bZoij+v/dWxdmjCbnkyJEjx1t2HpvD2fSCxy8JB3fjRvYbf+NvfOh2GwR3898vdph0AlKzjgCuqYJALN2nLnwKk9/zUkCcUvBGDD41YgShXTrPF1BxukcFmCVN7lMULMiMVCX2s16JmPtor7c/pAdm5cxQFi4VnTUkPoNFJKIapTbcGXXFgzdnKfV1spdSYutJOvaDUUqFvbJ8RbcFXQESRUpE55SMpGSR2kBXhxJD6D75vpojuMI8fi9QLekC2XtJp6isGWxoWb7Fi467YgCTdkEWDuNI6CKQPjOFiE4CS2kTXPzoCjtwTfE+aCfSUNN2LRxAgRtRKXqFje4+Ykkxb5uphUqB+DquqZfyMYUEjjLh7znOAiJFjSLFnjkAp009JQWSamzwIXPC2bIt3vOBUmgibXzeruhGC9ykSCM6f1+QFxUtomhE73MUEFIhR88wxMnscDfgWLCL9fQVM+bcTaF9RvOcpzE8iu0qtlWDHEdviPbjZZ2MmQm6onGUGt5ECm18IRGOwxQtGBxoP0oqVgsx2Tpd5lhcn/Eojb3ZWqgK666A7E57x5g4TNup+ZvnWNx/D9oHpogPdr8s8QX7c+1Pue6Hi65AGPQVjNPFZGGoGUwHQ/+B2qJ/8zwHSkc5UPhFf+uz0/W9pyqYbcsBCU22A/a29a74NyqU9JKhTJ3q0RIxXgNDH28KEc3HOJafh5TyIvOeLwj03/dzKoc3VlHZx6p/L50ti+08Vs/SPIZ7iemXOoYc/YD3B7qY/mbyNDe6Vt4CHc82lXBkOpqzHdbjRcZMHy6jhxw5cuS4SDGq2+KpG00xCvRAc+TIkeNczWP14zGPfUhUFH6pw6Of/AtfV2+OaB7Jennx9V2I1qCtb2Ac8VBziGAlOyRVFhWv6ULS2QBy0RdkwiANhIIDg/JKYLUJtG9ezwcRGKzk7tX3tq+vjDtU9qXpS9vX5UFasa3Hab+nW6Ela2F51pyZ63VcHpv3WdbmeH1sxOs9yhCdixY8uUI//rciRkBrqR9VSkxWtT2Jk2jFiq/LoYAqMvKm26ytmQVWtYwu+IKxXYLXapwg1rUR8uZRY29ra9BgkP5lTHh5GRVG5/0KYqbXhev6ZOwq0grzEhnDfGwvC4Mx50XBHyVjY87fF5fhutG1hC30pVldfOrHNcV//rGyuH8UjBlGn4G2oGBlh8VoL0qHNgYovKJgXATpUF0tpJLi0stlV9B5pb1isyYiR/Vg8qCHjKLIyGeWeA7T+UIeJx4Z5f0NyYLhfTaFQEGaD7xvBPola6XHljHDqBP6FoYOKn8kpwIDCS6E8XVtuC6RLB4+g/QdxgiQ3E3cWN4wKC3kvNhMZ79I/16UYrghh4oKb4+rYzNP4H7SMUe38GyZjnm5Sdf96ipRB++Ud3r3J+ZWFKmp3BwVMCOzsKjsnKUZwaCY1ktn4r43GTX3vN2VEdCsiyvaZPQRpicokNRCN58tDX4DYL96jSmL6+e1XdnBoaI6Y/4SIJO+ENbMN65gDfME2toGc8wVmcd+8Kfa4v4xySfS/K3ZNBT3OoMZ7l/cQ5opkt0w4o35WYsSXV8YmTBkSlzbGRV/M+JZGcHNkSNHjhw5cuTIcaHiQiC4u8KjpT25MEJ/PGfQfzfih+l7AVdWVypAcgRxi/hmimw4/p5uUw2jHd6m0HCAZIVYT2oj3L3RI9Z2jivDowVXC8josu5gjJPxiWkDrCDvjRKC+/7x+3VbcMeALkCGCCv+e9P0HbbLhFTNa6vX0v6Lzmpyvp5beTDwap3xgeG9yvn3+FEBcq/IKrqPwCa1H5VjKFoHm1dC05QbzUgtBa/wR8uR4R57i96It9njmTF6PICe6SqchrSiMfKe8tkgN0f8Nu1HyMGBewUJK0j6uL4w50t9rmNVUFigasovJ64w+hHjHSL5ESoITiL6TyXkgCJyEsaJiUccVEWLt9e7Laqi3pr1At2Isjq+byJLYX8NtY8cGhRxTpW3twPJQP8BtbrcdggubLWvnl019y6yPHcndwfnOW+KwuHHmkp10Xj3klIRIuy3HUJ9I8RL0fN6eL9oDvpVz2kdyCtKX3skz9igjhozrylSJWYb43WHSl9fXzfvXSovGS4ux6SaGAQSGUW21AWqi0wDEFxIlnGthM6JIjN4aXnJysZRJg8SasjeeROYdMKFRSODLJEe2/NfncGJQejc10Nk02VrgaZqVoYyQIOGITI37KrZQSiPnhFUQep9vUg0Xv19FGV8jb2tO8+eNTz3peP+60+Gsi+Vhnls853tf86UhPej8o5NwHeWY2BO9kj1ZN3x2VEjo21HciFAsf3vH1wH7tNI8nEoMoKbI0eOHDly5MiR40LFhUBwh1ZH/JlHv7xlIIeK1w+INPMqwq9AQw5u476vTelXJSIUBXCrY37PV5nifd6XVvaCixmYTKjF76Q03Cp1GKXV9bxKq7E3qjfMyv6VOnFv79SdisJ8NDf9CAQC1aJcNXq/SuLlp+tTw7NbrVY9Xhj4caulRXAZrFFul3CLdMUcGGdgG19da0wRmOfJBgUB0qrVooKqgFcEhIj5Tj2hekEVlMcmaIupUndjjgXqvei48qikDZFdLsYI9g+rZsOjgvIHuMGOf2aq/h2Xufd+6kDTHpwTkCyMV84ogKeoXDo5bzb4uF/cNxkBoAcqZM5dBVS/2aGEIvfJsmiKe6dNsW43CgpxNbPa7QZoiz9/vWfBfwZ/zqkKmO+7sRuJoHtDgnE17vXn4SpV1h8u0+t4kT47G6d77nTSGRN4pDU6l55ShUN7I4WRaD9+W81qYP6Qc8Lf+Jw/8zxI3sZX0+v9hApwuZe5RkH5tHK9MfZYGH8xTsc4KpO97VGTXu+2d3vorM4JMhcgcxEVhmP8YL6ARblyc9NJhVbX6Htc0+1nZzL3Lxsz52Ae5jlOswY+A8JgJ1BdZCgqp+jBdQ4D6iu92pigTsIrGvD5+ed7lH3VfnTPR33+RHU4yHzKtnqfBhkBHBvbMqfU10l4JPth9sKaOdCUT7B9E5sFceAa6TzWtMXmVHEduH5FM83yzPC1H2mjwmQ09XkIJD0wSfLP1ciQwrfdq+14nv5j8QM3R44cOX4p4+ikLL7/RzbT+JuocMiRI0eOt+A8Npk+HvPYhfyBG6FJHqmNENchS79ddn0P44nxMXyF5q4VKV7UwpOrV2V/eAVKo6t44Z9tP6stTxf6jsaWUlZf0G+cTCfG7hFcLUYejqojy8EVPu180vHDqmk6xmycqnf3G0HgVhNjEcr2k7dHt42u4+qsW7lBUQE6uEBcgHJGPFBo7ml/CEfN6Bri+mKFCb6poDdm5e0re3GdCGn17ylqIW3i1S1WvEB2dP9BhkFX1Fiyo2KVVrdaIex0b/WVdBc9Co3PgGyAm8fjEFX1QOPBTWO+sdc97OQZiYspFefYD1AuoD+HRaffOS1kHLaXzDXEOGL04aA5MEjug/KBuQandYdOKmrq1BMixLHHL8QmDLT67NAOm2DdDRQSgGQDreLaAIwjuWdVe5nuc0WynG4ruHVcVY4+h8IC1ElmtehfH/b5c547azhxAwoLHjHl93y2LcqkAS0dQpFnRadOgM8wpjFOsY/o+72gy4R7YTVdGcte5avTfHxUp7nwXiFKMsUrRikBGRH+N+ZjtI9RKUWfRVEFgUzFWdWhsuDneqUAjBlw0jkwrx0Xx+a7yJClN+UV09zIIqRhfcjY3QfoM3pPI8hi6kcY+3pbBpnZAT4n5nVGUXkeM5X/wik1Sgbud4F/Lhs9eqfHrTrnNMf2vu8yidzO2A3YItQhguysvLvLUg3uT8+z6WcvwL/GcwpccH5ueUtdr2TFmRO0Gc+4npLRDvvnXn3MAEI9FJmDmyNHjhwPiUsHbfF/f+Z6+5ojR44c53oe23885rH8AzdHjhw5HhIbkKGu20xQyJEjx/mfx8risYhzTVHw8H0khhyJLw+979MAmtZz8hu75E4iErjfNpII8d/3xWXGPhTSRZAqknQBUi4wd9juZ1KZ9BEKKkBr4O0hLXNplVLBz7TPbF8Pys5qErIxoCQcHaT0XHMg6ZlJN6SmddrfE/UT29fnVs9tX6+2SZ7o7qKTI3r/5P2mUOP+4r615d0E6hwkreIluyKKAj5DWhcSO/g7MjhQqgpLs0EQGzJeSD1JW0z6xklqqfRTM5w2xLno9QZZv90hJYd0NOXJvd00zhOpy711JxvkZZK8PbRJM6HoAmk9d48YaTrQNTC8ZUgwLQaFY3vtnpFN2iv2bPENURRQKMXWp76IB9tgfyp9JIcG9YX7pkdFGpr9W3rVOs9yUHbMU152WZfqsWF0wZQPFPEgAyljjWWtQEWYNtJXcsPvNXuGHsRye2eLM1Nceml9yby/PeQkHfRB8cCOKxpzft70814kfI/v8xjz/TlkXx6laT2FZGjej/bni9c4JY9xpBJb4750Iua8W+tb29cPlB8w94YpipHTu15dN5SF6bgbw7BTByULFA0U3mp6mIwiYP4Aik69qHtzIgp2j9Zpjr1d3TZSjEx1Wq5sITAK27iPlP7lCt28URDPCX5efjP0v9AwxRU04jvhmJPnphYXomiTC6KcDTroBpBj4/7084U3ujDtdOYXkXFEaP7iaFORsYzfVilyLVGtWLKyTW3e/KeGQPR7wP+Oin6DqGmRXHNP02AKD6gJPcoJfr9wQaCXR237tITonh6KjODmyJEjR44cOXLkuFBxrhFcH5HMz5DNn64CGJWVVUJvFRHsy6OxWC0x8tQrPFNe/I78gNYyNBbJpVU7ZLwmtRXohlGDEWSWwEoUBPKSqihno5kRIX++SULwN4pkK0l1Gmr0cLYvaMJM2jWzphEsYo79vrh8cfs6XSW04nJ1uWcK8VrzmpGyIZdPRQGA6qJYomfisP3DrfBB5g9Wt1iVo99U2JpRXtlGV/Bu/8bC0UmHaTGcQ0h5rAFV8OfC7dTiJWekYOxnge7JCnrWzgxSetgc9oqNEKt6ZYpZuIjHSypBLg7bGutWQZ9VWB32xlQ4hfYAcVJ5MFeEE10fnO+smfXk5tBvQH0P2gODhqFggi2jvYV2aKWM672RCaPu34mo+NucPkYfqb0t7DWdoYhB5YEiSn+gSIz3g/671l4zBg/oBy7O08LTedrv/jihvM+snunaObHoGfoMxWfcb5G0GZ9TlC3QQsdAUmwoIqMcv/8IyXsY8mMMWCTDgPlHC29EGosLZNGOu3VCQt9Xv8/M04fr7p5TCUZp+tUiZbMerB/0C0XFKOKgODCo7+vr13tSjLgeZytB3+WWOF11RZWnS7FILxJye6tIiPNpc2qk9YwJgpjzAKVmSb7yzGYotN0odhYDjPTHbklPvnesKUFfWoy/N1R4HWVx6cth1izaxs9l4e+NHZJniu5iTsHldwXnvYKz7iBm34wga6Easn3yPNTrMAoKAuk767bUe4mfMx6d1fmXpUwHbiWcJxdIepkxfX7hEhr/CIseY84zBflUVPxY/cDNkSNHjl+KODopiv/yo/X2NUeOHDnO8zx28uhCBOc6LsQP3F1SMz1r3l1yG27bXeYAug0QN9kW8jQcPeRgB5Kr7RM0OeK0AI1VNAA0W8iFlX0kAuYI4NtOJh2StTdOaNpTzVPb12fXzxpO7p1JZ96w2FsY+Rys7IGYcTsvFZcMSgE0SSWxaDUKDqEigoLgLpfLHjcN1r+ebxdef7fKjVAcRe4dp5uvpfYpeFcYE7BrJLReUWNppxdNZ8kmL9PikbxBDujAOQHtwDGxf6CdkH5jfibaPiTaHfXVcrQ0HEoWn1/UC5N1wAqejQlm65lBFsHzxn6i/gQfUmV/wFcnxNXLB2mbZL/mHnbbRJkARZzWVfHgQdp/xYYpNI+oSQOQZmfDC3mikK/n5gQWiFfEA7e7CP/zOML9DXk1oO9Xiiu9mR48+lVlkfqD1YFBdDfxUdOP2r7eqhPa91rxmuHk8n3i59SIO6mINZBqZC6C+gnsd0iqLZo/vfnFrmweuLFqErAixGsh3wN9ENepo7APSqmt67WxQAYnd/v1xZ45l+P1cc+IA92IDBqQVZwLI60nRVpxnaxPzJyL+RSI+yZutwm5fbV6dft6s71pUF6DuoF3KecCJJ8fb0D42pWd7yLEVce7e1ZHc40fR56Lze8hFIl0WVhjFiDPFl/fgvuA2+5NJry1dpShwvxpnr8uQ6PNxiasLulMIfh4eFaa+gBMC80w2ullGdt1uZ3HqtnGcJzqTliWUOQHcU08Op42Kuz5yG0XGVIM1kjpz5d+HZSXSeVkeGRwMxSZg5sjR44cD4nZtC0+4aOb7WuOHDlynMeYPWbz2LlGcIdW8lElrg+/UnjEA+6ueHRcliGkNuL4Yn9qDdiVaadgWqAgt+BD9mxIqWlAe4AQYCU3GXUI7o0qIQVPNEntYL9MXLyj6ZHheW1iPV4bfg+QAhyHV1dqkyoo5531HcNTvjPukOFbZUKI7q/vG2SQOV9QHwDCpivywGyjZ5HobAz5moBri/dUCJwQMqygvb2rjsFmeMyp2gNsP1lYHCt0VMliPwFX2Ida7XIlLtrnrGBVgIFX6g4VmK1mVqCftvXW0aoMISjtSd3l7lHRDVOFiMOFan9wb5U3JucCtQvm6wIhAoc7sgmGCD5QykVl0WQeI1rR3JVy9wKfTcZF8eJzTfH+14qimZfh3KPjB8i647BxKJ8a/D0xuOipsgTV3orSE4caKCxQefA2VQCfUKrj6bFRCpiOpmbcX12mjMt2f2dpf9ODqcnUAMllgwMgrh7RZW4u+t/zdXfxaYe4vZxh8eoh+C4rGAwqK6BrOrCzGJ2OwiwGeJKcAdP6Bsx9IlixWItd9Fk3lm83t40KA/iOzCNHdmOynhhUFpkLg+7PW3PPvTF+w1xDnj+O23Td7zZ3jWIN7hE2xcFYQ9ZM5z+yKFY7Y4xLeQbgO9xOnd/kmaWZK1cbwd/rIbfBI1drGGSOVVWbHeNJEWKXEYtqIXRujX4nEC9/SH1FM7Gu/qJngzv0mwJTU7BvP4fosPboZ9H102Rcbeexl27XxVlLcz0rvOCZ4W47rknpWcHLZxGP2Bv/+P7v1S4wshzYNA/8pAsjI7g5cuTIkSNHjhw5LlScawTXxy4tvSF9RIP0lY/GyTWrNvC3XEWlfMF8z6+WDD/M8Xw974V5Pbosgf6gW+Gy3iisekejdKlnE1tVv4mn1k8ZrcyzkSBwI6mYnnYIBDQzgRjpqg5yo8RjA/L7epWqflfjlWnnK6NkabmJ95dJB/dec8/wwRjBVU08V5WpSGRwLZXbCoScUFndraASqn4gaBoQQ8MDdNwsj+zyNn71r/sgRYweiojmo2KebQnln0BCsVo2mqSehwUxCuH/cjUwtgE/V9UOHBeZkTCgIJ4Xyjqr2BZo30l10rOWBXKLV8/dYntTIJWz5SzUQ+Z7A30CBBiV7ar6QOoEyIR4tCBCzTft27axFR1JIEXg1gXo6y61i6ExEmrmCjLmLSp5rlE0V4ast9bVe29zX7enhr8JZYnFeNFTYdlfpet6bZlUGa6MrxhUcRMvFS+Z6nzwPjEOdtVGeNUDDrbZ5YjQWe0TORbGHh8bCCvqEtSue92fu1RJBciwjA0oVzBPeTabmWNCyxmqFDyPQHMW9rg4F3BdN3Ftnfr6eHlstKuRATqsOlWGgyoh9a+1r5l+BKLL4x3twLnpnCBjg8ecVuYLv1bRbZpioXML5RxVloCMMpejuLnb86o5vE58VDfj5wuvUmDuFTeneEUEo8Paec+a4/haGzNfOO1yozEvc7UinnLP9myOBzi4yu+Fig1np2XuASquHHVk78qqP9dhHttRd4DnoWYIZT9GB9fx1xUd9/Ma/RvXHOekzxIZ16bt0JtHNoz2N6hTHkRGcHPkyJEjR44cOXJcqMg/cHPkyJHjITFfFMV7P1htX3PkyJHjXM9jy+KxiAtBUfAyFEZOxEHeHt7eZf/nX3cZPUSSOEP2wJqd4BQCqA6lS2vDCo9oB/pv1COBuC9FI2y2MJ6KtNJeSvcdzFJK64lRKijjgpTROA2Hs/rMSEFBgmjb9GVrhM/RryobNepLzbxUpxTma6PXTPHF/SIVlHHRCqwnUWSmtq+bWO22fYyMHjypP7IH9HaRmvoNig+8MH3veEGRhEpKOWpFeOwBKg2fi8q3OEF0/r6nG+j5B+li0EFAVYgKnVCkpDQD1JoJ3YLT5Sh0Ao2ld/4UWvwIYX5KRSFQ/AaJM5wvihhPyq7ADYUzoCYcl8e24JHaqfQVZxsaxXxRFj/zv0vZtu1RQCIR/14qjU/fywSpo7At4ks7itOwHCjsUfthV3jC6U+MZRQVQbYPRWaYRzaxX++bAtQXi2TW8kzRmUE8UaTP3l282xgIgAIR0Q5wf/sCUU4fD5k+RDJBftvB+5SMcZTWga/S0EMBFea+1WhlCsoMLcZRJvbbfSOPeFB3JhtqMw7JQCcpt4nT6tS83i5vmyJblsWDdB7k9kDNQYHnrJr15nnc52pRDFkvplm5AlTQZEw/ilU07mtcOy2udJQaE6VL8weUgt7zl4vr3DPZXwMjO4Z9u7l2Fz1Cx6XsR2lhwX419e7oLEyx82YyO82eKHR7zCXcTb64zBeZFX3qxXxRb+exWqiGnmopnWDe0/FGQwDXGvezl6yMCpSHivuivvDnzfdbVLQ7FBnBzZEjR46HRF23xdVL7fY1R44cOc5j1I/ZPHYhENxHkf7auZocsonbscoaXInRuIlEp40k0g7haiXYCzoL1EG+aFaVKlMjCOzhrCtCuLyXzBWuT5PN49U6oQrXqlTIsN2+PLToqxwKtq6jRTdMgAyoJJDI3aC4B8gM9xH6AQYAZ1KFgEIIFi9XS9xV0ysy61n+7UDPIzkwI//CCIwgeYpGC6JlrAlVb9rJBgVmC2rRC0MKFBZgxR2swnUl7WRR+PyNhSwXJNJq2X8PKFVk2qBFUGtrhgCDD75nYLupKL9cO/QHisW4L9Cfl5pLprjJIMLumgIR4HPyCBOK1oD236tTYeImHoySAcGD8oFBboE4RKiNL8iK7HcPp2XxmZ+yLn7gR0bF/aNSEThzDwMBq2L5oEi+cKiwj681ELFyZecERjJw/521Z+Y+BKI7X817Jgar/ZW5FkD/WOoH11XR/UU69o3RjQ6xr/ZM299fvN8UnUW2qUfFkXnVYrigCNLPy1GBkkfREFyIpmY0bhuVbGJrWdlktDcy6DbsrHk+1nkIhWmCbKI/2b4d1tnj1djca3z/TJqJ7SvJSqD4d7Xs+uh6keb1B1Ua7/fKeyabwAVP1+prxlwCkoxH66NewSQKyFSSURBsfkxhnqzOKlOcGyJzeDQDicQc7oqq+Zh6XWQeYoTZzwm4JyKzBX8sXzhmMrMDGV4tuqMO0GxT5QqGuZ0eQ/TnzRa0QbbBZxP5Gmkhlow7n4GquA/kMJjHfvAnR8X9Y2Sk3O8jNKN2SPW6PyfhGYd+U8MNujeRpVNrZJm39HzNMCltNgyPh7Y/Nh8lMoKbI0eOHDly5MiR40LF+UZwhwBWXskoqPtwzotHDLydYCgnMvC3aY5brXlupkH9wPlxwuUsLQVEQNFdQRpntXAVJx0a8Mw4ceU+svnI7esTp08YfuQmTmYJCbs9TogLTvP68nqPk6cWm1iNSbuA/gIxi2w4j+tjg4IApWXUSFfggmCx1JJH+7ykS8ihxOoacl5yLXYhRbuExbGS9MhttD+1stxB7uxZQ6o1bB/ZGLIqNba2zgxAvwPeqvD4WDjei5DDLIFF3U/HpwZxwnkDIeOxjBU/VtoQs2fEHgEeNrIFkQA63vOc2/uVIFCjhEAZtGt9ZtBJIK6MVKCvlO8MC0++L4Gob6TB2nK7bVNs7Hr7vEXPy1VpnkAIXse3s/CMjEPQBs0oOH45nx/O96w5sxxsEmnH2MW4mbfzECHexKuTZOt6qUwo/LUmoYCXz1JmaBNPT55O743Se5eLy+baRnPCG8Ub5vVOcWcQxdJ2u892WfXilRFc/Fvti3U6aY0Jznbf49JkqNBuZJ+i+x3Txuni1PKNJXO1/aw5NWjn1faqed3EYXtoOMyYW4G4svTX3iqh51ebq+Y7kEIDN5fjSnnF2GMfNUcGkWVZPeWGj/p208onRl9gXpZxZO4NuRcwzwMNjLilOq0PSGZyH/SeARIRuu8lyqKIsoH+XHpZQrpX/bF1bsF8LM9LNUbgMR08JrzMacSVxbzAclvyZQ22AN/8tzmfzSmF1uCEEqc3Ciurx/UVyGTL9zVTSNcTcx3OWTO74HnTOeEYOBeVWWPr5UBObSgygpsjR44cOXLkyJHjQsW5RnAHubIBpwPh0bSIU+O5vB4527XfcHXoEZcIGcT3B9oQVdOr7e54YrguQFA28bbV27avL7ap+vnJ+smeVe8r41cMb1F5ObLiZdF9rJyBBOJ1uV4OVlp61AP9yRbAUFbAyn61ttaLjAxoVb6rpjQIu+d6uRUwI8NqS4nVuxPwlj/Mqt0LcPP18aoBikQEFcO68nXHVhSNfS7cfiIUUZUWXFU6UFnmLwGxAYcb31UUUDh//J5yE4XbqzbHdJ20gh3GGcF5gyuqyKooY2AMK6+MUI/1aG3GE/jgsCDdvieK9NgvEAWPGvD54jqFJiBqzVwWi8Xmb7dBFfC7C8tPw31qbJIrd0w5XSAWhv8tgWuHMcxGCIqOiMoF+kj5jLQ/KEtAeQH9CsSe+wGI4ytFmiMO64Qu3mg7Du7ldZpvbhTpvWujawaV5fsICgvgw4IrfFwc9+225TzB9/fV74zO4jMgt9i/orWkIqDWtyuxwm0v9Z8FYvoAJYM7ZTqXV4tXzTjz32OjB7xCpYRtcZVXLe2+vOrmbCCrUMOB+Q3uH3B0GRm90dww8zGuP99HUFxAn+Ba4pqY5ybmn7FF9RjlxvDDONJ7RcwhIit6nZdliKkpSsBb1flCp/L+8zdSWPDhefcepY2MD/wzW7O5dB9pVrCKOeKmDeCxInPjai98O3zoZ1EpEboJfYA2t9Snkp3aTHWbeawRBNebVJisHOZKOR1+dmB+VSWSyh2Hjo0Mnp5eY5/nmi1gHjf2J7+H+DfILgT+Qv3AzZEjR44PRTw4Lov/8AMjQxXKkSNHjvM4jxUdQ/FCR6Yo5MiRI0eOHDly5LhQcaEoCl4kfydJO5Ay2ZUiGNo2SnMgQrH+geIITU0jZdM1ECfSHRupxHFt0kYwX0AqbhNX2pSOeqJ6wqQW2UDhyjJt0562JoWJ1C3LMCFlBxkqUBPwCoF0PgcvqYa/uVgCBWea1hWqAsslIVWJ1Ak+U+MDJqtL+1R42ps4mEx1aVLIPXFtNjQQ8rtSFUQSyBRfDIwJLbBgX21HN1BKBdJ9TPhXNRhXBEkpZVwzpGrxN/oIBUWb2CutvBNSdygGA42AJcSQ+kSRAVJK+6skbm+OWVqaxGnZpXUhGaZGLHL+SL9yQQP6HsWJ+AxpYu5nnCfGives5/BpbS3QI3kdfP/wsC0+9RPXxY/+ZF0cnZRdUSAXmFTuOkMOUMYyy2/puMalcylRvqaj1cik6abltFcMBpqJL/ZA33GhF+4xpM5XKyt9NV9SylCOMV1OTVHYq1VK1W/i+joVo75QvpD6anVoZKnYxADjBtSE14vXt6/7xX5PZpALYXl8Yqzw577o8bA4NCYUbLyAFP316rqhxRyuD3vzx/0mFXa9fy9Jn90r7pn7gMcPjgkpxieXiQ52uurG/c3ipp0jxDinWXYTkhZnSrtQ4KfUkro/14AWtLfeswVHNO5n5cy8h755pU70k0ndUR/aSdpoOVkOF/85g4EepYCKnnSOxZitHfWLCjuHaISG2uWpZu6RGhWFDUVEffC0JU3l0z2sJgSQLMM4L3dLgvL++N4If0N4cxzaBPOKFs/JsbzEKD9HMI/9+P+abOcxvW9krKWNC/N7Qql2VZ92gPkFVAX0H+9PqUZiLDNZT6zMKWgOLD0nFCGMa56TJ1U3Th8WGcHNkSNHjodNlFVRHOyl1xw5cuQ41/NYWTwWcb4R3EBA3aMfobzGjvflTWxkjrOzLR4hDPbtEUzer9pPgifupFHMtiK2DwR3NBLkdpyQ2yujrrAChg5Abi9VlwzCtYnrq4RkTM8SSvNamWxzXx+9bosQNihCIwU9aM7aIlIoFmOkAeemCCzQCpYSWVZGSB4EdC6S8JJaXvaFifIqneJW8iq/FYj5K/Lgis52jhsMNSoG8/aoiv62w/vdJSGnu8Uqto0tgfnfio6XDimmlTAktVRaqRoZ8X1GqdQ4AsgwUPTA5nPaTA3SuqyWPRRxWdr3gDboNSa0Bui4Cr7LPaYoLd1zMAxBeHtIlj7z5xIVZ3RC6+V2H5AJU+vNwEBGs0awkg6snxWFl/HoC9EY8QE6C8knFJdxJgDXFYYBQHtx/6BocxPzWq4DFH2kMA1tYXMAoO8w1XhjnRDc/13+757s1FPtU6mdy9TOg1V6vTfpMkBXqisGPbxW2II0HiNAc4HUejtWLqYFAoy+wd9AVXk/2ObG+IZp57V1Z37zRpvO83R9aq+LrHC4wA3t1LkB8o1S+KdFNps+Kp8yhW3IfPB8hAzKXrtn5g8UnwFF5+zaUWvvZYwD3NMc6BtcLyDvyM4ZKUcxv8AYXp9R8edcxv5ioGCWZfFwX8v+VHZM9rcre6r74Sym3Fv+N0CUsdEskbMB9xJXjND6c/GZYLONzE+KNlJDVe7TZWb9q5zEcLjMHv9b7bmdvFcTyJBu99OmeWHdlPpbiZ+zOC/M+TrWTc21zaJqArIJ+l/aqWYx6G9sQ49DXCMvc6lFzi7z+7DIeESOHDly5MiRI0eOCxXnGsHt8VQVbAlWg+6tcMU4gNw+jJtrdsGCya4dg/a+dCwgj0AKVC5jQrzNPZEJmiUk4mqZOF8fOU5mDu+o36HbPlc8Z4TEx/V4EGkG0gCUC/Id99YdAgMBeaDGQAzqRd3j3mA/4OUCKQKaxEYPigYAWIaLnyC5RhgayKVDZw3nCCL+QNgc6ml42tLX4AhFyKg3k1C0uO0fW1fOeEv+rCto4xS91ajKxLG9Ih+XztdzZg0y4cauF0Rni1GVroE0nXxH7W2JB4uVun4m+1WzALElZQRQeWuCcMBOlDm9eFWEZORQz/ShaS9QFkVemabs+dhO5oc53R7BUd4zy0Upry39v1L+613jXVI+QSbIX2cghNiGJcD2y31zfwLJMxkQ2R/mD1wDvQfpXkG/gXurhiSyLdA7RufAx4Z5w93RXd0EGZ57yzRPvH39dnPfM8dO0U1BtoDgPlU81ctuYKxBQgzfAXL7YpGkD1n6S7NEgZ4SkFaYIcAw5Mlx4sqeNOlvRkTvFuk877X3BusqcK2Q8Tip035OJwkRvdJ0GTVch+lqOij4j2Pg3gBnEffj3brr+/eX7zf3xhOLhIwfVDJGWNVLpCGB2j21fsqg56+vU8aO5cZwzHpa92o3qlNrVgJzDL0PuiRhJ6ElmQqcL+5ztk/2xjNRrQG+NzS/m1BQMbZDN99xj/pdcmTeKl3/pmeBGhfhHnN2wQ8zMPC/cRilVR5vZduB+bZiPhWyipv5pSy380VVlh3iSptq9hOZzKr/nNFnB8xxXF2Myn0FUpKQq5utEqK716RMBY91jH0YreBeHTIMGoqM4ObIkSPHQ+L4tCh+6F3V9jVHjhw5zvU8dlY8FnGuEVyPsIZcWbd689syT+VR1A663br9BRxc2pHZ/y4EVwW1haNUTmSVOaMV0aw2XNxrbUJBni6fNtXCzDtTDhVVgfptXi/TCv6kEr5d+Uavj1Dhi5XabDyzqzxCyNTYYWwr+2ERy2YL66VUdq8Wof2hMVcQbpAaCgC1Y7QXNoqeBx1cd48E6rVkhLhxKGrrlBeY7yTfZ94Qf4fP29tI6rkEFpY9fplDOPjfOH9tFy4LnRIQZeWGuypoPidcX287C+F65uvqil22wSocr3wN/fl67lvqAnct25gvF/WnN2CJ0O6he5mv1WLVFq/f7tAZHUeRfTf6WCnT/TnBW1ECwMI1YWtd3FOwcFW0ltB4rWJ24wboIrikjOyg/3DvqS0ro8s4B8wfwtWDTfImXhslzv6tJiG5bzRp3ri6vGqMJDiAuL5QvNBDrBHgmvrrAv7us8Wzuu31ItURIIA0c/2An9/BNX/P+D22DmKjdtAmtYOX2pcMarpLLQeIMxDRK3VCbmejTu3h0vySOReYlIAXy1bs4M+qZa/wy18bp/7exAerD5rnBqx7b6xuGMUNNo7wqLEadIjqBfcf5nDMZdWUUDyZ17Vb5VBRTYSOSww1p07A+tK9+TfIzOp9DWRU7idvhsP3vKLGLlNjkFOXxfXHM9mdAXyQ53fMF8rHl+vkrePN+doDm37SLOD2j7htiqqW/d82mMdSIrftZfH4Hsf480i1icb+LojUITQ7Ja+Yq/AdoLYmm6wOI/Z989kjREZwc+TIkeMhMZ20xce8vdm+5siRI8d5jOljNo+dawRX0U5XHRlVyOuqBsiOe9983yHB0ardr950lbMD9VXtVKA2tKmupAS51SuDhQwNSI/yKjdJXsajboXjqxA9z3ITt9pbRqf05frl7evxKKEL7ZTOXxZb+9W+0aQDygStxk1M66nhXSnaBU4lcXChBwk1guVK0D4Cf8D/0lUirmE7jBj0VsWOS8v/1opSrPRpJe637VXPM43LIQ+43t760Lznvuv5ttF+Q2p4ZfUEgQapJS6hslrhC2QZfE3ZMffn0Lmgz5gjhbGL/WPs8X2k6LZDxj06ze+Z9tB3I76lR1gju23l/Tn+ntmfbDIZt8VHv9gUr9+uivmCFB0Y0ZF7QMeG0y3meaXH78eLIFGG/ywXFWiaVuUz8ORtOmWH4M4yJw6V7D77oH8TzxJ8eaCbi/HC6Bhv4rUmIYo/2/6s0W0FwgodX9ZVhZ4s0BggsGyBi+sD7VgE0F7ueyDCmiWSbRjtAT8X26A/bxe3t6/H4+Meugv0FPsBj5cRZ80ayLjBd4HOPrN+pjsnQeBU01bQsquLLuuGdmEeAjcYdttnky5bom2WLr67TkjzteU1Y6PLc4Eq6Ai/GpbC18oOwX2tTdf0bC3HWgX35czN1biXV31kVDNqA1rj0TzXQ3BpLh/KzPnq+/T1+MfcLmUE/91dtr6+LWb+8Fki90zhbaN5rKcCxMeXegWvvKTZr1X/OJNxsZ3HXru7Lk7mpfYXnhfRvKj26ZT99feQ51JzO329AsZx72+e62T+A0LPGuo8Nz4sMoKbI0eOHDly5MiR40JF/oGbI0eOHDly5MiR40LFuaYoIFiWY0g+pycOHBTo7LLd5c+jbXYZRng7Up9SYPmuclRay1vJsDGVAsdC0QGE1G/vpVTb0+NUbLaJ5XJphNqRguG0wIM6yTe9NEoFFbdHaT/riRShjLvUxOVxkui5Ud4wguKaPqZu8OkKTReW/XNSa15Y9EG8mlI6IKV76SuVYgksVsO0syPMe/venhD1jlRTVJCmY6GJrVuNYDbSN/7YOCyntNx4iuSn/HWAyYLSEIj8j7SUSoiBfhClyso4bYhUdSTqjmN7aRzfX75P0onQsUGdgPUn7p/gnDyFRIszUNTCxYAYG74gjcaRSa9tvB7attg03Rcbmn5rBuYTprE4SSE1EpBjGzkgaQPSgUa0fUAgHUYaoJKwRbPKhEHMH3STVd2j30BKTO2SpQ2QkWIqEySrYDKBNjzRdHa5sL4FRQUFrs8Uz/Ssdf9X8b9MyvVB8cBK0xHNClQCyI1NpeIJtrw8/4Be8Hqbimp/rvy5nk0w9ofzRSCdzwVp2ifSHjVbEOOc0SnJpEkhLF5BF0BhGu8Hhin4G8Ys90ddgR/maFCEbo4TnePKJJ33k6skgcb9hnGp7ZWin+ttV6gHG2PIQmIccHpYi0YxXOaWooBCUmMIg/lM7m9Np3NW31MTIoqPN26q4nmZv+8tdSMznaH9hzQob9wUyI55K+HenNU+mr1w+PtiHUt2hXNTi0mp2rallP9Fhe94zkbFxkPh6WP8fFUag5wsCpMxnk3hu4NctX1c4PYm6MMZwc2RI0eOh8RyVRQvv15uX3PkyJHjPMbyMZvHzjWCC8Rpl1yYF8N/FOS1J7vhigg4fJHaroK0nu0uKX6ohaFIuajkihg8NBNCVQSxRAEIENij2VEP2ThdJIRtb71n5JzOxh2Ci1X/69OEaNyfCsoySfu/PulW9pfqS0a8/OpaiiPqfn/eLm8bZASv9bruyXphpasmEBCOpjUYVqogvS9aZxLAfY/ucivnqEBLDSSczJOxRYT8lqxmYZ+qci8ROql1P6W1S42KgzxaEUiyeDTgoZaMASoQWssKkd/b+5rvyXlipc7C7D60SK+vtdMLFD+pXBiKoYI+0vtQ5InCjMsAAhBJAuGY3gKZ+wjbH580xY/+VFGUWzS57aG/XoievxsVoKrNNDJMENSXOY2tdSFsDqQN+8MYZLRUz0EQV7WRpUwA7hst8kRh4nppC10ps4JsEfoTJjBcMAVrb1jMoshsVncyWUbmiMYKZLJYbg6FY0Bh8RlQz9eL13vI6kFxYAwkuMgMqC7O4UGb5s3r5fUeigpk2X8HzwC2OkdRGZDh0TJdl/2TdE4HJ2K6QHPe3SYVg52sT6wFOhdGopBR0Mk7o9S+O3XXTpVrk8uLgjnYECMzmBrW/ZOPg1NhQ4pnqmdMkeLx+tiOM7p/ICGoUmJVf4zgOmuhsMwnQLtDWUBnuLOrwEtlAGFu0A5nybQ42WVU+Zz874JdvwH8cUw2C/OPHFPnlmZ4rjHhsnSRdb0i0r74uuxnfY9P2u08Vm2L1jfZqH7f4jxw7+hxKKsEUyTNVsh9wqi9noK0D2ZAQHC9ERCjuUCRVZaUJnZkiB4lMoKbI0eOHA+JsmyL/b12+5ojR44c5zHKx2weO9cIbo9XCQ5MtIJydna6Kgx4Lz1+TyAA71Eubw1q2lE6m0oRaId8FnNvFQkFN68uDcLLKJdKgI1XVsj7jGwPBaW539435hAn407W6f5++uzOJCEDy5Gs0qVJsM3jlff4JK2iLleXjRA62wNWs8rKRcnqrlpace5NrNdrgxjpCpdktPBvRVwhDSPXGAgUf+aNCXTVaEie8hKsZruDxyv5aFvPzepJ1bE0GKhRGJdA2gKk2X9HOVIRCtC6cRTwij13zNteevk9/qx3/0Tj3oEdRkzcWR1r/8I2OEAzlE8sfeWl70J+srfhZa60R2EB/vA20n+XD8visz6tKb7/R4vifgLsesYm/tge0YmQdrwHznlkAQxkHQYsQG7ZWhZICq4hkFtc47P6rNf3Oj6dCL3hiOOeAw9Y2gIUhqW96nFt2nW3TXPCs+POkAEBVBbID9qyS8QdiC74sRxAX2Hje1iIKQZhOEBa0TcYP0BjgQJzH4FPenV81bSX2wA7X0VyFxMzzxkar0xR0/XUyHqx7BoMLpCpwHXH/m+3CaXlawc+PeZYyHztjzoDif1236BiyIQBjYO82yaeaZ8xkpOvjl7tnTfQWPQV+Lp4XswnxJGWMYFxo+2WDjHPbHkuau2K3GPM8/TcUT+XMS+/l2XFePfGOSzhqRsXoawZP0N2ZbMi/j3/vbMugZ9jrk7ESK85iUD/XOR7G/PYD7yrLO4flV19BJtTjCxaHBk96DExxF2NE2c4MCaB4IKTi/uQJQzRHf4e5T42z+6HREZwc+TIkSNHjhw5clyoONcIrue1aBXhLmUEz8ksH47c7grP/zWrxdLxziqH1rI7pXBuy73SoJ+oIDeV3cKva2r7Cj7XfD3v8e2w6hlXY8O73cRrs7TavzdOagyL9cIIyp+d9tEfoBKnewl5OK1OjbXwtu0uDTJap+F21CQkoll0y1GgHYrKY8FKaCdWmd6IQavLWU3D0z9lW2+sYPhNQJEhNk18Ih0vQ0oLAX3Ki5pHw2lI1NxX9vMxfUYhQhG9uoNa4FLFqp63451FRg9qtyjbaEV2gAx71RBvn2v4qvKWVzkIbTm9wsAuK9wAnRm0BHVce2PAItu38r+yrLb9Fl4fp4TwpuYauU7gozEComivs9WElSa3Q1FtZH6gfkAIi6qQeF5flDVApbbjmvO90UwbY8k7X0nVf5Xu86O2g7xh6ODRLyA2XD8AtBS8WuVxApUmvi4UFl4pXjHfYQtfHAM2tDCbUEtxFt2X890/2zeI83ic5sRLzaUe6jdbJt7ueJm2mTUzM6/wHLiSKh8YMdyrUls2cVwfm3MC+r4cO9WC1Ck28yXD6m6ZkOE36oQGb+LyOqHbo5F97INvjNqITTzdJiWewyoh4QfVQY//C+R+vpwbVQ5kAB9Uqf2crcOzynM4jVoFxh+mNZQGENIXKYkM8WD93OeVSyKr894cG8wNmLO8MVRk6KLHHpiXh2LIICJSlVF1ooAvXNLvlO5/3RzPvFaf0VHOP/1c9M8O3JuTdtI7NpBbzTJAVUH6gOcm3Eta6yF9zNs8yu8yREZwc+TIkSNHjhw5clyoONcILsKvikJepFMwiLTwfIW4R3h22fD2uDKE3IKXWo7l+7JYGk1pRXRJVor7lbW3hXoCHxr/FnoVeE13l2nVfqtJ1ru8MlNek9j7vX+UNCs38XKZrHlPV6dmBTdpJmZVxigIVudAA1Qrl5ZMNwqp5JUThhavgmu0KlWOH6rHI2QUi3Zn0Yv+NdfSoVJePcCsiBUQtFqNPT4Wr8R9hXygh6oIps8sNMNop98/h66K8dGOhWyvEtlXDkcVwY6LHLYBfdzusK52CAz2BxUA3t5fS1WroOuliD3uLQVT+u3zbe9x4LjdCqzaPuJjM9dvu91mkzbm+/tq5l0qCp6Dp/bbzqqS3/PImUGOStfn6Ct5n5F7j9BjfCq3mdBZoMRACIFGjtcd4oP5B0jg2ejMIKysEIDrDNtYILb+HPm9q0Xiv0aanQi1tRWOKPqIkUG8BwQXnFag5bwt1AegKHHQJARzbyk8XUPhb8MsBK4Po/FALu+t7lmbW078Cfo+qkcmiwcEk5FMcHkxr+t5C5KPuX3b9lFq+9PV06Zflbc96njV01Xa79X2qjk3RnnBsYZqBsbwfDTvqeQo71KsnqHLDESXOZbgPWviy43lh1nY9tRS/Jzt1Jb4ma2KLU45IMwIOeQ0su5VFSfMd5gLIgQ6EGjozWO0vecb+0xPUQWKU5jHNpuWdO/zPOb6UvXn6f7w2Tm8gn9tnu2udka5vcEDzNcHYBMeH1B0eWx+4ObIkSPHL2VsCjL+zffVIRUlR44cOc7TPFYSlfAiR6Yo5MiRI0eOHDly5LhQca4RXE1neokQi+Obz1B0AeifoW+lMbiikEi6p9u9lctgIXOVBRP5HFAT6qlQFw5pfSE1C7DoVQmQaWlsNHm/viDlzjIVALx7/W7d9laV6Ap70z1TFPbGpCs+gFEE6AFIkakkDqgFG1ZEuW8oCfPx3KTTYOHLfTNbpdTlg3U6zt3V3V7xBQjzmuqAbSYX/MB2FdQBpF9J/BqBvsG19NJqnOLy6fIone/PSYusHNk+fG9HOh/keS308tbClLZSCbYmTn9Fx+hRMyIpGhlPu0xQPDXBGygYO8fSprbQ92oBSe1AIWOPOsTSZzIecU21wEtSt5GVpF73IpYC47Z7STkvK7SJ/b2m+OR3tsW7/mdVHJ+WoTyaP381c8BBebfuMvjxZNKckmLVgg5XsMLH8OlKUB0iK2nQDrANCqDKZf/Yui2se0UiShpvzs/fIzyGUYh2q7hlzBEQPB+jqAXSX1zk4v8GHQLfBw0Bhg+mj6TzQY9AWt8Umcm/Z9OZKeSsl2n/98quKGxezw3dAH2E1D3TQ5DCBbVLaVY0OGZlOuZxe2yeKeVp2TfIkXtgsp4YCTkU/bKIPqyJL7VioDG9YowpuAAX4wcFczAKYtoWxrefq0BxYToDxgSuWT2SYqLamkXwsdul5qd7faRGQJAVhISVK9LlbXRO2QFeRnKfZj4JUvlapCrzM8+jaldfOqlIZ/Ri2kfRKxoO9Gt7bcZ92FJb5f4/2G/TPPaeNI+pbOYOCTadb1gmzLXHP+t4f0o7cFSFyOzC0zy0qDUoRHuUyAhujhw5cjwkNtLVVy+329ccOXLkOI9RP2bz2LlGcDXAvw4Kx7yMl0f/jMizrLZ6RUKRFayEFpA5EwcuUIBgN5Dbcl8OnhRY0mczW9gGVFJXZ3SlfGEKkNAHqwc9O8XbkyQKPjocGfvddtr2ikSw+kcBCArcGD2GFAxQi1lrLS2vrDu7x/3lvmkf9qureUGMjHQY7Ck9GZ/6Gn2DQgoQ2k1RlJPz2kVa59Xm0PX2xg49K0cyuNBDoUDBFVIxUtRDF9z7prAC51m6QogIjXZFCdHKX4vfhqTKgqoHlWJzZhMGTUThgvQ9pOnYyhbGBig8w35xTDYXUVtkZGoc4hyhKoo8OjSW/+4h1k7uh89r2ze0uZcC48B10n6ogv3ivTIucGRbTEX3XdESIxm453Gd0dd6bWl/fhoDMuOzHnydcM/peKU51stsAaVDkem0FQ1Eku/Cd4C8Yv7QzA2jX9JgbPO24m090wHY9mK/2JYD+/PzPPqT94dz0H6TKeJkcmKMc9gE4WhNDiDUZ4xO4nrfH8v3ZQqcVl17MRfsNYIAzx0S3k3vKk1WT9I5TaYTY+gDO+JN3KsT6vxqm9o7babmOnHxGtBt9AkKe7hgEIYTkIHSe0LAtgfz7thqAiGylehXtahnUwJkZiRLAFlNI8mHgirI10XPAIlexgO7cfeePwZ/Rw0Rdsy10fyh89BAhsX8VtkBLfsMD7c/LGJ125ZabNyk85ciM38u5hxd0XFUjOclHHE9GHHF81+LyyRbq8dh8wqHbGvf0hy6yy7ZR0Zwc+TIkSNHjhw5clyoONcIrl9teb6LCQWeLF/XyLP41V85jNYoH1QQW5UAY44feDdioVvOhMdzIGjvISEwk6VBSxWlxbmwgyWkgLAKBqdF3seKmhFbcHknE+G8cYqisqNBRf1lBWh4cYIMAFWCGPnl5nLPjhU2wZB9AcoEjhrL5xiEKeD/GHTXCfN7AfhoBdiTjyIZEy9RpdxBA3o5zuUOHpe3UPTC24bbCuMBRyP2tq/mva5RvbaoRJHjZSmSTUhxJIo+GI5XihU1+pmvO84XCCNQQCBGjNyCg6lIoXA0+V5UfiUQS3febN3Ys0V2q/3IGhMcRy/vZa7l5nyrdnsNNh9Hxi6KSOAtlyWKkFw/h+l+ybzDZzU8j4+PpWiscBv12MTbVBMIkWhSVNbJ+HBfQI5KbbbBj9wElK5knvPIFkwSOLxZAzizQHgZjfVWqE8UT/RsfWGzC26vjkH6LrYHn1S5s3ICvD8guPqevBwXCcG8XXR2uWj72SSdy2g2MgYImAdZzgt9j/l0Muq4yMtFas/ls8tGsksRVporIOW4mCxC4wxIt/F4ubuXaiCurpIE2LWV8JRpOGGuvjW6NShBeXue+uB0fWrGwXphDT+2fbM+sxaskgmsVpWpPUnN2CHpOGC84610+b7qoYEOyWX5K1z3wfoGzqj5/elu+yhvrxYoQCF3Gdbsyhjp88vblBcGojXz2Kaftv8Fz1ntC6mZiGo8eiiv4yPz3KTvObRdkWG2CfYZV9Q2yfPBnOcjREZwc+TIkeMhcXJWFD/+P6vta44cOXKcxzh5zOaxc43g+vDC5dt4BHAK4QWldeUB5QXmg4pxApDbamKFodMXC7uqFG4RVvGKshBPEdsoMiyoL69wsZrxygOs4KDnBG4SVv/SNUDK+By8XehkkdCBw7IjCwPROJudWRtEQX2wUmcOlSK2ggqg2njedCv8rsGFqexmJAsInnKtUUkr15u5x4pkOf6iF6Tm6CGuZOuqC26/eASNKKrkHzAK2cUh2mVD6BUBfPU/t90fS40JIrMBtxqPwisCeIFwRj21DV6phE4b5iHgcGMb5VeT0YEiih6xDdrr0Qa1fgSHzXhtFhZRCLh0miVYtsXLr6bPKjafCBRbfCVwZN6hCgAO7e0hGNxmoFWYjwJrap37nEg+ox6qCCB9A74c1w9oNNagAMdBdf32rbkcY78N0dm7VUL/Ig6uH5d3is4KFsgq9rMvzjaXRHIG3NEiuB7gjjIX9/IyIaL3msRFvdIkZPlkfNIbO5jnkGHA/mHvyzbBOJerVUJExwdjw6FV85rN/qq0v4PxgUHTr5bpu9vzW10ydrs4Nmx9oYJglAxkLry9um2OeTbv2olxeTo5NYjz6empuRcZdT4uE2L92jrZub+2SK/bz06PjTU85nm15Q3sWqGwoLbrws+MOOI+s2SUQNx9ovMdsh2BWky0H/5uNC793zxGhlDenWY67ph87FAhwdt0BwovQ8Y/Lfcp5s5lleYx0cFVy2yqj9C5qHy48hBC52uli1OmkBVXIu5tlCltB4wuHvKM9JER3Bw5cuR4SIxHbfHic832NUeOHDnOY4wfs3nsfCO4+LHvK+4jnozjv+3SEEVg1eSreSOOiCK5025/0JP0bVBNPeb6yQpcq8lFwWA8HvfQROwXKgSqBYgVl1Smmgp0+b4imtQfiuiIbiGQh8vrhHg8WT7ZWxUClYHd5RuF6OpSdwJ5e7lIdpG3VrcsGsQLO6BT4KYJR5ORPM9xxHljf7wKRX+qzSD0ZuW6o1/4vd5K2lAc3UrSo58UHj3VqnriqQ7xvj1/N8oIePUDd3Bz/rot9sO7AxLsLSyDSmTPJYtsKf05eA4X65bi30DYlPcNzVy6PrCbVlQfnFEZKxw9u24kLgKNSo9y6j0RIAp7B0XxiR/bFveOimJ5RHOCoFWR3a5q/Ur7Wa1DudBtPJdF54R7WMcRnT6OrRkVzG/OzpqPoXMOOLlAWqI6AslYgWeJyvbt+a3E1nYhaPdkbXiqN+ubui04+whwMu8Wd031/vaz9cJkuvy2zO3FOIJmLsYl6+zCdnbcjo3qwWmZEMzj0fEgSgQkD6gy1w8cihzOC6sXjLYzDj066MZyc5z6+HCdvnN9fX37eqnsUFmo4VxrEzf2ZnPToLxX2iu963NncccgpMfrdC6XF5e7/YqiAuoy7o6Fizu62rfSFm4sOLyKCLdnfWUEuU7oMmTSTP2EDFavy9xlSIz3sZ1zJau5K3OmKkaS3TQZEDef+bqMUJ3BZeS85r7Z1qku8TYPQxsjq+9H/Q3S+92D5yKya0V/35jH7v94Wdw/Lnc+S3w9h9lGk0rud8VA/4Vc6iD72XueBPPiI9WMSGQEN0eOHDly5MiRI8eFivwDN0eOHDly5MiRI8eFivNNURhAqkOJEAfnd8LHw2leTctBliuQs+AUpRy8C2TMHY1B5b043SEyPpDz8mnD0aK7VEjD4BUpQkjZcFobAuBIPyGNz3acKJBDeyDMflCmQoiDdSfdg2w+igbu1Ck1dre+2xNLX45Tquq19jVTgLZcL/v0A6ShkKmS5rGYPWgGXnw7lIRCthnbNHabKIXiU2OcCkEKppfGD8YgxgmOoemlICXm24tUvU+jmf074wi7G3Sc3TaSg/GFDkM2lea8Uazn02Bcu4Xx6YrLmKKg47BxNr5yupwupQbHVB+ykByiCYTpyGrAztfU4WEbl/JDv0bSX37MuTQqf79XUOMMNEyb9aVPD8H+cI/0ZPL4vDEWpJgU1ws0Bi7s1K9BzQ40i+7WVcmwcmHpVaASfLD4oG4L61wtVpViLVAXYJvL6dlm2RhpKdCjni6e1m1BTQCNAefIRWYwU4Ds1vPl89vX++X9nkyYpySp4YHsnykKoEqAyjVej811h9QWFxNfOU3fubRO1IQnq44G9vQ6ndftdaJ4XKmuGLoAUxRAScD1Plmmdh5ViX4xLbvzR4HcveU982zBNYAJAxtIoBAPNAwUh273M7pn5judn+u+JCHaqSlsR5kzdBsURrv7k6dN0Fa8VW9U9BrdAxzmfbdJj5rG3wsMEEx7ucgVhaaw0IYEXlDcxeGlMLnIzPeLl9MreA4hMwhDAwDrj4vXHC0gkkTUa9vYY4OeYuiX3tIZUx0oV4Sz9ugQ7jluPnuEyAhujhw5cjwkNgXib9wpCylkz5EjR45zF6vHbB67EAhur7gsWLmorJesLhUFIXvCHhkdloFStMViw54MDXFrI8cjVr2eyK0rUyrUgEQPxNJV+F72a8wWBO0CEgHh8npc960hQeQWFATnMqqo4EeK1aajqUV7RXbMIG+yIkWhBlZfD0opYJh20M58lFDeB1X67GR9Yix2uQux+veyKiylpkibIA9+ZW7I51i6rd0K1iGkEQqngtTRqh3jSdAuLdRhFLFwCGs7jLx6C8ghK2ATfpwzsuEktLSdTgjdtMsVKEXFZh4dAPKi0lKMwMg5oS1Annh/vUI8IJCQVKJmouAM/Ybxj3HABZjeDlkltXbZYDp0hfsI6MPxaVn893d16EeEKg1KGO2wANY+dxKFxgwERSzO1tlklIIC26FMgBYgeltnnBLtV9E5QeAma0HwuN5E5lDMMR59YQtbjBcUfwGxvdfe640jRYyc9BCuaVTMg3EKxBVFsFyUiG0gfwh5L77fsQ2QNuyH94fQwrN6aVDZk+akVzAJSbLL48sm+wbUl+3O99o9M7difmaJNiBm2AYSYs+unzXnzLJq6GvYGyP7Bhk2LjJD4fFT9VPb1ztlJ+OGfyuaB2ROrOnNVO4KinBtMa4MiAq5Sli7Yn7ieRr7lumnJ5nISqGY8708WCCzOCTpGNm39+bh4N71NsFqEIXxFRVRm0a6fTZBptkZv+h903abYu44Pm3TPLY9fBvOY1okLL8DcL+ZfkLhq+sf9DVb9faK8JApk9til0GTSnfyMzPLhOXIkSPHL2a0Rb1d8D56eixHjhw53lrRPlbz2IVAcHWFB1SEV3pY4QEt9WdMf2OVoJIXgvbWI+ELBtwVL8sTIYNe6iM8FfBzgbiIvS3QVZa7mTUJEbvRpBX50+XTBvU9mXc82DvtHWMFDAkf3p9HiGbjmeGv7dUJSWAEF6t9oLvgcTGH7qwWbtdoEdqwMqfHGwgAFWGOEq92044Ks01k2ertVz13iP/tOb3Ms8N5KwqpQIFF1Qyi5Y7luZRD1pK88jccLS9ZQ8dE9KRqHMczQgl09V25tjAq61ByNd1waF206g75xOg/cOjkO0C7+F5R5FYQBfSNt+WNeGPR2Oi100mgRX1z6aApPuvTmuK//Ehd3D+KbZf1EgZIDh/P9InLLOjnxKOPkOVo/3wM5twNhpvDPPfRZJ2kfUB/Ieqf/nByYWLnC3k0Hken9anhssL6Vo8jc276Wvrifr1v5izwQZkzi7kK+4V1L3jAm3i1fHX7+tToKTOuniif6N2DmMdgwwuOMOY5ljPDsfEZkFz0C2cYMAeCp4waDvCXGf2C3Nil+pLlnUqWz6DxkqFcLdN3Z+uZvQYsMyacYVzv15uE5N5sb/bOCXJmsGK/NOrkzPaqPTPPq/xcR8zUQMZQ7aBhyiRjhYep3t/erpzpquDf496AEYNkrNhuWpFOPN+d8YqR6vK8Wj9dBrfTTqteh6b6+o5ofufwdRzmOeN+X6iZg5Ps4nO9fFikeexddh7jmhTcZ54nbLKrrWuDXFf/3DH9jjm42jGv6XBwz6sgG/AokTm4OXLkyJEjR44cOS5UnGsEV1FZiB3IKtaIAqOiE1w8+TuyyvN8GW+TZ3iB0nW6cpRjs92lR2mwuvRV4Onghd2fVDLD2hE820083STE9p3VO7evLzYvpm3maZtX2ld02/fV7zOrc6ADWOkzRxLHApcX6grMITtspJq2npgVG0TdbxVdxTBWgPg+RML9qtusdIHKCv+Xbf5UxLu0q05wjo2qQBVXhCrnmhFHIJfOstUg7lidOwRUkSe+ljj2KjZU4MDKt/uqVScwfFDH31JlB64wLWIVgUisW+2ggc7BZCJQRvDcNByzh2zT+WPlj2treN9QSWjjdjOi6aupPdpn7mGnduHRG1Px7I6N68/KHcoRlv9t/2wGuNJlvN+Q6+eyTr3rFlQNK8riEBC/b+4/nXOonZ7/2zMVYaAGKjEKRPXRePAoYbgCS1kge5wtWrbWBABIqDE0kVDUypm/YH9Xi87eFogt4pXiFTMHMS/37uSu2R+QYDaOwP6ACMPIJkJwoU4ATut+lRDn6XTaV5wQBylwcSPlDk2gyNwA9ZnJJJ33fDzvjXcgzuA7YxxdWyXVCj5PjK1L84TGvr99f9pH22XfwE/G2Jg0E8NX3sSsSs+N0XhkrrsfM8amHuNaQG7MDWyCAlS3h0QakRybSQutuF30+J2BQsKQoY/OvTQ3+BogNlPR83Zc0p59OxsuBXijZh4De25jJc+/Vxzn1R9387/Nfrf/ucxRVAfjDR/MNngB/9ejtfxvfN0d0vxec88e329DmcuhyAhujhw5cuTIkSNHjgsV+Qdujhw5cuTIkSNHjgsVo4vQeqUq1Da9HcWQnE6YHnTbRELHmm5H6oC+Axgf4t7aXhCzKRWgbXbpXVAh2Kv8HeU7tq8f13zc9vWFRjzQ63Sc0ai7rCguQ7pw3s776XwUiUzHpqjjepl80p9qUlHG9r0mvYdassMqpbJeHb3aG1FI4x01R6bgQWXCKEDJ6El+hcopjqCPNBIT8CH8jb4WqoPKxLEU0lDRVpAS89JfYXGhLxhyNIHoXLy0VCR95gsaI+9z32+Df1Mq0cua7SpeG5THMpl6S69QmS9aT+Ne6lEyWmf8QKHXrLRjRot6gsKRXhEctVsLXWDogs/43OR7R/fL4v/3/XWxbJqiLTu5MC7O8GPDS/uYVJyjq2gKsepTANQwAmlKTymgYyKdr5QMV2xp+kg7sjAFrSwziOvgjW1Yvk+V6cTw4Wx1ZuYTvj6gQ4GqoHQjN+4NTaBamPMHRcHIF8rkj/cOioMeRQFpfHwfcy5S9yheY2oC3vOC+9F+ISH2apXmwsP2sGeugm2bWTqXg9GBldaitoOSdVQemfby8w3X5e7irqGJoH24Ftx2pQzJcwL3CqgWm7hZSMGZDJG9Jl2LyaKjm1wbXTPtw3UCxYDnEdDdPD1NC4e5BnQ9INvpDBXSm/G2hpIjx/QSiqEBhP6UqB9+bBwC0xqokmSUouNG7imlD4CaERS/7oqoSLhHP3Pnx9TEo/v1dh5bl22x2TyU3HJveaqlCVziyh7HzF/oA5lve7+dAvlINaMB9SSQt3yUyAhujhw5cjwk2rYslsty+5ojR44c5zHax2weO9cIrv6qB/gJM4eAkNxb4QXyTF6Y3ct7GQTOFV1oQcQO0WIloY+sjS4ji9gG6CSEu58cd1aOz62f274+u0xi3lcbESqfpOMc7ndIxN4krbyvF9dNEQIXb1XTdMzDiUjCTJIkzJNNOub1paC2G3vL+fMGEQYSc7Z3ZtqyifvVfWPNe9KKfBnqDARtYJQDhWgQGI+Qdsh3KbmfrUWLuOhACxBRSMYyTE4uateq0RP5vWxY79+BSLhBUYFKuv1HyFvPHhftj8wbXHFDtPL3xQRoix+30Xd6aDTtCmNXCzI80kGGAUB3sd9FuehnN2Dri2JAZ7/LBiyKCKEfdlg+an8Cccc9zQVe0id7B03x8e9oi595T1WcnJaxDFe720DDZIBQuOEzFR795XEeSNL5QF/1pN4IkPLolJ8bGWlXWafG2fpSBgjFSTg/3LuQt2K0E//2lqVATPnYQDvxHrZBsRjL+CkqK+f2ZPGkKX5NXdEYyS/8DeSVbX2BogJFRgEa9sdyiCqnhH4dWztzRunure5ZJFiyWbemXXEuDB68GQIKfLngGPs5bpLc2v1VmnPX476k2PWz6yazdneZUN/VaGUk27hQGc8jzOsoNtv2yTz1yWl1avrzuDruyzqi4BbyaHL/oPAUbYgkxMI5B+Pao5V6Ow0jk70C1ADn8/d3ZJ7gf0Poc8hMCTY75tti5gQ3H4cFynyrApB2BZrR/F3JOc7219t57H++ry5OzspegW3vGFQgGDRvsPjaGEe4IjUvHxllvbGNzme0/53Shy4ygpsjR44cD4mNFPbTN9Jrjhw5cpzreWxUPBZxvk+zejjCoRy/Mua4sexGT/i5jHkm/B5WuKGtK7idwh1DW0b1qLe6xr9hgTstp0aW5W3l23Tb61VaiS+rhGAcjY4Mr2uxt6Bmpvdmy8R9QzNZsBsrZsiEKfd2lbi3z5w+0x17lT57uX45fWeUvjNdTnsI7utVks05XB2GdoWG4yooGjh6KpEjsjwGsVvV1kLQC4wHHB4FtIDKBwLb2B/2b2SdYFkqHCO/iuQVukccfBbBIGY61EorKRehAcGY5XPj7Xvc02DRq8YJ4BHLOar8jKF4Wukfz/9lVBD3GFA/RQ/k2nJ7gGDBqtQbfuyS70ObGCHryfA4RDxCu5WbCB44I7iMwjJKgS4KkAWPimhbmJuN6wTkBJfbocn8b49uGN63P0/w1IGiB2PEc+BwbO5PyAHqueA+IKOHai0NFEBV791lunen4w4ZxTh50DywvHLh9PI4AmLr7XcjFBWoJAxowKt9ukiSiozUgmuK73tElxFhz88Fysvbop1oFz47GZ0Ybuomjttjw2U+qlKbZvWsJ9G1X6Zz2TtLiO3Rg7TtE8tkTMHz0ekqnct8OTdyZLBL38Qro4TKHq3Sfl5p0t/3Fqk/5k23Lcug8RzGdr4wGjprzuxzV4YDkFy2FFZjF8lYLpqFMToymU6MU5F25PtHs2wD8luR9FdPMjDY1s8Tfq41pjLOeh37YVk8tSD3JkVOxrL3767x5jOD8rrPBusOCjbU2W6gcocRMqySX/htAwMYlqyERT2+7+YvljDrPfcHagv8MaK535zfI0RGcHPkyJEjR44cOXJcqDjXCK5Hj3pC9emPsALQC63zNp5/o7xLqpjGys4rL4SV8rD8FQMFrK65GhbVv0DVIKJ9o7hhOGGMer0+ft3Y8aJSlREYIBBAYp4onjAVvnxMLLCurhMK+8T8CYPAbuK0PDVLo5P6xKgzgC/GqAf6Bpy5q+3VHjoLFGC5Stscl8cG2ePzgioF+Jq4BozKAjHoKQ9AKYCupV53h6YZpQUZL+AXKmocCLX7alY1ZvCC18yRdZxJz/WNeGCKmATonIIWsqKOuFbaHgVe7IrdcNMc0ozzZhMQbSf4U+qTXfS4mHhPq+rlekFpg1EvtQUG1wygATiKtF++rnze6CtG2vWeddfAIDqCtDVtEkjf7L9pO+4ajzmPUPREyyMUAp85JMW00/GpdZ5jMwwnNu+r1Q33GGiO+0zNIYLr3uMT8zZri+rgHsZlwbxn7Gwl++THHvNqPTcSCC7QRSCvbKmLa3C5uNzj1aIO4f3F+8330b93ijt0SmuDWIKDi328VrzWOycgua8WrxrEmFVjllNrhgFLXea2LkdLYwZxfXHd9Af2a9BCuU5XytTOyWrS47beKdP53a4S0nyvScjtSXPSm7vn1dxcJ/TH24oukwhlheeL5619u/BqX65Slo/HGBA5XGfMH8YWXZ6LqClRg58FPX8F1cX+gAZGNrXe+KCXYeNngcu2+KyZn19CVRNO9GDewdyKDDK4uZypIvUSbU/jLKwZwBX1KJ891jY2vd0Vm91t57GmKZqm7LJWMOfYBDx4mJe7PWD/nHtINKY1GCpF9QC+nXwINw9G5kjcZw+LjODmyJEjx0PibF4UP/2ecvuaI0eOHOcxzh6zeexcI7i+gj36te+rlHU10boKQUZsPfISWQU61Ed1V7HSYjQFSAmQsZWsKxb9pcakTCvva23SGLzSXjH82E3cq++ZFd/lOqEV+5P9HvoFTu9BnRDgp9dPWz1bQnOhdjBapWFxuEzvj5sORb0/SkjJzfFN83q/ud9HcEUjFyt6aGrebe/2UCr8G0gu+pr3h9U53gPah9X/oqUOdSifVnICecc1IK6oj8iaUFfysNit+itWbw8cVcbrpu1DLFsDLplHJHjlr32KIeuQS6MVDHRb+pV1Rfk4pj3gnXUyIuZ4vF+PwDHai3sD1xuojaLKdcDDAioJXUs5b6Oj6O21FZQPuPLuOvnrxd9bzcvife9HW9r4WrqKaZ/VMRkgrwCC8/XoPM8tXjeSutdb6GoltSBGfC2ArHsEW3WLaRzgM82kSDtXa+LgyjnA/htZDrVcHXXj82h8ZO5ZtXuVY4YWn0WM8gLR5W2xn8h+F3zVF8oXDPJ6t7jbQxG91jQyaeDtwgqY2wEVAlwLRatpv9MqIcrjSWrfg7MHpuaC+/zG+obJms0mM3MePA+BEw3VHaCrnDQBxxaWwsiAhTCX43zi3G6VndrDU/VT5lmFZxfubUbaoA0M/jOeKehntsDVsSyZznLVf7aqEpFkUHBvYT9s/dtTVnDAZJSx8NdfVUSi2g25V/F84+uN8bjLBj1sB97DvO0s3fnaDmViykCJZTWvtvPYJtvL3cnXys9fkWYvzhXt6im78Km4edZnFTkT5bW+uxOg3XlkeUdkBDdHjhw5HhKjUVs8+2S7fc2RI0eO8xijx2weyz9wc+TIkeMhsT8ril/xCc32NUeOHDnOY+w/ZvPYhaAoqCg+5C0CKQ+T3ogE0bcbxa+a9oN8SRAK53NxiEDpKo4ucjpI3XEKYTQeGWkYFDOgWILFnF9vUoqpXtTmu4ejQ0NL4PQWxMPxCurDJp5fP2/SOjBbmLQp5XRWdcVgR1ORmJm+YtqCbZjcP2vSXXS2FrmgZmrax2lOpDWn7dQUXag5BFMUJDeD1KC3NTYFL84UQhXKSJoE10XlslyaN7Ko7cnTcBEP5FVgheuKzkw638mieOqLSVs5ORgvG2W+56VwovHp6AahlJbbr6aToD7lTBe4Xf6Y3Ee4hprOhO0uio+4jyDVo4pXtlCDr2XP4MIXl3IBmSsU0zRgUDC4atfbsyrbarvvyEDDC6z3LDQpfHGqH3OmkMKlWDEXaHEoUx5gdiN/q0lGQONAID0eGZH4MafSPkS3wL+ROsf9jmIzphIMGTtooShxUzwVB5+hmOlqcbW3X6TSsY1SnjY0rfWBoUzBkhx0BhSqmb6R+ahcpPN/cpQMJN5RJ7t0pi3gnEBN0DFO9zBoAjDIwfXhglvMfT17bNkNW//CBh1zF2Qbx4txj4qF/aq5Cq6bSFixJNZBa40uQD+AecUmblaJnrbf7ptnFYqLD5quMBqUBKSyH5QPrHwWT3PO/EbnGKIThrax/F0e4n5TVxjF10cpE91kY9vC5gm4R939yc91LYIDVc7Z1BpDG2fAYo4XyBKqAuZAUXwb/LbBPKZFZs7SOzKhUUkwmhdQFAxKiLeaZ0pFz6reFZAZqUWho/RMIPh6BvSOocgIbo4cOXLkyJEjR44LFecawW1XMeLU1LQqqi1S2zNxiELVjVxRB9c8VA+3qPNFOzjmaD0yhg+bOFil1e71OiG3T1epGGyv3OuhVLoaXomJQzuzq+y6W2UvaykcW1r5scttWm1v4lJxycjF+PZyAQAQVSAQsOOFdS/Obdue5cQgr1j1oe+MPaPI5gDJBVLAyBOQByBFnoAfFSp4dBLvgyTPMj5AU7DqNkVBbrXpV82MKOgKGts49DgsXvP7cciZ2dYZm0RWhx5NUAHuwAzD/43rxTJ2DzNO4HZ662RFETljIfeGl/jDKwuj6zmh7yFZ5aSw/PlF0lqRpBqudw9p4HMo6qIq2u2Yq9oytA/VfnPojxZ6cWbJywrixReScZsjcXhvO+wyC76gLLJH9mOEiwG1OEXuuVCCCPWWQAvlNkfRKlBQkyVxhVgILgqDNCKk5CCJhfcjxAvnhP1ivksNLEwxas+am64l0FegvphrLi3SXHk660wm3ijfMEi1ZhZE1oqLYtSkRuZuRcACuUoU0wIhfbpNz4RLy86k53Zz2xxbi+wkS2YyauXMZKw0w4hnJLXzifIJY3mMvocEGvfx3equQXBxvT6i+IjuvJ1ZB6TeVvWqX9AK4xB53mLssSU3nvGw/gXyF1n1DmXffH9HlrqYG6Kxps9H+SxCTn22qVecTtfHF1VG2T8zTlxhqf9OxfONoN+YxzbnvPWucRmkR5Uo60kXYi5BsTXtTtHcASTdzN+yrTfRsMqvjw7hZgQ3R44cOR4S66Yo7j1Irzly5MhxruexdfFYxIVAcHscQlqhKXfVcwaBqhDaBA6Srqqc4L+R3fDC7AGHDKscyFmBbwiEZH/d2R6CTwYhbdjlzkazHp/p0iqt4FeLldmPrsAJtADfrBk1Bpng1SJW3EA1b5Y3zap9UXfyW5D8gbQOOGBAQYEUb+Le+p6RsDmtTg1Pju0gldsF1aSAO4gmY2XqRc7PSkKDcNll1a88M0hjEY/NW5SGqCzkwcChAlco4LYCyfOyKCrdFchFeRvfaGXds2LUD/r/7vGbsA2vrB0fDKGcVOaHBfI4kfkE7xfjUfualXucRJkie3JfMoILlAf8XG99bK6Tk1LTfnRcZI6ezE4gN3h8XBT/+YfKnuyamRM851a6JuIge9k237/MuffcXp1jGJ7AfQOUC38LQmgk+eRDcOx3IipOqN4j5PwZkFGcJ1vpInDvg68KjqdySMnmFOghUF0v/cXWz9P11IwVyFExrxb7xth6qXjJzEOMJqMPgKJeXVw1CCmksTbx3PS57euD9oFBT++txEhh2WXGwEsen47tvdGB3GpbjP48XCdO69PN0z3u8eUqoaav1KkmYi2/XFTAf972OLiz1Szk+EJibBNPlUkC7KniKXNPwIBne75VOt+bxU1TN4LvcuB5BqOhV8pXbJaIxjKu4Xq57kswoo/Qby7z4Q19BrnlHDx3uayGz8ZwHc6QbCOHRxu9KYN5bgQIrnJvg7nJZ8+8HGHLc5388/i43M5j1Vhai00CznJPYjWyJUc2zWUIw22bgexngLbvsqMPJdMGIiO4OXLkyJEjR44cOS5UnGsEF7/qsWpVvhnZzkGguRzLimxah1a7XIGMFTS4J8oJCo6tSCH4n7Qp3kO7lEu2nvR4sFidXyuuGUWEq01are+tRbh7E9CRbiwqUE5Se89GHRKxGC8MagwTh2vNtb5QuyAbKpYt/cDC1aejU7Ptci7WuvPj3goT9r3g3qodr/zNCC7QEyBZQL0je9ceX6cKeLVAquUclP8q7WOkXVfO7fCKX9EzQciUtwmEkBA3z9nWzwIOrs8EKKIXcCd1Ze7sIzn8/jzaGx3b29n6lTufL8aRRysNslDF6Af3OcaG8qplPCn/mTjnMHRQHm3pRMFZKNxxkKPz9uHPga8l4sp+UfyaT2+L7//htrh/VHZWzYxyEwfc9BGyRYzWyDnh/Hdxur3SQHROqiQi+8M41b+p7/VaOXMJRWlJtF0F9GX/vhqc0ViYGBw3x4PmDZ4rir8xN/K26FugvDBbAFIIfuwmxss0X9xt7hoDGkaR/Ri4XVj+KtuhY85DrcFRdWTMLFDbwNf1iXVCJzGtoZ+Xi27b+Tx9OF/NbYaNbUtLixZC5eKwOexxpMExntUzw4eFiRCj3ECC8XpQHphrib/ZPAg27ai94OuO7AuQ3NvlbYOwm7lG5gSo+IBXjKxeOQ04/JiGkAmKjAZcpkYRXOKfqgqA7LCXdaJhMVSzEc2Jeo963i/dpoqSB/UC5jvBnMXb+3k9Mo/wtvFtoPBy+aDdzmP/+Sea7TymNui0rc5N+HkYKDjgt5LvwyF1CxNKybV9PNTPfpuhbGIUGcHNkSNHjkeZLB+9tiFHjhw53pJRPUbz2PlGcAc4HqbibulWBFBIEESXFRe0EhlV6uDJCX81qmzWCkrP2SF7XayEoHbwRJtW+s+sntFtX6iTfeQzo/Te9XVCKS6thRdFQCYUB4CEYjWLlc2UCF3NsjEc12WzNHw2RsLUDnhk0W+2wAXydrY8M+gEeLrMnVRdXeHGog1eC5L7DwgeUHleySmS7FeN4PYQ8qarQ9gjCyqgCCHzeDznCP3S9rdRRBmbRrxaxyNCRiHUl3UrXkXIumVub78ePTSaqQ6F9tzJXRazfh8RskGNsW2gz3GfYCzgPmI0HsiSnicq3MVmGpzuqH3YryLaAQrSU3twfLnwOkUqCsqBa7b9vuEM1lUZ237iLYfqe31Kg/Y6DqHnUDOign5Uvj8hGXgP9zXGBOYGgwhjvADwcX3F97DadOK+CbSXEeCrnpTCOS37yLbe505vFH+Do8vIMO57cGhRrc8ZG2gC41piPw+KB4MavAggt1CTkQZt4/XV6wY1XY/TB6+NXushwePV2MzdZ6szgy5vz3fp0Cf0kajHmLlU7gGgnMvx0iLFdF1ULUIuHcYeWwADYcd5gpO7XyU09am2484iu+gttVnTGAo6GHvg4gLBZUUM2AL7rF6ko63cdWRUp32VCzzXVNdc/qGcXqKz6nseXAyQTo+Y6rwBlRcrJRDeuzwXarsG7nd+DkUc3l3IqNYMeTWcwKoXkdQTWtXzZmUKhOfxa50Jta/3Wwt/NgHS7a11I01fFz6LZhD5oA5gKDKCmyNHjhw5cuTIkeNCRf6BmyNHjhw5cuTIkeNCxbmmKGg6YQdxu1fws3Tpw1E/FahpD6EvaIERCd97Mf/ILhYpIUi5oLALqaBnm2d122eKZwwlAd+50qQ0z2JJNIH13LYd6V1JvUG6axP3m5RGakTA88Eopezu1Hd0G1gr3hvdMwUUKhNGFAXIY6HYQon/0mer6aqfYhRahKanhJoACkSUqtJ0CBc6ybH0+ygogExRs+jbDUoaB9vq+5HZgiu6isaRTzeDhmHSNz5NLiLbvtiBY9CaMBLXdsYRJkXv5cXcfkyK3hc+gHYj4zwqeujZ+aLQk2TXNJ3W2HHAtBhNu0u/zau52Q+nySEPpu/pqQ3LzHi6QWR97NuprphU4IbvH5+Uxf/738vi5LQtTDa1HE5H9lJpAffNF5chZW9sp50FeVR0hu2xH6Ts1UiAiXfyT6T+cUzIM5kCTBnfOBfcR3jf9J/s15tCKPWJxgDGBCx1cUxOa2sb5JigGGhh0ai7EG8s3rD0Jzk3piN4OgSK1yCFNT3t0vlH7ZEp2nqtTJSEk3FK0T9Yd9SHcp5O/GApBhTz2liyc2EWrHRP21Nj9sOWuqA0Laap7fenaQ6/1d7qjfeTVWrPreqWKdY9qA96BcIo8Dqs0nz/TJOeOffb+5YOR9KOoHi8Xieqxt1WitjouYD75Y3mDXONmfKBPn+jlusklXgYw3ie8P40TS3ThilkdcYOOr7x2AjoalyMaqTU+IZ2slw9cwjehb7VLwxF6P3npUf9/DyQsvf7jCT8huyEm8AGWOcx6W7co4ay6Mxc8DyI5BNBVeqZpTBFYYdVvd9Wjw0VOEcfC79/UX/g5siRI8eHIja+7UcdPTRHjhw5zu88Ni4eizjfP3A92uVWVObfQGfEIlHF02lloHZ2IIQ3bqXH4uujyq5uZKUBuZZNXKmuGOFroLSXm4TOXi2v9mwUr62vmW2wX0YnteBDVnBAv7D64W2BRAD9utMk5PZmdbPbnyyXpqupQVZRNMIrLKzsVS4KVp6CrgC92e5nsraSWmet2S+Tz71FH7YxhV7+/OU73v4zNaywKLGTQopI8Li+PVI8E+2xYhUEK7JWxX56iC2GFdlh+YIfFFZgmwid7aEJAVc/Wkmb99mqFOeCAiBI69kqs/iYemp92TUgMRgTGKd8Djj/s+rM2DdzQRpQKC9npkF/Khop493bWXI70S6fCTJIj5z33rQoPubtbfG/3lcWZ/OyJyO03Tckd4AWo2g1KDLz/entPhkRV6MYGXsqpVd1TyktLpMdA9HVIkO6j7y5BAr7tO8CaT5FcAMbZ3yG72lRIeYPAnsxvr2NOdDUp4skl8hoLvYP8wacExszoI8wdq+vUqEXHwZoJAocITsG+S3MwZx1QiHV66OEYB6VR7059vL8spFgBGgMGTPYr2/bPD6zSDZkHAVx357faWUKbW/PUhHbz05/1kh28XW9v75v2o33WVIM1+OwTed7vbpu/oZxEvfjG9Ub9vwpO4jCMdwC6JuX2peM4QVn3Y6rY9NOnbtpztUCxsrJAYoMZnozLvLVe5fmBJ0v6gGJqw7kVntlnftwn3okN5BV1KJPqtvSjBqeH8jCoHiTs5iBPGHPsIc/C2xxuU/KIGuzN0vz2LtfarfzWJQp1H7CbyRn0JC6JUZu9ZlH/dR7ZvqMe2Bz7+NhcmpDkTm4OXLkyPGQmIyL4m3PtdvXHDly5DiPMXnM5rGfF4K7QfFeffXV4vr168X+/v7gNnfu3Clu3Lhh7O3e7Da7wsgjBXw2+cNuCyRXELLQatMJsyv/klZEeiwxgwCXalp3PC4gtzdWN8xKeVzL6Gr7cmbgQQFNVtksFkCfNlZKSZVR1galNWYK0vQ7lSC4dYfgYuW5NxcR7jpd00k5sTa6m/MbTa0MkQiVj5txzy4X/QizBSBmQCYU4aG+AFqnUlMkFwUpHazglJsnaJ1BntwiD/tVIW/aAAhBz1K12cEjKoZ5oL0VtDN4MOPIcbG8lbRBEx1q0eOLUSiXGWiI42ntWlEr+k1jzhtP9AwV6FbEtQP/UfmlJBflTUWA7momQPigjM54tADoR2RJqQhC66yWCcnsjQUFbQI+dSPXYvNnG8uODc1DysWuhtFenwkw0lqO/w20kmXCvAGHol/OHMOMc8xzci/jHjE21kCUwZkOkCd0gV4PjGHhkiJrtm3nxBpPgOePOgAY3bB8F8bEUXFk0F/u+yfGSTrrybNk77tcLntPOM0syPdgGHFpcanPp55YeUXtRxmWl846finmdVgfz9YJCb68umw+Zw4rrHX1uVf20ezVfGWQ0Zv7ac5eTolXu0rbnqwTqrvf7Nv7KxgjQMZvNOm59Grzai/79qCxNry3RwlFPp317ZeBXE/bqRkrsNrla6fzeWWzo2ruwHML5jDJlhpUcFyZOhk1J8KctuhnqvCshuwneM+R/a1HUyMDAoxhtBfPQiOZ2KWVw3mPp48Ivewdl5vlagfohAdrE8qm3P43KupiZAjARZ/zL2Oz9ywJMqv+OciI/JBUo/Z19Ox087c5vUCicCje1K/KzY/ar/3ary0+6qM+qnjb295W/NN/+k/D7b7hG75h++P3Iz/yI4snn3yy+LZv+7b/P3t/FmvLkl0Fw5HdWmv3e5/2nnObutXbLpexXbjhM0bAgyUeLOABRCd45I0HgwAjHuiRhXjDSCAhISGw6CQEGD7wV78tjPtyW65ymWpvf/rdry67X5kxx8w5Z8Y695ZdLrzPiVm6tc7eO1c2kRGRGWOOOcZvaZsYMWLEiBEjRowYMX5HEdz/8T/+R//W/TM/8zPupZe8MYGNH/mRH3F/5+/8HfejP/qj7g//4T/s/t2/+3fuT//pP+0+9KEPuT/0h/7Qe97mvQTzWmilwSiIWAlZ8wZU3nJ1Xgj9MQoJQf4iRNfJxhcrMlQFy3/vNDsKGVk0fhW8UwlrRBIvBx8MAt2nqeedzacD7wrC1xBkBrL5pHmi1AqkagL2d5afjTi4ECYHb20v8+jEKiNUbSaE32f+evdSQj2WqV6tyyUTFvBYjBGiM1IMCCCkjMaKhSLQFKwObWV3qMIUqJJF4yUCxege7Y/5XKGVvTlPXu2G1orYFIhWKMNgVqgWPVZ9cOS1MF7xWwOCkCIEAuiOrbq1/Fh5DfY6Q5kXa5eJfi85k5aLxig8ITwKIUw3WG4aW011vcbOOHRPR+oZlDUJVjOnbf9f4tL++KysIgh3dj6yPP+gADw7z2xAMMTcArSTrb/JOEaFRaGZ4t2MjTLod8ylNPuw2Rv/J8P/DqBMyI6xeYFIrGBcA4W11fSy6h9II7YBB/fEnYz69O38trrfyCgdLoY6B6gRgLuMcwBXNHR/wB0FbxfWtVAk6H+X7Kr9HSVH6r5vLYdtd1Ka8+lQ93KPntKtVeeeVZmaW6HcIM0b8AQHYonsGBBsaYc+a/w15HWuVH7Qjy7boYrydfd6//moeaSeBXj2yAzfpPKfR+WRepbB1l324fPsXI0NqAOxgpFBc2Womg0u8deILr/RSEQS8/oG1QE5NoByW56/VeyR30c7WKUE9Tv6YMMQmhNVNo+ej8FrbsdtM6oDMI+DTMxNuJ42Tf1c1no1GL4e8V1r0RvKelp1g6eaL5hnERtoWWt4sS0fJ6SUE1Bz+JoguH/hL/wF97f+1t9yL7744sZtfviHf9j98T/+x/sX1y7+5J/8k+73//7f7/7pP/2nX9U2MWLEiPG7JVZr5774WtJ/xogRI8ZVjNVzNo99TYvMOoTlU5/6lPue7/ke9fvv/d7vdT//8z//nreJESNGjN9NsVon7je/lPafMWLEiHEVY/WczWNfU5mw8/Nzt1qt3I0bg1d2F93PDx8+fM/bhKL7TvefjA4W7+BtWxymZDpASTBSQAypi0yo9VEGKR2yIqHUMhdQoN5LyOeguApQPPy3kS7da4X3uZFd4nQswfdbyZDmgkg4oPpF4n++TC5VUUKI1H+e+hTRfTd4qR/WPo23X+6rNFpWZKPCOYh7Q7IFaVNOWcg0EhUAIFjmiFKXy3a5MRUxSisF0s825SS3VUL0oaIo0UesLFZQhgTa13Tv7DZKxsQUivE1GiMJlcZnJxLjVR6QSRt5oAf+hjQTUsKha7PtZ9NVsr/bNJhN74fkx5DeReoexVEyRYfxYouhVMGgbSsj/abS5WhjyPNQf2S5LGl0gW1R0Ge+K3+X5a072HPu7KJLA4+LWGUbjAokAjACywsaugUbPQh5J0hKIc2LYh65jZVv4/FD84gcG0ztgXyfkV8LFaewID/6U0AGiNst1WMwb8ePGWu68MR5etXcDVSshVtoCTU6lzN3pgrT5DVlOVHFFtujYr3ldKloEKAdgApxWnsKhKR/Id2OPgKKwqwa6CGgK7B8G/VzpJyLeuj303qqzC+KqtCSTwHJs3rpP+f5fFTIC3oA5gnMrSg6WzZiW0qlQxYORaAws3iYDM/f0+RUmUBg23Q6dGZQPY5Wnprwavmqb/uVb/vzdjDDqItaFY9Csi2bjCXveI4FVYgOWU0EVY4KxNDGWUbzyKwZFalCto3nN1P0K6lYtpiSaY/m3UD+m82erKmDGFN2fI/msA3FwjbkOGbanTG34W2doF7QGEyzxs9jSz+PPe25MDLSChUo2wL8QDEcb0NtOCrClRKbllIXKq5L/i8huOCeQSsV0fGB0AHfyzah6IrSDg4O1H9Svy5GjBgxfqdiZ8u57/62pv+MESNGjKsYO8/ZPPY1RXD39vbc/v5+r7Yg4/79+8zbfS/bhOIHf/AH3Q/8wA+o3x3eOexXAXbVJQtfuDgIYsVAGAMSG4zkGGI4A1uS3FxrJAbkb4k8VUWlxL2t2PxOMhSZwS7ydnJbIa1WuF0WIeBYkFg6yU6UmLZsCxwbBSVPWo+YdPGofaTQioP1gbJavEgHRHiymCi5n1kxU4UPy2pADNhSF/arQH8IGQ8WAgBxwipeIMLW0AGrSFvEFULqGf0DsivlXgh5sYVIUo4E52ELGS3KQAdV+xnZ5YpV+CYL4GDxmkHpQnJm2J+1JOZ2DBT24fptsZ5CqdMwohdaTbPVpkG5FfpgCxfMNYVQVCs3Y0XeZdhtQlI3PG/YoodQceGGIopQod/IAplCFcOZ+2HReHkOkB/CHMAor0BGUTjGRXuEYLHEmiji4d8BwTWZBpX9SPT+R/1eIkUoSqG50FqjyrA2wZfuUiG5yoiBkFqWh3PjokUgjNNmqqS2ZB/cabV9LYwYUHQFNFVmvvAdzrpVewpFl0VqKOji+0PSkdIUgvswtQ3aTlqlAs0EOgtTBLTv+faAjKKtcS1Vrc02kO2TJkQojL6sfZufVqcjBBdZQM46QkpRPFshd3mYUwYw88+P7XxbG19051z5c36cPFY2823R6iIxGXiUog5TFGTBkAFFzpzxnJlsrhyH1K1ZDg27E7jaaM7Gsel+yT7Nc7eVuxLd3hblWuQ2aHktgp9jgSJZjAPM31xQa4xcNmVnNs1fVmpxZDAkrpkl2CDrCROnQKHuJrnLUKE//xgq0A1lNb9eRg9/4A/8AfdjP/Zj6nf/7//7//a//2q2sTGdTvsXY/nfJteLGDFixIgRI0aMGM9vfFUIbseBlTzZzqThzTffdDs7O+7oyPNw/sbf+Bv9i+o/+Af/wH3/93+/+5f/8l+6L3/5y+4//sf/yN97L9u8pwCIRCsXlgtrA9IbFlULcejSsJQYSzaJVQlLzOSFQg4kLwwrW3Bt8X3Ih91N7vK2sE3ECgvfgUzPuhpQAKxAT5ITZdrwuHk8WrUzqkB8WqxIpd3jvdSj6UftkRLlxopXcshgSJGuCVkuNLoUskjE33BtkDGTCxS2B6ZlO4uyS+6g4b+ySH5AdN9yWhH8nYBclJVoUvzfNNyPmPtHnD15DXx9ddjuVyEjsIPeYPygjokVbHDxrb/P6GQAHrALRMtTldy0EbfVSL4wKi/bBMgwjANUAsRkXejYvD+BlFhklW0iqc+EpLosgsCovzAxGEmePQWV7v6WiDa0NrxPQyhC8oUh/p+8fmU6YGxX0WdCphUjXroRzZdtwP0U/M/A08By63DfgCqrQNczyK20gN0k7Qduv5yXIGVoJcWwD8iFSe4utgGiCWMamZni5wTNZYtqoZFSwcu9bC6VZBfGqUSPwYkF/xVZMszdZT7s9yzznNaz6kwhkdl66MPg5zLPlNB+XKM0MQCPGLUQ2+m2QoRvNT4z2G/TTJQREJ4pF/WFyhr215QN16fmXiFlhf7Dhh6QVsvKkXEE9wH8ih4pIZAKSDokz2D0AERcPqPRtjg/HhPCqQsoKdBF9CdrKiTnMZ6rgVDSOFB1CRtkukJGD/ZYFsmnHY0Dc0i62UZ8ZLoQsPtOROatm8c8+zYZyxUGMng4V2WvzYm3NpgxlLVNnP2sNyPCvO1T+Ln2+r7mCO4v/MIvuO/+7u/u/+voBD/0Qz/U/7vjxyJ+3+/7fb2+bYfQ/rE/9sfcZz7zGffJT37SffSjH/2qtokRI0aM3y3RzfHLlf+MESNGjKsY7XM2j31VCG6nVdshtu8W3/d939f/99vd5t1ixIEBhzZghcorsw08PiWanevVUgjZYTSJ0ADYMYJLKzlkQEaxgt5N/bYvpYNZxn6yr9BdoAlc4VuejlakF8WFWoGj8hV8NNk2DLAS+iNRXiDA7+TvKMHul+uXlQWlrBhGFXExKxSva6veGlVBwxrRVqLKlScLvMNmkFCBp62YGWkE+hcQ4d7IA5WL3lSjDGy9KIbHiO9rVu2SSyVtEWWbhxQHrALECGGWfQ6rcMOrDtYvd8kAAQAASURBVFW9jwK/fgrqa80LlDIEVtZ29RzgweL71pZSbsP7Q2WtNZsQxwHXlE06jOi6uscGabSIqKpwNkg4t6u0maTzvJin7sd/BqhtgActOc1CSUWeg+W6qm2AFAUsQfl8TX9X7QlbbOqH6HPMoRTZCCCM+I5FvWUbWb7i0yyKreHOcHJuY//EfQJf/6QcUNlb+S2FJtp+KesdgOaich81ATKzAhSWz4eGLEwRQkL24PIC7YWJBea0/vzypULY58lcmSM8LIas58Op//d87rcp16VCK2X/Y25vQ+pBtMlaiJgeT47V/QbKCWQXSLb8Pu7dWeJR5IvsYvTcAEI/sjgXCC761EXjv39cHivjCLk/PJvQVphzwTeu1soNRD130J8kggvAsSi04sS6Xo/6J99XcMQxJ5jP0NzCCCesteUYpv2NMlUi7BwTVOh5L5EE3thwiTj9Noz6ymvkeaxrtiSglCCfX4G/bQqLTIeuk1Fe8JkxlxhTDfrj03/+v8XBjREjRowYMWLEiBHjmVFR+HoHczsqjQKplZSthjQKCYoXZyx6gfryKk4gM7yqzHPFm0LVrVz9gxeF7+8lnl97ww1awODcQqsQq3doPoKjJrUJwZl6O39bcZ+k7SO0aBldKgldy4cVM7hd97e8Nu6Nwp/XwaVHj2+mN3nbw+RQVcMC0Z06j5icNAMCgxU3KyTURikhwGm0VaZAdnyjm/tuLHYV99qgUawTCXQR+sASWQWXu96smcr7M5XjMkIcXnlNCilCnyNkBCjYU60Pzf5kH7ZoBSPC4IHKKlxC+7hNwKkz3OYQ+mg5uKoS1qJ9lp8l9UkZCE80z5T6iDw/i4Czqoas6CckC98Z6R+L2KSIEeLK7m879x2/p3E/92nnzi+TcFbHcNcYEQ7wvq22pOWBS83gTUiHUuPANnT99l4yJ10cw/KUMT8pnjKNS8uDllxAcCRZqYVUA8ADlZkQnKe9P3zfhXY2kFBkszCPgm8qebCoG3hr6y2FHh6Ufg6TcxX3WcrYTFbj/fE1Ub+GagLQSvA55Zw1rfw2q3Kl5ulHxWCLfpL7+bEsSjUP4b6F0HzcF4wZoJT9+ZWtQrnxXdgHy36EY0BlB/M+uLhKD5b6AM/LpGMrkWs8k46rY6W5W5SFUveRlvPlpFTzSbkqRzrA6GNc30KWwmhfeV7oP/OUuNvo0iKJAr11IPiYW/ImH9mCW1UcPg6eH0JXeVPmSyGeQJrpeY6+bGsZ7L8RdtypZ5Kdv8hqPHSujk4J89gvfDbt57Gn1QeMrjNgiW6RVe678g+Y2kwGNzgn28w6sqvi2DZD9rSICG6MGDFivEt08/902vafMWLEiHEVI3nO5rH4ghsjRowYMWLEiBHjmYpngqJgC0pUepPgbIa4UUiWPUUQ2ojac7pXFJ9AmJoLaCi1BpkaWcwBMv8snalUBtL6MhWPAjQIbQPGL9MhVX+a+3TPW7lPx13ml0qWRsryIJCyxLFxbrItYBQBeZ7rlS+Su974T5lauVl72sI71TsqhYf0vjIrQOoLp2U/A3IjLGItck2cZs02FJ1JuRRT/GXT0JD7CdIB0vH9tqkTfJ8F9KU8mtnf0wSzOX1vxMJHdq8iLIVAWf9ybk3vP0T+t2PDpqZkytKmqZiqAVFxkTZiUxVznrLoAU2E1DTLg9F1y8JGTtVSMQcXJPKuxlJytm1G1JJQMQUoL6If8X1Ih6IM/E+2B+1IfW6yprSC+fJvbN4gm4raGPJ6SNnKMWzHOb4Tsry2587FZoHOZqkoPCUKKoG9P0zfIgMFldokKg7oS1aqTe4X18cFREQ7AOUBVAV53Q+dL+LKppkq9OrisCLZxnpPfQd9cFYO9rsowkWx1bLWhWTytGfJTBV2gZoBC1zYB/dtUySqeA+OnvPVII8GgwfIZUnBfvndLsqqVM8SFPaCsnA+GaS/0B9R8AXKAuZunL80CkHfhVlRPRnS+SgMO238/hbNQlPRYGPfbTvVxYq4tzwmxJCGLT0k3nBe27WnqMh7xbbFtBtQ7yTlI1tkeq6me8dSdWI+Zgvt7N3nY9BYbPFaqOiX50m8LwTGZaiQiscqCuhlMZid09owrUjNzzSPdfNPmibDuG4Ccqnt5oJnW+iKbd+LCQP6FOY6VRCIuRLnEKBCKHOMd4mI4MaIESNGjBgxYsR4puJKI7gjSzlCjiQqMLLmNcU3yiKQ/slyNPguFgwBVAUFFSCyP0gf8DZACA6dRw6uJdfUfqSo+WF6qJDcReJXw+fJuSpO6I8x8cc4z8+VFBBWd1I+hxFQ+lVTNKrIoT/3dKlWhPczX2z2YvHiyH4Xkmdok/16XxXZTeoBVWHkAfeJCgmsVahE3dHmLL0iVmubxPt5lRuQbLIrVEayZcGgKHBQ5yuRVtjPAp3EsQLbbipaChUKWFI+F0UFihA2mZSoIjP0Wa6V0MhbyM6Yx4I5F4XoMYDRKpSAz1NmNwzax0UFQmJoJAcH1I9W9XIMcz9KdMEGzkEiuhYtB9qHfiSRU1skErKFxH4uF8793C9nbr6g9mGgfLy/keTX05CZDQWToTEM9JCRTKCJ4hi4BrQJkJ+nGn2YPizRL1sQwihV4F7ap4lFZ0O20CjExZwgiz+RDcP8JBFb+zMjYvT5JH0yMlkAoozsC9oPyKO0Pl6sFiqTBqSQM3WigGon31HSiShAO2hJ4jEbJB6RJUsnhIBNGmUo0cV2s62un887S5W0ljx3zNEsE0fPp3k+PGNgLsHW640uHJb3Hba7XJhGWcJj5wvKJKqN651Xcz2Xy7mL5ljIoaGtgWBjTNMXlXnSduLbY7/x59RvvyrUPF5OyX452RllN/CMh2ERW8hn9GyR9ZckEQowmxFTdEsxNFg6DWOMkGs1T5uMH5urpAE7+FC6zs7xYtehzJA6ZpuOzhXz2OXQfccZJYsEG4RYHvO9FP5uOq/gnGQKk60RzigT+Ey/4MaIESPG1yHqOnFPhveUGDFixLiy81hKVJlnPa70C66V2uG3f8HBBZeGJSqwEsOCSFiMjqx5icsK1AGrbhlYvZ7WpyMOGfhfkM6CRMjd9K6SaZG8KohuA7V4Ungk4v7Uo6pdPMofaRteIM60opPSMECIsBIP8fYg/QKOEgwk3lp5ju9L7WBIsVMRWlHPlB0xwBqJpjE3lu4Hrn9kESrlUGilOrK7FatQrMDZshXoXMAi0covMXdI9BGLNI5+H+KTGl6SRD828mcDaC9Ws5bLywiptOo1yDDvVnKFLSpnuL0hU4SRuQAPg7FUVwg1tvu1NqzgnUlEAbamuB8YY0BcJfearZ4JNVyna/UdyTWzYuvWOEJdE53XqP9IAIa+V8xq9+qLrXvjzdyt1kmwPRnRsVzrAHpu22iExoSyRYTc8nmHpL8CyP/IHtrY+TJ/DoYkUjKoMRxA8G2lDhPaE/eQ5JewiZQrwt8YsQOtnniqkm+KY126S9UPdtyOMsWRvFd8oh0l0ooxtsjI5IaaAaYQQENl5gz1Ew+Th6odJHoMMwUYMjBaR0YnamxQX2N7YJLJgrSWfC7spDsKuWUJONpvSILRGq/IZ8yj5JHiKQOVBi/4heQF3vZmdlPt/17j7dyz1XB/HpWPlLkG3ibYtEImAtatQlzBlWV0WtRuWMOQnWxHGUiELIkh8Qa5MPCX1TMv03Mrc8aF5B36CL8LoEwGTS4cjHGdnKF7Coefee7IAKbjWhB+Boiw84HchtFNk12zqLG8j7Mt189jb75T9PNYSDJwNLcFno+2tmH0bAugvTz/BY5ptw1mESneC88XETm4MWLEiPEuMZ0498FX2v4zRowYMa5iTJ+zeexKI7ghzpxFSpgzZkXNSfRZKg6wogK8BsxqS6KzOMaq1mQWyaXCyvGwPVQC3eDMSrtccMaAvj7M/Sr7XuZXzsep4D4RuosKX1RzcjuIS+VKZFwUrk1cdzMlzlTeKs7Yk9yf09uVN5LoYm+1pxCcstY2l0pcGm1lVmFAYpSwurUf5eLaMb8SxwZaZ3mW8t+WtxqyHcQq1CJ5QaMHs6IO8ZNGqgSWxxhQJ7DtAERfcTyBtKEiN4CiWaFyoJ7oryHO18iYoA2cp/2d5fiGVuxPqUBmdBfZEUIb0H+kOYC1aB1xuEIW2riHyAwEbCdDtsDyO1rloXVJ9x/+B9RGmmEYDq41vAgpLrD9sOEIy/turxOC7kHjCMsZDyH3G+yX+fwUvTZVYw3bADlT1psGsQZaK+8l7h04mJiXiqYYjTkYPQAt3XW76nPWzEZKBjhP9BmJYsGkAfcU6gGYYyTvGWgc5kBwUDH3Ss4oeKQ36huq2n+R+/n9sr0cj2FCXKvSf7cuh7kLBgcXM3++s2Kmszpi7sZ1wsTientdodxoV1kvgswfPqeZb4f9dOC4HqQHWsmBkFvJ6T2pThSyiowlxo/KMFDUa/M7ut2MQEtFFTJwQrZnux0Qe3Q/zJNANjF+pPUxzx8wQqDzQ0ZWVeXjNFLN322LdoQ02/ltlN0TCiA8f5o5Vr66jGos/E7VsUK89jEF9yk2722i5jHMAepZYrIA/LwN3E9rsc6/D9R6DI8K8yyS2SozJ1sL4K82IoIbI0aMGDFixIgR45mKK43gIkbWohIoAb/G8D6Ytzgs2hk9svpvbP8p+GGsvUsrsqquxnaxdAxwRrNMW/k9dt7uViGtud/vaUHagulihIxidQ5dXegEZo3f5qzxvDFpqQsUBVXKElUBitBsNYqT+7jw3/3y+suj9gSq8qh6pJANuZDDtVhkFKiKQp0AMLeGixpYg/EKkFbTvLIU952tQNOwDqxaLTdhvqriLZrK4E12hvZ7tLH6vUQMWbcVK1Ug4XQvFeII5MEoQ0ik1VoIb0IV5THtsbEP1fYGJRjxTaU+o9kvPmXVP64Bn4wIBhbqvHoHMkh9F/zKkP4x3w98BHQkQ7ae/scsqKsr/xdCRq0t9KhGQPLJ0RdMRXCosthagdrMEn1R7c+qcah+ROfHmQ/MZW6skICsDisPUNZI6SnTeQEtxCfzbQWKiN9hf/gssmJcTb+BT4/zxvwn0Vxkx4D67TU+4yTRSBwTlrVbmUc/19lQnwCkMp2lSlcWPFupd46236r9fuaN/+5lcTniAUN5gCntVAMi0WPomUPDtirob5ga50MfgQoFbN+BIk+aiVYK6JDvdlepNIBfDBtdZetLiOpWs6W00KUVO2zkj9tj/azNA3q9sKiFSg5lUFGHAS6ufE5CD3haTpUubt9GuR77rIqDy5X0dDoG+gTmI/SVdCp4sIT8ssU1PY/ynM5PdE8eL62+Jmn9i3kN7wA2wyQ5tSEEl99TcIpyfjTcWDsny5AZp348dT8mYXthVqOi50oo68lIq70eU1sQOh9rLSyfXxibPL8atSJ5rPcSEcGNESNGjHeJdencG/eS/jNGjBgxrmKsn7N57JlAcGPEiBHjdzKWq8T9+m9mLg2J2saIESPGVZrH8udjHrvaL7gm9ceFNKECDQomgltppECRhU1ZS5I1jA2s/JRMMyDlw5QCIuODJnCenY+kv1DgZdNxUlLrenJdpQuvtdeUSLWiPrRrJQnDUl0kbyaL5yAWnk20XeHrzeu8LdqA5ZgSbRkpCftIPSAtyQUWRpRd/nsk7yWzG5ypTpRcTkgUWkpnydQHWwuK9K5Nt/DvA6nvEZWAaCvyeDY9PuwiIGO3wWzBSjmp4ipcQ6BwbOQ6bKVkAnIwm+gHTxUhtwVUIbtgQ82Qx2ZJKSo2YqtaFCYJOgO+h3Qe97FA6t+aNvBUYFL46rpxWoE5n4uV0tZtz5y7XLWuaYTFZbKZDsVjGNciGQUofgONw8hvhew+bVGl7J+g4uB+c7EiqFOijZi+E7IL3SC3Z+dLUGhkeniSTBRdAPdWbsuFoo1OQ+dFrudVQW3A/lkmkIrCkJ6X9sVIw6NA6VZ9i7fZrraVWQFS7PNiPjKZgNEO30uyneVngLjvoCDAzpbtWKldUYSmZBuJAsDyUZSulXJwmJeLKVE+lvloW9jaXnP+GXDQHKhCPGkmBJOe69l1Jf0FetxxMhQywzAB4xT0jpvOy4fJZwrTTjDfU39HkaA/aU1bSMpE020CcojUDCwhJwsbudCSbgSeXcs1GXKUzUiijNPfSHtDNkyYPaGYjOcWISHW/zwZp95ZxhD3RaCjuM+gR/CYDVHwAupX1vhAnY+Zt/h5YGzAZRRp6uexys9jobA2uba4WRVvmjmUqQmBa7HmQCFLYUjisQGOLe7eUDC7KSJFIUaMGDHeJXa3nfv931H1nzFixIhxFWP3OZvHrjSCu+lNPmSfOZLOSDShnb4YRHt45SGOxwRprP6wsKeVqVzJH2VHqigCBVkwVOjiYfFQraaxEgc6e5SQRa7Yz165p1bkKBrgooQOEckJEaFTZ+RVLG1Q4ADkZV2u1arzvBqQ5i+0X/DHzvfU6hUSaGoljhUiVne0GsMqPoR6WokuhcCjafGr1hQHSsMDu/I1VoehPrIJ/VXbm3NQEjM4tll1juS4QutKAAcmCxFCe+1qWZ5DqCBACfZLCT1zTRtRdFmsZCS/GHmU8nCJPib+ppA8cz9kAactUOHiCbovLFkVkKgZSX9ZFDlgP2zbTGWACF3orr+79O76+/+MtJz8nkVlg4LmKM4wVpRczCgyDNy2ZgwrO2OMAbSJzWpI4MdKJhpLbYkQ8n5M4WTIgIUL0WhOQKET5LgkKotzgMkCpBRhG9tHpdFZFBlJJA+BQlvYuealP4cXa283LguZkMV6M3mz/3yYPRxd42V5qSxhd8tdVSwkXYOL2fh85P4gpdjFql3p/aRjZJDvWa7RZMh57aVD4dzNyiOq+25fGSjMa4+e5uvhET/LZgrlhj38hfPPoXM3zPNvtG+oMYzvyLkRUmJAtVF4fNr6LORFOzzfUPi8rjQ6zVkOmIOE5kk0FclhBu1aTXGZnDfZvhi/S8b9HAEre2Q5Rhk6MQyANnJhJ13TJBs6B+Tf6pWWC7MZHH9am4vM7PiW18GfVoYrEfODMIPqDtm1bUe3ChUfc4YHc1+g6BooMeYHa74g78/I1AZtgLlOPJO4OBYZUsreKGOm9w7gRgQ3RowYMWLEiBEjxrMVVxrBHSFhQNWk9IZZFWFlAXtCuYrDyoI5brRDoLxyBcmrt5nev5Q7OXR+hXzL3VKrbLbhTbyIeBcPmgcKGQG/DCu8O+4Ob3sruaUQDVwTZE8USkeruBFnFghC96uV/+V6uVZyJ5DGAZdOtsGi8KjCdrKteHEhm0JecdGfsD9lsUqrPCB3QbkkY6DAHB5wUiW/1MiLjOxYJffa2ijiOAKlgnyMPebIdEDyFs1niL83Wm03YT6nbM+RKYZsI8Obsvz0oGB2gMtq5bLYkID60SAcvhmNtgi2st+lPmDlwrg9A30DfZZtp0HSE2HRZysxFkS4Ac4YEwuNTrYubZt+m1S0k5JWMvcD6E/ovjNPE/a4pk/LsH2XOXJSfqcJy6Ex8iQvOwtnQgK+IdwPgU7xPZRtRHJ9yCzh3sJ8AJ8hCUagkXdSP79ddz4bJVEbZIemzVShnVLqkLmOZabsxY/WQ+YLEmT33D01poFcwj6333ZZqG12yp2NPPp1vlb3ku8pZfMknxySZKgfqDKCqUXXwbMF14fzPkqPRjzYw+ZQmUo8mfhnSpmWyka4b5s1Saclvs3vtnfVuJe1FkBhP5983h/bHY3QY3zvMDtUkmy4h/frwV4eCO1xc6yQbNSNoN5DyQrSd2ar2ai/o6/hOc7TekAiC+2JuhMrU6XafqmNHfh9AbUXgWcrZxKBfApDKJ4T6DazwQmkxAI1Furc8btQnYCdt22ZRCLalNo37esHGpfQPBay3mapPWPapOQoabxxdltKFlqkuQ2PfQaPpbSqMZ+Rkmt8HlEmLEaMGDG+tiGzZDFixIhxFaN5juaxK43gMsJKSElQGcGsCLBizKb0nalYPaxaVTFr0TDJIQTSOGknqtJztjWIj8M28bAiXhl1rEetV0x41PhPWQUKxQVwXF/MPYfsQ82HeNsbzQ2FzmClDMWEeTpUr56n5wopsNWnfayMOgFtO5tqi0jJoTvKj5TgNgTBgRxIhI35VQYpU1X1prKbudOi0hP3cqQwYIwa5LVYi1k27xAIIVuNAp0B90icn0XWNnFy7XnIY0rEyV73CGE23FEZQbMKc15BFQpz3y3CCqTRGp48zaQjxOFiO1ZzvRIlwDbg7Y0UHcR547xw/8EZD6mb2BhlcAKC5ozogO8G0XgRF3Pn/r//nfVtnm44JiOsMHwAvxBKEVLtwaAZQPkk95j3a3i0XA0uUZNkQx8BF070T7ZFNRw+oCVFKjilph/yPGr6uLxe3FPw9FQmgL4H4fzdfFdluV6sXhzNXZgnp9VUZZFk1qSo/TnvtX7enNa0bZmO5iNk3YBULZvliIOKc546v5+tVGfUYMAjs3YYN0Ca0c7bbqjoAZ8WmS9YvUNhR86xO5V/Fhw1R2rexzNCmuksp0ulxgPVgxup/07fxtktZUgB3jM4uPvZYNX7VvOWahPY8J63QxvdnNxUFrqzeqYQe4m0ySygRHKXLRlfBBIrbKFMRkSqboIQVigJYappp2O+KOYLPL8xbliVgxSApPoCny+GAnXhkKWtVdpQiDDOmb6G8Q1UXhp8yH/a4HlLTDujOTMxc3U2rjO5mOf9PNa9r2TyeShOGt9He+E+qNoEZCvAo0WmCFNSIFFojwVlKIW6I9MGBNdYb4+2f5eIKgoxYsSIESNGjBgxnqm40giuRaCCmpxGr5I5P6haHehhjIxAt5AtK+0KTSAD0NjLJ74pp8V0xMHFiqVa+f1e1r5Cd14OSCsqjl9IXug/X0o8h+z97fv9753/veRigbc7z+ZK//bt6m3e9nJyqdEUQprlapHtEsH5IjQEK32gIl3cdreVFi84iLAEllqSsKzEyg/IzrpZb0S02CYQVe8hTpWxSMRqMsRnspXsVkM2hFjy/gMVq9byN2SpO+JGmVWpREaB3NpKeYsqyu+N1CmSQMWqQdg4CyHUCsAVswjziPclMyHWojgZ79deJ9AKyemy6LNViAgppFhUOmghadB3zvIECKb4PqryR1bIfqM+dmfOfcs3Vu6XfyNxl4tEVSVv0tHG9TIKITJAGI/4DpAcRnLlAG2NljOsw8X+UHewSY1EVjWj/wAZZlSJkNuQBu9GXr1oIx5ztA1QVKCg8hhQd4FeKzieu7X/WWak0CZn6ZlC14A8SvUE2NxylbpUe6i0RnAzaRSCu6oGS13mmtPzApXxGCMHiVcQ6GLhFlrblO4TkE2gtf011Gd6zqKuhraSHFbY7h7UpG2b7I64548zP+8+yZ5o3WNjmyvnc/CJkX2c5bNRjQkCesLIakjOOSPghMLiGYZtZBuhP18ml+regeMcCtw7PFNkX2Q7X9JNxvzD6jtkNx+a+zH2WPFIUPlZoYNOi+fENKANDk1jY7cur8nWQqAdgbyznqzJfvJ1kpJRKGx9AaPM1BaZmJOxn/2dtJ/HfuXzrp/HMB5l27LWPc0pnDESzyK0A55fo3khWOoRfoaox6zJfoXm7a8mIoIbI0aMGO82Uaat29trXIC9ECNGjBhXbB5r3fMQ8QU3RowYMWLEiBEjxjMVz6TRQyh1yamFWsPwkLhRlITGkKKJeK7SqomW30CaXxYLcIqA9neR+LTMpfNpGnn6N1qfjvpA8oH+85X6FUVzgCSYtEiEFSLkxt6uPTXhorkYnydRMpAak2kUiKTPEjKQqD0lYb/2ab872SBR9sHsg/3nzeamSmF9MfmioiV0cZ6cB4tkQsWAaCukaUakdREgtuM+c6FWEkgNGavRkL2ttSrl+yy7EbLjpmiNZZlEMZy1eOa0C6WylLyRtZI21ARFNWjN+Sam38pCJ2sBHLBFRIqbz2FDoZLcr7Uh5oIEadRA+2GxdErVyzZHG7DNpWkrpKeVpBKlOUdFZuK+2/O1kmpybhj1S2PQIK+zZRMMv4+QcYSlONj0JKelAwVp1m7TSvTIc8c2KP6Qx7RFjywpJg1YjEEI5rBNltWyrZCuVHagqK2h67PXjflFXhfoSrCYxae038WYWmdrdd9P69PReYKiAAkspPFlYczc+blp1ax0vzHFqlLwH6l00GxAt5BWsDBy2Gkp9V8SnaHyfXsnHYrC9tN9dS64bpgudHGn9vPt3eaukt/CvP9G5k0YujjPzxU9DcV7KBBe1lTEJUwWUJiF+w+L4aUbtsX9QbHz7Zqoac0g44b7i+cZrH5ZFk50I6TCYS280+wELc9lkTOPc6CN4m0FVsIPG2/SUayL4Ling6jvY5w260Y99/pNc6IcZrlK7c/WtI0YljAMwfx72V6O3im4aBRtkZoxI6QFQxKBlo4XLBI21DWek1NBCTPPg46KUXRWDyiwlhQmQzfgd6VQm5r5xspzymOKkxkd0+7XynmqAreQD/CGiAhujBgxYsSIESNGjGcqrjSCa4tsglZ3xiYV0i1AHlFE4P/otNg8kMJEo7T9/spWEdVhlgA7RUm2Z4mOjJBVAl7uOr9C7+Ij2UdUEReQWyxB7mVenFyufL7kvqSRW9q/XLmhqAzIS7Yc26buZr544UZ1QyG4Lzcv+/PMhvO83fjzO1gfKCkSmFcASZBoBwoBWFEKUkGi+61Iq4yLd6wEiiS7G9vY0Op2qFnSf+NiBCkThv2grxjjB4VgGUOGYQPzszgmr8IhcxZYgVqbV2u5Ks/HCoyHZFa4yKbZbLZgUUJrkhBCMi1CbIsC5DHwyQYVoqACwcVV1BfwszRrYfTVrPhDRhejNjFTQgiFsKi8sqSk35XL1P36ZzJXLzM3cckgXSaRUSsPZ2yMg/edjgWUmvtyAFHhjBJE1iWKmoTHCPq7LP4cSbEFZPZEg6n9WGOKLiaJlgXDueOaZKBPANVFUQ8QUjWGC93vWc6JzokzYV3xVuWLt/bbfYVcymwWkMA6o75FpzepJqPxUE9rhdIdV8fKslYK0OMeQgIMyC0KkXfT3RFCiH6OArRbtZfwkmjpzTXZ8Cb+mt7I31Dor0SYUeiF+wR74xB6vpr4ufbYHSuLdxhB9OdQ3VaFcjCXAOIs2wb3HdbHx6nf7/Z0KK6DaRCeO5A8u9neHMnjXaZ0X6krlHk5mrOtBFtdmaItYaU8mi/p2c02vEJuD89vFLHtNrvKUEPOH2flmcooIHvL0mcy04f5SJyXfA+RBesyuHDTyjIGwmZGE5Hh4AzpMunnscVSZwrlM4TNKIzFrrLLTcLb8ruTmJtHz9wknOmTvxsdWxpIbbCjf/ZecGPEiBHj6xBVlbj7D7PwS2CMGDFiXKF5zAmp62c5rvYLLlCLkKyTCWscEFq5WImLEbIn0Rrsh/g3sLfNFsNqhJFLoGokXQK7w7uTARmF6DY4aFjFXqQXIwkR8K7AvT11pwq5PcgGeRYgDfWiVmYWUsz9YOK3fyl/SUmVvdx6BPdFN4ivY0UPqTK0CWwucR3yvkA6DUgPG1GIpmf0h1ByIDvKUthwjuyKUMk7GbkplvdKxuisXVEy0CbeZcDXg2kFEBi88MiVteU7WWMGZeubBlbHpm3strwJ+qO4bDaMMJxMixArlNcizQGTjZEkn0ULpH0toXFs+ABbXoE4spB6EpbYUhJydK/YxhlSYAHDixH6bPanzEVovIzsZxVwTeMlb9yd2417675z6zIZpOWeJmNHf+N7Ijh2tq0tj1zy+JAlYY4vUCqZsADKS32EucfmHqtj0vVb6bvQeWI/jMqL+wN0mFEW+gC3MWTDivFjESklOE/956A5ULxNmOKwYYWQHkQfgeSX5KfDzrbMSm3AYeYcKTeGPssyV83l6FkDBHjRLhRKCfQPkorSxAGXDVm0O81Q53C39M+Fm9VNJa0FaSlwPbs4L881Ok3zPcwnIPko7xNQ7bP2TPFMP7j29RVdbJfbysAH2TiJXIOnCiR9lvn7fd9546GT9IS33Sr8fm5Vt9S9nLZT1d799xL/vYfuoWor2Tf4OukeAqlm44dAgHOL+YTlCwmtlc/s7Yyec+2RqjnBc17eSyDAj8pH40wv5gC6d4xmQqJRZJBVNvld+Pe+WfQ8wFkbup5EzqGJnsfuP8n7eYz3JbJryLxgrLIJk0TQaazbcWzrY+S2PPea+gB5X63MYUieMlr1xogRI8bXMKbT1n30Q1X/GSNGjBhXMabP2Tx2tRFcU1XOvMAQF9dYY7JRQzXcaK6wR8U5rSxCFdPM28HCB/QwYQ2J/UBI+4XJC4rHJpFWIKqoRH2Y+NXrMl+OeFenyanic+EcsPrE6r0/9mKmKnxX69XIxg92mQfFgUJhXym9ksPt1POxujgqjlSV8rz25zVL/XH2V4PdI4TJL/ILdcxpMh3xArEiB2KCn0MmBpZDyEipWN1a44CR8YHgXUmkUu5H8pTtMRjJMqiyPL9NpgiKGwX00KzCcU8lkjeyMUaFvOiXLExuLXsNRzMUbHxAyIas+uexgCp6WB8D/ZXWmISiAVXhthZNZI0NgFwyB5dQz5A1s+VnS9tc5tFuUE+Q/YCvyfCKFX/MCN8m9D8WlA9YXFrUIYT2sig8EFs6b1SvS7SE1Q7ofofQaMvZ5roBk4WSAaTGmk4oy2t83yDVCjVHe5k+rMYEBRCsST1RFfMwQAiZtdyt7yrE7Lwi5YD28cjEATa5GLuoDZAoGlA+nDeL3QvkDSYIQGWrplLzO8yAJKq3Ttdqrsa9lEYXN8ob6trAGQbnVVrz4v6cFB7RvFfcUxbG/TWta4Vm77k9hXozYiyQ29P0VKkq3Cw9OvlS4zN40hTCmh2hPaQqEHiwmHuA2MMIQqpb3EpuqXYAas5mGYJzDO4yTCyk3S+bStC92863gwYN/a9KrZbBcxVcfgXqy8YRNO7xrMLxdupBEQNjChxmjH95bObjmuwQP+cmQgEm5HlB3wspxaB9Ofv5FLWeguZ0HKSbU+q2DdakWBMbRmADxkdsZoM5CnUHAWtd9CWeU5rAPAG6tLQhF8cbnce7RFRRiBEjRowYMWLEiPFMRXzBjREjRowYMWLEiPFMxZWmKFih9lBs8j1uKoLx10MTcFqPUixIDwdlKZBZRrqQqA6qWIhODykc/FxMCpXW7+K48NSEeTFX8i+QYoHMShfrYq1I/UjHIX2SXA7nu7vl0zxVXqk0mvS6R3qCpVqQJoDZgEhHIh1cFZUSYYfcCVI6UlrlSfNE+bmzLI2UM6MGlWmtkf84bYPz5MIaUwClwhQoMEVFCkcnOqXDVACRJuGiNNAPjBi+8igH1YX6D/YzEveXBUhmrcnXLX9tih+ROgqZAiA4BYU0stgf0xVwv01KWV4jqAT8fdPUMlWPbZkWEGhz9pm3UlKWhhAoKrP3NFR0YPvCSKImkKoO0RgGaa7UPXqcuZrS2Di2SoVaCo2VChLnhH6OFC3+hvaQ+xUHCKfvAmMAbRIq5mKqg6F0sTye6AcsC4Z2QDsG+qWVQcN35djg+ZKkmmyKep0MBh9HtU/V75a7ykABhU/ympgGQL/CPCQNBGCUgDGH9DaoU5K+MzKaoT/BXKMoi5HEIQvs03yMa5LmFRirkAfbdSRDlQzFuWiDpPBt9XDb09XezEiGqzke2pjaHG2y1+4pigUoILIY+bQ8VVKP++t9VRQn282mvaWcFwrRcJ9RmIVzQEGeLLSDPBiMGtCfdtzOaP7A+MR8CukzamzVfjjmQeuvadkMz0uMR5btJGofnj9pPqZXof9wXyGqh+xzMK3A/QUlC8V78tjWsKEtxgXCoNnIYDMXfvzIylI3KsSW7ZcE57Gsn8faOutsHoLGMrY4mmlkgkOBduG5EzS/AG1sY6Fv+xTDB0vzCxTUPvMvuDFixIjx9Yj5InG//Oniq3LRiREjRozfjfOYe07e/K70ZTJSZhCcULHRJiRXSX9BpmMAEdQKVZLRseJBYQJWopKED4L5qvUr/GvJNUUYvygGEfLHhS+YOJmcKOSlWTajYgmsRLFShNQMFk1Y1cpijv3JvpLKkcVLQFQfZg+V8cPj5rE6b39C/uO89oUOl8WlKqyQYuEQRYe0GAj8kA9SaK1Z6aKNlNwIkFZaUWLlam391Oo1IPllg4X4QaYP9CtryWvRKbliZdQDUjAWYRbnyYR+awEckp+SMmiBYkh5bFscZIvinlZcxAVLIfkWnINBFOSq2q66+TtSxc2s4nFv+b5L9KExBVlPGe8jG2Nj9CH7wSYEWLYRZwuy1nUuqF2tUdsmYYMLa+iQmCJYcU22cNW2Y2gOQ1EmF4yIa7HoMSPMNGfJjM1IXsig3aFjo68w0iPf81N9TUBKUfgES/EuZvVMIY7IeK2y1cjgAygpZKww1wIhRSaMLkLvj+ZclQlotU35rJip4iWZfVqXazVPQnoJc85QtDOeW1B8hZAILvoCZ/XwyJkODx1IQp5mHml9K39LFSBL6TO044E7UIYMQKfPmrNRcfJJfaIMKYB2LurFaO629thAq2Ub4/6gwO1Wc0tZtctnFp5jmLvQP9XzmfoWivQgSYnso+xrKPqDYcT99L4yXZBtDikyLsTFPgRymhY68wHzDow9NgnxJ63QcowRKbMHmTZGYjF9AsGVHgchmTCT0VKGBwbJxDOK+7mrR4ZPTVr181jaTvp5LJT0tNKFcu7gdoLkI52OvDfyu/L7tjjaZgfU38x7W8h8571E5ODGiBEjxrvE7k7r/tD3rPvPGDFixLiKsfuczWNXGsG1Av1WGqqP1CBQkNR4CqTHMj9GLF7xZWgVAS4KVmhy9Q7kAisrSGuVhd/2ZGsQwoYEDAwTsKoEEiM5RYy4Ee8VfGKsfqQ0DORNWLppMhtxsyCSfr/1q98i89/fm+yN0Ipr62vKtKKZNGqFfpgNXLKL6kJJlGGbdJKORLPxb+b8wUiDBMxDFsq8Ag8gmdYC1d5DybezUk0haSXLU+RzAVIGjuoG9HWjDStd50iazqyQZduMLIvdeH8s+I82Chk9uDCHFyv/IL8Ux0k1miZX1daAwVpl0kmrT4ueS66fRYLRDlY2TYb9XTCT0xoZG9w3mQmAFFt371p/zGYDcs2oNCR0wDEPIKX8PcN/Zl55wDEN9yN0niwVSGgSsiPMoxP30iLXlmer+G5AWcCDTgOcPSBHqd4vDAqkbOFFfaHswMF/xZwoszqP2keqtgAcx1W+UvOUmocJYX3UPFIIpxyjQOPylf953+2P+L+LYqHtVx3Nv7hs0UY4L8yjeBbg+qWpDiTAUJewk+4ofqxsi9fS1/rPtxtvxb6erUeI8LSaKtktvl7qDziHLk4a/7y5aC+0XTBl2GR/gkQXxiVsfWV/x3ViXO5WZPme3Bghf2fuTJsszAptXiIQuv1qXxsMUH+V+8Oxce7btf+8m94dZVJRxwJUfmRQUojnBuQz6T6va/+d4/Z4hEzCuIi54e3WiHsMlJuzUCRZlqwA/w7nI41L+Hd4AAQ4uNh+9J5i34fc8Ixru3ZufVtWLh2b3Ih562l1Kzw/YxrDM6kJGCnZc8efkOiSmS1klnEoTja9d96tjIjgxogRI0aMGDFixHim4kojuCNUCh+SvwekBUgMKpAZXBkjOqiqBFII9CPvyCsIOI1iZQYEQSAQsBwE92c79avM1dT/fDkTK71GV+KCiwZEYt4MPDYurKRVEkwRsNpmi+Bu07JUfCtYzcqVI/hA83auLBJvZbeUGkLfbEWmql7X7VqhdBDpligAOFrbk22FvChxaawagSbR/VqVA+fLcmOZtwlTgAC/ku8p0NnmKZaHT8naWFQWiANzXgNcYf4uoXPMt5VIHqx+jXECW2KKa+JKXIMiK66VQWOtMoDl8crrZmOCAF+X0V6gKkBc0/GKHRXY9lwk18qaIlgEW6Lx/G+DdoaMCYZL0kgjc3uFqYc9Zki5gFEMyeFNwjww5tpS37Wot0JGgbAT8sFIFiH3IeF1IDZAmZTqhUGjR/1JnItF/lnJg46t2sFymTepX8jqf4i905ieZ8PchXkIfE9w+TEvtZPhmlBbgGMt0oVShGErV7ENVF2OK4+4HSUeMZUIG+YU1CeA4wkjCInKwX4V3Ex85sXQRtOVR1Evs0tdY0FIKQwVJL8W53VS+WfEOhfo8dRf51uZ596euBP1LJBz7I30hjJmmJZ0LpNLNaf3bd2cK0UePJe+7L7sf05XI4UAoKbIxklDBiDX4P2iDyKrc5AMRkZvOX8tTyZPNIpOHNxZOXBm3+/erzKHqNmQCC543kDAoehws/bnctoMiPjJ+kRxrWHaEeK1Yo5BX0YbwSRDPgun2VSdH/OJxXyEsYRjspnMqhnb+grTKcTTjHr4OEj2IYOSjOeQ1JjZ9D+mY0Mc+W/7fiXNJtCWVgVoZJUeQF+tSkMobK2HtHn/KnweIoIbI0aMGDFixIgR49mKK43ghjhj/kexKjK6kMzBpYpFuTKA/i2jPoR6sL4hVdLKbW2Vn1zlYJUJ/hGqQoHOyupiRqWwuiHu6apajSyAUcmK6z9tTxUv9lHmUQfJicUKGbxduXriylBaIOO6wWMC501WIFvrQpyLrJyFDeW11vN27yX3FLIjdYCx+gTCYas/FVJtpJpC/BxehRr+J7evQL9YuQBKBkzUFftrwlqs4CIptJLB4/bpXEdxXhYhtdzU0Kp29B3JrzR84hC3E/eQ90PIK7ji8jythi8j2ISIStRvE19K6h5j5Y++xv3f8mFlWxhOmOWKyWNblCCEXDPSiHuH4wTQ0/O5c5/8qYmrq64tkgGBFuOI28Roxo5skwNca0ZJqD3kPR0O4PQ2cj6i71vOOd8vqftMfQrnh+u3GYIQl5sRXakRTf/GsXFfMG/I+87V9DQ3Yp4DOldUA18VqBfzSOkUoPZy3/maAcmvBNoJfuSD9AFvczP16N6hIxSOpj1wWu9Ud3jbh6U/RromZYhqqfnpgnOP+RP3AFktoICSTw4EbqfZUdtInXPMoQ+SB4pvOqn8Ne1Vnr8sLXDBaUa2DBxkud+L7EIhwbjveF5AZUFmG6frqUJTZT/C8+tee09Z/W43OlMnvwcFh/lqrtDPmxWhwKKvAZ1FH75IL0YZTyDBGC975Z767M9nva005pl2Sn1Pzt14vvHzKCtVDQw4tVJ7dyffUbUv03pQ4+A5i+ZJRo9JB1paPiveqg2MO9LwDdYKGX54K+ZQzFPn88TPY/3fUFEQzoJxm9A7jbSuZ5tvU+MxQor9LxVazXN0qIYkoEUuj/Nu52ojcnBjxIgR410jIZOH31qxQ4wYMWL834/kuZrH4gtujBgxYrxLbG+17hPfUvafMWLEiHGl57HZ8zGPXWmKgrWZGxWESDjbyBJZORC1DbVKkRcqrRQyekAKHakhVXxiUopcFEWpdmm2gOILpOhgnAChaFlsNW2nKpWMtAAKAHDe/X6zXElzIRWIAoEQPQCpnJOcTCe6vCwF6BVbpbYp3Eq3RrJeSFtjG0i67BQ7qihDSung/CAcLaXEmFaAmiMU5Eh7ZBs4HZOyVQU6Rq4EKcVgWsRQHUI2sZvS5CDmK3MAK9PCNZA6bSz7O6eWKWWkrH8hB2OshXEtis4AGgfakX5GGjmU+rd2wWx4IukMEDw3bSPpO9x+NF6Q8hoZM0iqEGhAMANoA9a1zCDRKXW+Voz7ANUlVGzIab60cUdHVV+A2ibpcC2KbaLpEJYWIdse/Q9jzxb2yXtqqQ5sNhIQSLf2miylJs0bMAZM4SS3vSjEs9JDIeoE2h/pXGbZgAYm2pwltWh8W8k3KYE1a2YqPQ7prvOJT+E/cgMVC/cDRVugRUjJRBSpIeU/q2bKfALFa/I8QNPC/I7zlQVpkAeDsQ8oAKAqSDoD+js+cS7SvAE0C1u4DCMFJR1YNuqZgBQ77td5OlDG7D0AhWDaTEfXhKFwvSaL3erG6Bn4uH6snlX4RIEazklaMoPykS9y9XsUJEsL+r3pnpLqCon9gyaB7zOFQPoxUH9G4SDPkZTuxz2VwXMimfXQabqkHI8NzOugi0hayMhqly1zG/Xdftta0/NCNu9qrkvNNsYkKJGmPngvSet+HuveC/pzod1xoba4JyM5QVm0Jord/OXpdzF5bDyn8N7DVEBDewpRPzF2JI3kq5EMiwhujBgxYsSIESNGjGcqrjSCa1GaUDGHlf7hlUz2lFd8LJJoG15F0CpeyrJAOoxRCrEYRCEFF7NQEQ8WddLWtlgXqpAAq0qgALx674okqkMlBwY5Mlg5SjvFpPDHns1mSipHrhxBfLeFU5CYgSVwFzfaGwotPigP1Kr7sB5kVK5nfvV/mPrfbSfbCq2VRQiQY7EWjlK6xhYVWpkouQq1SC2jYLTyVEL1QFoJ9bSFXqHswAjBlTVRprCHV9a0f5ZqCyCWOHZI1gqIHfoRi+8LNNoiv1YuTUmKEco1KooyxVLymvCJcWWL2uT5jeRqVN1YEpQZC9k3WgTBFnQqVNEUpPHcgGJSCVqasR8qLuRrSrq/pv35KWFygWQge2Hlb0JSPDhnoH02QyDRKpsJ4HshDENswSEX6w0acKKJdF+z0myy8JbbHEg7ZVjk+AH6zkYuMG/Iy7EFKc196D9A42FQoZC8VpvSABk7m5ypuVFmgzCPsmQiFZvJ361Wfk65UZPEVrY1yqhd5n5/y3qpZKdwLlImDfazKKBiVJb6NJDi/vqaXVWAC5QTRVMSEYZNLMtAQZpPFCMBUUQ2Dyj1uTsfF9NSX4Upwovti0p2TCKIeAa82Phtbre3R8eGtfHn088rMwxIwEmZMBQan9a+HZN1okyADibDtmgT3DtkEItCFK1Rf8QxcV/KKRWFlQOKiv3gWHiOAzWXEm3W8pnPL/Xnt52RKYbISCLLiIIxeWwu1KZnMs4XWQnca5ttQFiL8WBWbUM0ApmW2e5uPurGfvevUGaGnz3GCjhk7oL+BdQX2Qb53oVsDc9pOC2TVVfvWqIwdVT4a+QnnxYRwY0RI0aMGDFixIjxTMWVRnCtJWhIPoL5e0YKCiia/I612gTyAjRxu9oeoaj5JFdc13k1SH9BAgVILmSZIPn1aDlwyAC6lhVDHEqCZK8ZENwX6xfV/h4VjxTycjoZ5F7qqb/+dbFW8jQSPeaVLZk4QBLlrPRIyRvuDd72Wn1NcbKw8MNqVqLHB86veg+yA8VrgzzYJBvQFbQxPnnVTqiQkpTC6pGkVjatOBVaRTygkLi3tZQFEqw4TEYWysqhqP0BnWzfXaqKkXTD0WIUNSChwoYCgetFMBpHqI1FXiUaZyVerK21vD7Lm8L5SwRA3jN5bRLlBQLGsjnJu49l2/Yhm0nLP7OWuhLVsBkBtmwW6370uctl4n7984lbLjWCz3zgDZwy1Z/kNaUasdiUnZAxkteRphV0r6yNL6O8MhuBvproawyh59Y8h62UBYKJa+C/QcQ/H2dhgG7arBayPNcbn/WRXH2c31l6puZYIEMS1VkVK83bbQZjgnydK9MCoMZcNyAu+ySjrFhxrGxukbmS8xzaS9k6d0ikm454xchwgfeKvgbDC1lvAXQf7cuGQ4LTC5kx9F3wiIGey7GBOg+cwyvulf7zdnN7hCLj+pCpBEInkyWHid/PrvOo9GV1qdBfnL/kU8OqGCjtLXdLP0+6Z0m+rfi6uCZIZsrrhmkSJPOAuMOsqT/P8lA9s1kmj/i1eN51cZz6+41E183lTfWJZ5p8/kJe86g8Uii1HD/IrsK2Gii37HN1ZYxhQvO5eIYAZWaJQZKrsyZE8vuYxy6Xjatdy3O1kkoTtRJyjMoMachUS9VfiGcHnulcQ0Ltj+OEJCZtLYLs808ziHimXnBjxIgR4+sRZZW4N97OXPZVaDDGiBEjxu/GeSynYq5nPa70C67lpyCUDSuqVo0wPa+6BQrG/MVGr0LAdd3PBovEm41f0e074i8V5ci8ASsyrFaxCgFycLAeVoOL0q/o2nWrKkfB3wJfrItb9S2FEMM+8n7qhc+bYlgWorIZq2nwrCQvbL/aVwjEerJWaLI0b3ijfUMZSOy2u4rPJK0Mccy7zd3+83rh0ZnHra++3SoGZGOZL9X5AWFWtrZAo0AZJq4fr2RDnKQmbD8oN7VIJlasCkUzqP4mNQF5LIsecvZArliB2BrObEgwe8SzDKHRxjqYjQSMLWuo0t7auoYqV3n/NI6sJaxqW6NoIPljnH3BPW2NgLhAAIDyMmfUcI+VMYFBuZnTDEhGgpN0bHttIZWLfNK6W9db9+Bx7aqq+4b+brB6GX2G5h6JQqDPbULhFTJi+HdcqZxsPja3CVBaWD+HUBfDVAspdzAP2IrLy/5OXFuef0wNQxfFpFAIKzi3QNckQoa+BT4prG+XKz9X5FvDfpsJoULLWqFZUpy+WTeqzuFG4ufUg+pghKDh+0CAgTzDslUimbiXUDBArcG28593JoOBxN3lXZWRu0guFOe3/3dzqZDlaTFVyLXkKYOrCAUcoJ1QnJDqDFDkwZx90B6oZ4usMbl0l2oOR93EIhsQ8QfTB4r3u15oNQn5zAJSCNQXzw/UdFx3A3IPdBt9GNetUHPKxAAlx3MOhkbyuQGFH5wD7hdqTCS/E9lFVp2hZwGel5Ini22aqlHbvOBe4G2Q2QTKfdacqX4k0V6lXuI2GxPZv9mMIZuzpEIFiLYpJq6fx54cd5zhZFSjIs+DM5qUpZLvVUD0eZ7BcxaqMMKEBmg6kH0+F5oD5HWzmswGE6/+V9HoIUaMGDG+drE1a93Hv6HqP2PEiBHjKsbWczaPXWkE1/LVrB6c4hUm5m/QUhWVs7aqz3IJt/IBcYQd4X6zr/YHzqzUFTxyR1qbkVYuEu08bo6VYgGQXKzSsOqWq0LmoGHxhUsjy16JbsJqEhwlVPN2MVlrC2Fw6IAqnLSefyav7wvuC0rPD6tXINtdvJC8oKqf77YevXjLvTVSUYB2L6qgWVNTIG7M6QIIS7bDrIMs9HDtatFamapVIxBb8CoD1fmj1TVQNaCnkutGvFRWdwDHESttWQVtVt8hC1gOW31q9qH2Z7iYzNsNIMK84jccZHkOzFk3yDDz1MVUgn8DKbE/y/vAvGrws4zqg7zeUZtYVD2Aklt0WqIazOUGSkI/K/UIYVXb/b5ro/6/ACptEdsR11WqfFg+LdBjZCOkUoPhSNtrpRPRHGPDe1bWskBk0OegdgFunOAV8/mCMwuERSg4YJ5DHQLPQ8RxlNrY4PnDtnyn8vPJtfTayLoU30dfAXeWK7cFmoa+tZPsaO6tuD1A+7gyvvYI5lF7NOIewuoViB7m2rIpR7axuL/IqGH872a7I37p0fpI2ZZibpQIGuZfIF/gziIJgcp8mQ3EfYGGbjkpR+2J/UEPFsgmbHklgjupJ4qTus789T+e+OxbF2fb/ln1OHms+hG+21ZjBYdrzTV17262N0fPbDwfL9tLrd1OPF45H+N3ULLA+JnX8zFflxBgZARgcc9W0N022UplPKDUMU2nI9UUrm8AIknvC1DIkMjt9dYj1KfuVGkGv+Pe4W3B01XxXjj5RlM8ZNWb2HksTfv/rBb20zI6cl6EagXPHRa5lc8oiNMgM06fIc3zIfmlM2RyfDw3HNzptHXTqW7IsnSuy2AlSev29robQI1B7X5J/X5nu3XdvcgmQ2Mtlh62L4rWzaat26JU2yStvb1d/93W7ezWbovkPWbkt76qJ65tEzeZlS6jCZ1TvevK1WXu0qx2xax0E3qQTpOla5rElQsqRthZu4poASwJM5+4tkldPi1dVvj9FZRaqavW1evCJVndH3drmwrJtivXjYc5iWlvb1VumybmLYhmLxrXdPstKjej8222/LUsisqV3fkmXTtUbgZ5s14ObOWWS/Inn6xcTpNQUhGNYVk616XCunaBTFDhJ8I8WblqPe3vzXS6dtuUVutiXVfuckHpoGndt5W/Rv+5WqVuUXcP0dZtTymNT3N32TZuvvCDZm+HHoo8eFp3Me8GSeK2pq1LCrzE+O+uSue6mo7unmFVOxQ84bvO7e40+r2y6w7LxHXZqemkdRPab3+dbdNznVbrbiJp3fZM02GypnEXl/58d7Yb171zYcLuBvRimfT9uNtnt29Et5goqy5F28lVtf052cnP7zdxW1uN6zxIMtAjkrYvkKrKoX+n4uWla+bVsvtN6/Z2QZMYYn7epbMSN5s1rsiH9ktd69ar1HXdK8/b/u85tVTV1q57l19f+n64s1M7vLetacI6mbf9GOjOpzuviXgjWa99G3b3RjqI9f9qnTuj59Luduv4+UhtMV92KeOkb7/pUMvYt1v3zO/auJ8jhvUoX/D5uT/Jna3W5TQH7G35/tH1vy6K/lpb9YLbHa/rE74N22FRQRd9eZn2bdi5CGWF7mvlOnHrMunbsDuOoh80TvVvm6K7XCSuy0R3bZhRqh6dtapFG1L/rvES3CTuYu73u7vduJZ+z6nhZbffxE27fkjfBQe5SlK3RP/epnmS+nm2lbhzOt/tSeN2qNC1/zkt3arM+hfPLKvcJPcvazkVKLl17ur1rBsQLp+R9BcV6U6bpVvR3DOZlC6fDkVm1dTPWV3vS9Pabc3WSji+62P0TuEmW0RxICpAlhWuXlJh02Tp5x6ixRTp3DWd+U7dLY4at0XHbGhu6/r3JV3r1qzs+zemgm6uXK+oiKcoXZZXw3xZJq7pXlzr7uWjcVM6p34/2brv4xfUIbu5MunuCTXjNO/GRu6aOvP7LCo3oZfTabpyTYUio9btbIkX3G3q4Kfd3hOXz1b9NeUEZGRl5urVxLVV4ZK8dNl03V9/3ye6c+qO0d/i1k13Vm627Z8X2yQNteq+2yau6J5VeeMmwvCgvZz4Z2Dun4E5iojbef+dZu4HYrG7cAU9F3DsZNGMnoEJvbR2L//Vunu2Nm6yVfILblut+6lgeekH/2yn7DqQ7/90vudV45o6dZNJ4woaN8UOPW/WDc+z2zu126b7PatJ7uuc+uH22mGtVxBFpXu3bqqsP9cJ+iEZUCyq0q3nXZ9o3dZe5XYg0dkvnmp3eZ6O33EmXT/D88y/4/D8tSsW1mRccXEp3nFS6vM0b8n5q5/n6buZ88+ABZ4BO+3oRfl83k2viduaNS6l9sK1L1atn7/oOVoLsKnD1OY0z+ztNZ1njt8vPaPn56l/BsxaV9DzDs/KskzdakXz17YGJJ75F9z3veLchz+seZJvvZO4X/tV57a2nPv939PwDcDD63/8f/7z4x+r3eFh50Q2fP/Tn83d2/cS98Ktxn3jRys3pRVvkTTuyZPMPfzVbjJ07lt+74k7ohuwR4P4s5962dVV5l78wInbv77QlYtf2nJP3jp020eX7oVveIs5vV1F7vJy6l7/lVf7nz/yrQ/cgiZAvLR8/hdmbjlP3fX3PXYHd/zq7zpx0R6/eeSOv/yCm+2s3Evf8rprtr2awu2dU7cuU/epX/Nowcc+eOEOiZu1SxzXR587cvOLLXf91pm7c/tSVaS+MU/c628ducmkct/0oUfKkeYoadznPvvB/t83X37DXSNXoa2atHK/fM2507vOHb7l3N3P9b+a5Z4bfHD5pnv82gf7SfVDH3rb7ZVPeL+Xywv3s7/iz/fD71u67e2F4jf95pcn7uxt524eNe4bP+SvIaWXwuNz537+075Nf9+3liPU9Cd/sXCLuXMffrV2t25p7uMXXk/dl17L3OFe6z7xzaUa0MtF23+3i+/45soRfZD72s/+au5OThP36ku1e/Wu5G22PZH/c19K+5ek7/w2etHHy2bZuB//aY88fMs3lm6ne2kRL7i/+pmJe/AodXfvVO5Drw4TYIf83n+Yul/77KQ/l+/+xHo04D/5v2b9xP6xj1bu6KBRq/HP/Gbu3nkndTdv1O6bPlqqv52cZu6XfzXvH9Df9QnSJBZ//6mf2nartXMf/mDpbt2sFXf4i18u3FuvFe7wsHbf/M0LxXvtXup++ed9//n2b1/weAMq81Ofytz5ReJefaVyL71YDc4/zrnX3szcb34hd7s7rfvubxft4FpXlon75E/56evbPl6NLHQ/9au5e3ycuJfvNu5Dr2qO8jv3U/drv5G7rZlz/88nhv3yHPETvi998zfU7holWbrF0Td8sHaf/ULujk+dnyM+XKkX3MfHqfvFTxf9HPHdnyhd9/qLY3bxEz897RcoH/1g5W7cwPf8ef+fLzv3+lu5u37YuN/zTd05JWrR8nO/7NvwO7917TJTIPLTvzhxF4vEfeCVqu8z1JF8G77l3Odfy93+Tut+78fp5YxevLtF4//6lL/Wb/+m0k3oBQD9/xc+U7jji8S9cqd2H3gJGrl+XL39JHef/XLRt8t3fYxeSLAYm6Tux3/NvzB+7KWVu703cPgP0tR94a2DDkZzh/uX7u4Nnwm6TlzE9cmRO3n9Iy5Ja3fjA59VGtl1e8994Tc+3L/o3bnzyG1dG1DUelK7t+5fc8eLA7e/u3C3bvk5B2IP88XUPTjxSOrL3/Cl/vMmVc/vpDvu+LPf5upy4nbuvOGmR48GgCF57E7v3XbuQQdALN03vP+BQl6Xq8z9ym94VPKjH3ri8rxhBPcwLd0XP3+nE6l1B7ceuf1bj9z15TFnn+YPbjn35sQVs5V7/zcOSjV76aP+xeuXvujVDd73vkdu2r0oUZfp3C5f//Jtd3664w5unLqbLz5mN7aj5MKdney4Lz7sXmYa9y0fHbJvyYXvFI9/2q8Dr3/gTTfbv3TXSnJ/q1J39oX3u+X9W252/cTtf/jLbkpIdYcqL0933Nv/Z79f3b78LV92e1P/vV1CcH/tZ2+7sszc7fc/dvs3Lt3+atBPP/7CbXfy+k23dTh3dz7+JnOjD9rHrrycuYc//zF/T779/7iCtNv3aGHz4BcP3epi5q6/79gdvXiqOdFv3XIPvnjTTXfW7v3f9hY/N1f1ylVl6j77v1/uf37/xx/1iyKphDH/TO5On0zcC3dW7pX3UQ3IzG9z70HmfuP/bLnprHHf9olzd2390J8vAUSf/v/5Z/bdb3rgtvdJyYGu6fVPX3dn7+y7/dsX7tY33lfZx/uPG/fFX7zp0qx13/T/PHQvkL5yfy3N3P3UJ+WK27n3vejcRz7gF1L9PewyoPec++Vf7xZUzv2B7xKoJy1M//tP+J+/5Rsad0SU9pzQoNff8JPcrRuNe/muUIBJUvfkOHO/9OuTfv76rm9fjTJnP/GzNH99oHLXb+oM6ee+lLnX387d9aOmf6bV82FePD9O3M/+vJ9nvus7Sq+/S3vu4qd/auIuLxP3gQ9U7sUXkXHz8ZWv5O4LXyjc/l7rfu/vxbPhvb/gJm0I+74isXOY9QguZCg6GL5b3cxXAsEFvE5vupdLQpP2PYKLFX4X5aroEdztrdyjIQS3d8VlHTozW15nBPeO84UDd51Pu++Wdzrow23tNT2i2sVF5ieHtN7uV69bee7y2ZrJ/l3TdyvTDsH9yuorbra7cver+4yu9Pud3+63+cbJq7x6BV3hvF73CO7bB6/3CO6v7/56//snW0+6mblHRLv03s5W7Q4obXI9JfOF5YuM4B4V/mFU0/5PtuY9GnIxOe0RXFnEtLu16xbLibub3XWTydq9v/ZSM99bfW//+dLFRwYElx4C1cwPhv/V/rRr1lvuk8WPucl07b6y/grv98nZ4/58j5cnPYLbrkslDbNap26xqvsVYkGraRR1rJu6R7i69gSCizRx9yLVobDdgrJ7GHcImYxu1dlNyt0KcTqpTLGRYwR3f8sPOtAhOgpEh3C1VdajhDnd8/7YaeoR3HmqEC4uYmwzRnB3OyQ11VSKbnVer1OP4E4Fgus8govV+/bWOJV81ne5xG1tewSXZWVS5xHcKmX0kYvV2tav3nskqnX7A3uF43Lu0cetSdf+3RFo8dfk/Qq7rSaM4LKpRFL37b68JBOT7S61olfhTxbrfvU+mdQ9gst21m3NCG6S1/0LLGfIuq+2zp1e+H0c7KQ8uePlrEcf68RNisYjuLzSbYc27JEKkSKjRMU5oQ3d4gQIyO7MuW/8SO1+6ddyd3rRoT5uhOB2faE7buqSHsG1RiRnly0juMVEp+C66+z6Yte2HQIip+Wum3f9u5vD+v4Negy1VYfgtm3qUfBct8OaMgmdYhcjuGz24RHcDrHtENzuvGWx2HyR9MuQDsGdUD/koiaXMIK7SxnZfEamN7upO1+mbro77RHcw8kgcXgzudkjuB9uv6lHcD+avk8VJG1X+/0c0SG4bupfjN9O3u4/v9h+0S2XE7duS4/gCmS+o0GUVe5Wy2481W5KL+JMF+kQomN/jPcn/oX0heYFLnzqENw0yXsEN8kqFuDv0tcdgvvF6q3+pfu1iX/pfpj4F57ufp6tiEY269D1DvTYY6ODDsH9+PzbXFqse7T19uo2F9N2CO7n2td6BPet/d80qerEFQuaq2dZP97RJxbtkhDc1O25iSuKmkGI7rzqKnUP0ov+O/XO8ILbnvvvH510bZ64by0+3D+rPlB+wJ//fM81hOA26bJHcM9bfw+eFE/6432+7O5F62Y7a/fGln8pP83IBON0q2+Pb159oEdwX577l8u+/ecT15SFW7iz/hm4W+9yCr/t7s3cUxXy3blDbSsMjB5czvtn4HJ2zM9ALJAvq6pHcJfTix7BPXZ+AXFcHffPwPll3ktybe1UroKBBkl0Ha/W/RyRXl/347k/z32//2aZ9QhucZH1AASkxiBzNr8o3Ev1S266XbpDsujt5vX+3s5zRnD3p0S5owzqetW4cj5xi3ruZntrNgfp4q3mLTc/z9wnT36cf7fzoe75omkIQHC7MdIjuGAm0Bw3p/l2d68br07bMheF+4YP1+7/fCl3TUdVoA06ShcQ3DTp5pl2WOTR3NplKoDgYhGCub5cZ/381bZrnwkVDJ5y3vQIbvds6xBcTD8Ymx3iDAQ3NxkoILhduhYILmgRv/mZe+6ZRnC7C+9MaXJUQ+MhlvoHydlZd+/pb/QiC9rnJb24yBfcgr7foUPdfxnd/JRedGf9nxN3eZG7BXHIlsTr2p34bcvlMOuuiKcyIW5al1JaX265VrzgylheTN28S4cJjtEO9d4udUTZEVcSB7cGtaBOeyR4TpWul8KlrP95kTGHcou22af9VmXuVlR5WtELXknOLt1Ds3uZVQ5MwhlovZ64svTn0pISQ/9y2+9s6twayK/fb0Me5d296VKNC+Lb+nMczrlDRcoFoUzkEoPoUq7dxNMfiiqEOz0/xDm9OA4vuMNqcdENlO4/E91t7ya6s0vNRZX8JLyQdo5W/X5p/93/dy8QC8nNYuUCP3BxThkqcwUy2r04hrjC3f93E0b3H0KxkNrEnV/odBb+1oV/WdUvuNhv9/JdXiR8HrofdvsdtxFe0pbLtPfiwcKxINSieyfqFocXF5l4wVWH5jakK/DXhP2uuvuaYF3navWC58/J8orxD1BQ/P40atrdmw55Zo1S2VLdHHEhkGrjbti9OOJ+XFwk7t6joS+iDQXFk+catKF9wQWi278Ek8anVVzo+vf5ZaJ42jL6vsQvuMPvu0OgDftjoa3QnrTf/t/GEc23oX8AjZzH0tatysSt6GZm4DDTcO37N82lOcaE0CCdr1NXiPloB3UN/ZjL3br0c0JFXNymoTqHNnXV0v+uJFWCpcgkrdeFq6SLHC9cK9c0mVuS5q3UDQWDc72gY5ImeJ3Qii7plBb8VjW9DBHNv/9b2+2X6GQLMQ86Spcvlv7actL3htNXf11l94I34Wuq4BpWdPtNeb9y35gdV/RMQX9aivm4rvL+P0dcVD6vme/f88UwxzaEqh1RpyhX5BS2pnYgmkB/rKoDewpX0bHWpMrgx0jSP28WxP+d00O1QFp5VfS0r+5Zh0CtS/fit77YcuvK/60kpQnu/xfb/EwuqV1bUmWoOgCKKB94wa3Ave2egRdTfi7jOcptepm7NWUD50TnqOk463Xq1sR2wTO1Q7P9sf2cVpS+P02N29hqXrglqT6wUynmvzJzK+pPJc2TAyc66WkOC1L06OJSOFzadxz07u7lU81f5+MXXAy/SxqX/b2ha50UXTbI828Vz1sR0vxcgSmIaxPo2N1LcLe4ldeKuQ/zl3zBFTLD7ryjYJgXXDwLOgCmpWe71dnt5y+ijkm+9jP9gssPDiETNBLoNy8rXFgRENIHGsPmEHgJhAyMKELA946SI4XkXq8HuZNHiacM3C88Kns5uVSC0Ciokt9H8QWsF1n4XDxJIUX2OPWpoTcaWkmvT5WxhLzDSMuw1A5ZBkqpMxR8lB0xVQh/ozBNFk60hAbBQpiLjALkcqRuUEgGGR0pgA4ZGi5IAsFW9uUqfN9ZxF9O/KAoNGEJKIWQmaIqnK+yOoScCuxyYRxB/UoW8fBstCE3omxo8cJAv8L1Q/ZHvuhYsxKe2AJSU0xbyEyhknwpSDUqZ4vhUKgnC3TQJiwujoIlKecGKTHaBv1RFgooMwExOYdMEfi6+aVYv8SGCrKsrW2Qt0VNwf0IhWii0+F6+UWJ37HHL4m2WIsLW438nDp3UzFoX4rV36w9tHzBtUYR2JbuN2Sv5DXYYkW2GxcBTiMjoVTAqiSIABJgvBMgAJtwed9xbBTk8EOT5ifMe7LAB0VMp8mpOqfZaig62l5tK3tfLkLi11rnjlI/795MPVq44/x8d5kSL1Y0CL6H+wFJLZgioEhMyiii2A5oGYrYYOUqkTyMiQt6E0BBVb99x1EWRWCQUONt6Xy7eDv36DaYPch4oSBPLlZ2i1011rANiq2kFS5uA6gAeEFFAVj/b0IK0fem9VRtK+d3zGOQngTgguedKojCSw2MV6jvyb6BZ99J6hHQJ6mnu50RVQ7IszQaQbEi6ALIAKYEBsj2wvMH2/L4F3gLnmO4lr3UPwslzQr9BOYduF6MYUjJSdv7UITmsVHhPMZ+oNjemRdGnuIwrYn2tzbxobnOznFc3EuLWVj2yuBj8COP5nGxUh9ZE+N5K6x7pd38u8V7fxWOESNGjOc0uoKM7/sDKy7AixEjRoyrFnvP2Tx2pRFcKynBchRSNgirD6wSsFjQNR4aPaFtWcZqDKYwjxYWk5CCARoqV60nhV9lnjmSVSn86vNu7VHbLt5HXDTIpkAAmjmoVGjR/y31f7vnPAflzfZNZfcIswS5osL3IdQtDSmAFsJ6EPaMQGbOsrORpNj16rqSDeNVlVwyIUtKKz8U10GiTMqwsWQNrWghyyOluiBNwva7sBAkSReJytpVJ6df0Q/U4lYjd4wQSitU/A3IY2rSLOLY/P1UnydWrBOR3kQfkRJa8rpDMi4saxVYWYMjbLMQ3A5ZIGNBKCzOE0iHLC4Essr3A7vBolykgvlamDFEbSfSEPa+sOIIrdRlewAhYYk3g27KFb01bWAkk9DJkEQb7hMjjQFktENFuv+6bbv/rPyg/Lftn3zdYr9oTyvNhvsn+z0C+2HDByHrBEmtEZILlN5ttuKEGYA1x5Dthj7CyKsL2ARDoYSQW6BVbEctBeKhdkGKMGwqIsblPPN/u9/eVyhnSmlMiPpLeTDYf0NKEZxJaSKBa4IdLySmZMYCmSmYFkDWClblkMKS8zrPqbQbILewHe/iuPUc0UfOZ/ceN/5ZcLkaUFm0F7JCfJ+RehayVuCcAnFcUbU+xuU2UchkOhpGEUDZ7jX+ObIiVQSZsbHILWo4+varfPtVq0qNXciO4R7I7zOi3uqMFZ+3uL4niUdl32nfURnR/pzTe0pec770bb9cU7GYUOhB38X1WnlAyE321wvKGHHkMRbwPJJmE1z8aKQO5dB9mD4MyvdhzBWlsTU3weco1HAQ1kCI33vwiErScRaM5rFuPyrzLeYmfoZQu4VMbTBX4L7auUmi2FaNgbNieDZJrhWdEuYOK7Vpr+vdIiK4MWLEiBEjRowYMZ6puNII7sgSM2BvahEdBlOwahBIPaMIqAwk/g2KBaR1KfhFW0SWx6pEroqwCoH14LQrvApxZ7r9tH4/B82BsnKENe69ZKgYhFHC2+5tJVwN5BbmC1LkGgHEBILgXVxPrivRbKDTvA8qOpMct931rkI055P5SAAdlbJAWI/qI9UusMxUbUGHnhE5n80shOA5kBZriSsRYfD0JCoj0SbYvyqUyyBuku/E52f4tdi/zBqE+N1yH/Kc2CiB0Bo2mwAXVVrBGsQWqJLsc8wjHsi3/vchS0aIf2/grUrOG1vyAhklBIK5zYJTa611LTot0RR7bHtPJeK40QpXtr3hwTJ6ECjaGvSOk+D4l9fXfXjdheF/ch/yetl4xtwLZQrhxsi3DIuyynMZviz+1oZRaDaXkJef6e/AoIH7SIB7ztfQjjm4uK5pRpbknWSD/4OaM6QZAkwAML7PkrPReAc39EnmkbzL5aWaKyWnGeYNN/ObKgt1sxqMZ7A9ENuz6ZnisV7Uw9y1X/pM3G61q6zDkU2AAkMXL6UvKb7lSXOinh9AeCVSCVH/c9IPl30DczYQS5gPIEP3xD0Zodyol8B9hwGEtOpF5ogr6ul+zXO/j8V6Mcqo7S6pAA8lEYLD/3LjVRK2qDAQnGkcR9Yl3GpuKaMDjEe0DQwlZNu86d5UmUoguf05N3P1CT4tPlU9BuoEkGGgLBaPGdH2KALjrB7mbGoA9UygQrROtk32ufN84P/CsOjh5KE6FtoKdSny2SyD59sAN39jtgpFzqmYL0DTTbzNeDeeuyLjEO+eTZLwnDEorTJXAnIL9ZuArS8yb9ZsiI2ASAVL9i9+DtA5yHclW7/xtIgIbowYMWLEiBEjRoxnKq42gmt5lUAthNUkW3aiGo9WHiOkS2wDnhhzx7AqJn6X1KLFfoAeSsQUqzSs7LfX2wph5VV3r1dJzmgk2I1zwf7eaj1q2/878f8+JZHoy5osDcnMQRYZMq8O3EZaTcEqUFakgscGNYVm7b+7NR2qYXm1BboRteeStEAu3eWo7XFNWMXfze8qfUupeQjkAcgEEBPfkE61CVaCvGoUaAXC8pKs4kbIWhX7y+t81I6MOFrekwhGu+CqY5BRpWRgkEDbX2VfHiTEwpWwSt3B8sxYQm/cNtYykZFwsS1QeHCr0A8sQt7vj6R2LNIu0UrLFbb9SXKuLDfUKmKE1DNGCgHgugpklNsayEI7RguAgJ5fOPeTP1/0UjbyWiQybG2Brf2w7Cs4T4vUWutmOXZtP1LVxOjmsPqlOQf3XaG/RgmCP6jPSKSGMwvon0B7xTiCagJLDtF3gGyBz9nFHmmGAu1CJT8kClEVL/+NbBP6HK5bynAB1QXierj2tRFbnaau00hyC0MKmvovCn8OJ7k4NvFzt5b++3eWd1SNBGzHpV072hx26w86d4gOvcs8etfFaU6GFiRDxs8aMdfAivd+dl8hmvNiPrLqBQ8U94wtVKGaIqzoUfWPdkA7rsiNE7UhktON+3V9fn1U6b9DMmtAz3Hde2v/nWk53B/0ATw3wR2GwsGD3LdVF18uvqyylo8qj2Rfwu2ul/8z103PNcjFKfQSCYU0rL4CMyE1/gwvnXm24hnTudHJjCfzTutx9pPvO/0MFQ2JdMo6G452s9rBJqvekGJMRtkLzGOruuPhNkFuL+Zgfr4adZ2Qko/N/sj5gS27qe1s5kzVZkBNBzUk4ln5W4mI4MaIESPGu0SvKdrpNAYk2WLEiBHjKkT7nM1j8QU3RowYMd4lOneeb/mGyrv0xIgRI8ZVnsemz8c8dqUpClZ8HwG5K0UoN4UpSE/IwjH8DtQEpMu3q222FRwVEtF3UOgFw4IuLnKf+nrcPlapC6R2cnJH6WJez5UMCSgE+BmFETK9gZQGinqaMiBzlGhCNwqHpNQMiivO0jOVcsH1yxohpICQjkRRGYruZKoNVAfEkfNFZrfSWyORaxQ8IHBf2EBCFCYhrQcpGKTlZbrcpm+QCmaZIinvZGS3OJUeaEcuUoQzFqVdZD9Cqgp9gfsnUsFS+suki22KXabLmaJgUvQy9Q25IKSJlci+KcyxKTtbmKQMJExhkh1zUrKK03kmjYW0bCg4pchfGa+9OeWPa8K2ouBpk4QaF5JJShIoBYE0ndhhH3nRuhdu1e4rb2a9G16oYMyeJ5uMWBkySbewDmwhTUIKmypU2wakgdQ5Sbc604ftvVQyi8YMJNSO2BzFZaAVQQ5QykXBXIGdrei6HzQ+Rf129vZoTsRlTlM/R+xkO6N5CWl3FINhXEqJMtBsQOO4bC5Vv1w0Q+ofcoooikMh1cu1L6y6Vnm5MGkgAROH/XpfnSf2oUT0Db0O31XOTiRRdtacqXMqi2FbNiKg+46iITbOIWt6SZHD3AA5r4vkQn1KOgDuAWhhkhZzo/TSmHv1nprDkbqXfY7pasVMFV+9k/jCsTcLX1DWxb3inqKtQSoT19qfT73W825m5PKEwQV+x+YBdP95CAeGHKhHvC3mRkEpYvoYTHpAp5PDiU4Zz92LRhst1Z0/rts8P9o5Sc7JoIJZ+gLTktxY1isvkn4ee/3twi3bJCibOaLNUX+R184FxHjmJvo4bNQk9o3nDZ7X4oCjf9siYTknyWftu0VEcGPEiBEjRowYMWI8U/FMILhWlkmhK6Z4hQnU2Vj4HkULIONfK69pK1tCH+TqF+LebFCQCZmb4lShsZDbAJKAlWkXi2qhZX0oUGyF49liN7nahGC1tMnjFV9rUOpiuPUwlUCR2S55s7NlpCjUsOYAaCugv5C0kYUk2/W2WrUftodKnqyL19xrSsIGxSxq1YgCJIOCWCkjuQ2vgFuDLiqHD9022I8Sl7Z9jAoFQ5aqQI3sebIgvrRbNKixLRh4mm0sE/nFpaBAzKJ9LGElyP/W4pHNLLDSbjfbI3IbUX+VVrCMepjls7RbZOTJFO0xMi6tfwf/WRVAC+R4R9swgm2MOZSEIPoPEIt2s/SXI6QC8jpWtFzed0bWYZIAEwvRP63tMJ+TLI7BtqYow0oHyf1wfzFtpeSNgHjjUPb+i3Ma9QnMnwIh4zFLjxPI+UFK8LD2411laugUIKkE+1mglbLd2C6Y+ivmEdmX5+VcSQ9CohDzkrwuGOXAJOB4eawKZWV2CBkpFLugPfZaj1r211ce6jmC7hOeG7KIief3TBtKQB6yizcSLw05r0h6MbtQ/WdZDOeZTlIlb4X7w4iwANLWS3o20a2riko9L1Do3P9u6X+3WC0UOnnoDkeSZ/vtvpLDRNupbEJm+h594Pkp5w/cXzbwMVkEWbSGzCTLecEMJlAQZYtAA14qw1yN4jyj1ifnQSDp6E+4fjknsIkIZVmB0uJnWBfLe/hu84G9Lh7zqXnmZ2I/eE5hyHSfzdimXH7fZr1lNpXfOZAFwjWjeWT20xS6AnnmTKmYAlGoOTIoEsi1fUd6WkQEN0aMGDFixIgRI8YzFVcawWX+IlYyRoxe2aUaKRugDrN04EfBwhDi4IfNoeIYHWWD7SPMCoCYYSUp+WyL1K9+HyePtYQTnThsH6U4OKwbmSfVePRzLx8QA6C5jKaAx0VGD0rmCEgmQ9ljvg+4vBDhPqr8de7UOyNuK86nmBVKnBorQUjOSIFuILj71b4ylNhLh2sCaryb+89FuRghwryqxgKVrt8ikQrVY8BEt73iHRoEN8SvtOL91lBAcaNg5GFWoYy4tZuF/q3ZgOJtEqJqpVQkssG8VCsZY9rsaQielblS10toGlAf9L0Qp5n5XQFq6wgtZLBAc51V+9ExcC9DsjjYhpF/w3GWouIWGQzJ6+B35Tp1X3otd6uSjmHPV0rboK3oIoB8SF7aSKTdoLSKF0hdhI1IgJbINjLC9MwhBLIrhdLBvQZaNcDbI4F+KRAvkVuJLIF7iwwX5o8Xam+GcL2+PkK5zyYkpZU+UHxLOY4w7wDtwnmVeankvbp4XD5WqCKuG5zPfnt3oexy31h7pPSkPhkhrTgG6iQg+ci1AaKNOGtgajdmlT/2shoQ1+PMH/tV96o6z1Ut5jm6V6i1wLEv5x7lzorxeLfzULMiaaalGBvrVj2r2HbZZMLktUAmDHxbmBXJ64Y5B/o/+oHMjk7KiaqBOMg9Yv1C8oLipPb/rrU98nl2PsrmIQOEtr5oL1S2lPnb/sTUOwDPz8aGWrYB15rAeID6hnxugCMN6S/IpDW5QOxzk4Ugcwh8SplBmyWzVuE2cP42i2glImVgHqur3GViDEu7XPv84jlEPqtsLRPVYOC+yP2xdKGpHbCW5sHaiSaQrXpK/cOz9YIbI0aMGF+HWK0T98XXcpcGKCkxYsSIcZXmsUIsPp7luNIvuJY7ZyvvupjkkyByi0/wpLq43dzuP28lt1QVLBBTWZGL1Q04NkB05SqHUZSZP6/z8lytnBduqNpFRe+D9oFCqa5l15SQeRd33B3FGcOqCe0g0QBrpcqVqGIxBgQX+ztPzlXb7Ja7o1Um0AWs8LGahEC65FKBn4z7Ba7vDedRAWkNmRR6RZiWm6snsfK2XEoZzOnEvXBjRIt5oOBV0opTHc8oIGB/1mI3ZEzAyCOtVEPVqIy8YaUaqB61HNxQxoK5sTiG4U9J21z8jtEBLIxB6RJ9Gd8DWszIhrlW+Tvcn5D9Lk5jhKyDJycmYKssYLn28j5Z62RGUwN8XQS25baR/DG2imzc4X7rzi47O9BkdA9kO3KbgDNOXMJQGzE6QtzEkA0lz3NpmIsrt2GOeaK/A/6//P4mFF3xiqmPYByBG495tYtZNlPz41HrEdxrybVRlmxaeATwUfZIqc/wHCTQTuYkJjrrdJ7677zVDOY3qFI/zA6VaYNEzYHCPUmeKJvcRU31D+UwLouyUJxOKKOgxgLV8FItgtV7En3+k3RoK8ypuHeY11lpRyDMMLhA22DMJRfJSKmHjwkLcvooy4HjCRtbfo7RYwL1GHiGyewd7Hhvl7eVhbEyIyrIorf2399Z76gaDGlqhPbEtUCZSBpn4PnwqH2kLJvB7VXzWx1+fsqMEowxRmPLzEEhO1/OfBH6KzOf5+25MlpCxlc9hhpjJoQaloB5QijTxUhp6BmHf5psklXFUfNY6uex80XSz2Oc/RO7Rduy0kvg2FathedVPL4EgovaIPt85ueX5P9uqLdQx/4qmLWRgxsjRowY7xLbW637xMdLtx11cGPEiHFFY/s5m8fiC26MGDFixIgRI0aMZyquNEUhKJxvUg4oKimKQqXLIcZ9s/EFZV3caG+owoRFvlCpRpDeZboEpHmkyCAV0sVWtaXSXfPGE9+/2H6x/5wkQ0oI30eqyhYb3ao8baKLg7Un6F9LfQrwLDlTRW2y6IjTm5RS51SwKKiAbAeKBWDeAJMJmDjI9tsut9WxkNaQ3tFItbEEGImP71V76vz763P++t6cvKlI+KCSSLFxSwtAekSmVpm43pi0C7WrEr436ZGRxJRIWXFRQGIKAwSbwR7bConL+z5KtyMtFOB6YhsuAkCaSKaXSG4HBXk2XaVSSzgEvp+adLcovsA2SOPzfqH0ItqKJb9EmsrKuyAlj9/ZQidlMmGKn/geBI6NVCJ+h/OVEjcImfKUbaNoB0K+rPuvuwdNQAKs/x5oC6B22OJF0T83yf+AUhA0bDD3S/ZhHIMLD1GQGPJ7h/kLpe9tX1NGDzQ32CLdfJKP7iXGNcstYq6YDRKHKAxDH4acFSgAVV2NCwZJDL9ZNqroSMohQvj/cernz2k+HfUNLv6ptUQVG0m0w9wNusFh6tPO2znJQq79d+6393lb9MvHmT/27cqn8xHzdCh4upneVP0SBhXSrASSaXhe4NadlJ6ycOz8vNrFveSelkOja8M8DHqDogdQ30KBFuTcUPwrKWJH5ZGSB5PmPJjH8NwAlW+n3NHGB+IZhfNFgRYK/+S2+6l/NhdVoYoUUUAmqSJoR8jL4TmK/fvmaxS9AH2aCzvFBI3rZqoUjQ30TymPh/tzXB+rYnRpbHJQH6jicVBwQB1pK1HYJ4yfbNjiZnWORtYLfb4QplNMX0j93NPND1mbDtQ9mGEEJCBDpkG2fXAO/I4k2CAY4/bZxu8KYvpRBjIiJK1PUkXfLSKCGyNGjBgxYsSIEeOZiiuN4G6Sm5DoD1AkEOghSo1V4Y3qxmj1gMIHrPBX6WqEvGGVBlkaFBKogpdlpSRSsNo8aU9GCASOhVU2roWJ++3OqKgBRVqQ2IEphLThtYYWWLGh4ECKTa/KlSogA5ILCS+JDAIRQ5sAgYDEixRSv5ffU+gFm02I7neQ+ZXu0fRIFwusBDxZalQe8jm4x7IoigubIDIN29QAid2aQYQkoNhMAtJsZj8KrQyhpeL3QAPU6tiIkLN8lDhRW7Rm9yvPh4X5zYpYoZPGktEeO4QWoFgJK342dQicjy2ck0ghFwgamTFb8KfOE4i9uTaJjI4MD8zv5dwQKtKzSPOA+CdusUhd0h01SYeiu4C5iL0GK5j+1PtN6JIqiEnCqIkqvDDosbUAVv0A9wfb0hjBGJYFfiPr1ylZruZCXpFMFSAPtTvZVdtIU5n1dK2KjiwqLc+Ti2VpuMCKHIWEEhkFMoZjopBXFRUSOAyUCdk3NgEilFoWyt2s/Zx1J7mjkExZIPw59zmFOKIADSYOKJKSc95RcqTaVSKtL6Yvqgwa5n4ghW8lQ3Ed0GzYraPIrCorlQmTAbQb+8UzAWiyRN2AJqPN5ViB4dBL7UsaPaZx9VY+nOdXkq/0n29mb6r9Y1uFNuKZTSg6kD4gpFKSC1kYnDvum5TV4gJbtE1eqQytlMG0hWg859B8J4t0IW2G+4ufbzSieJoK7VDczXJjZBSE5/u7GRjwHJKGCsc0EoqfMzGWBqlK189jfRMTmmtRUZvh4cJs+XylecVmQvn3cv62EoioRzPF1/b6+m0Gncenyqk9ky+4MWLEiPH1iMt56v73pyZB6kiMGDFiXKV5LKeF67MeV/oFl/kfRpheIoPgxELe5LrzyO215toI6QGqAD4PVuJAmyBBI1FNHOth8lDttw9a7G0vttUqc1H4leNlPiCtQG55pUyWdeCx7qQ7Y5OJmjhK6XUlKwN7RbpAjWAROiORZqC5WPUDTT7N/Mr0ejYItWeTTCElWF2Dk3sxGeRzZhO/zXnjUYb77r5CTiRfFyYaQHKBAq2KAdmAoDbQGkataMUqEXHLPQZSgFWyXGFyBsDwcyUyuMlUxCKRIXkoRpFpBStF4hndNCjfaNUr/mZlsxRSzIpfRjKPXRHHElB2Rcyoojx2amSIzH7lSh6GJuBMh64F4w7tx6hnYMVukWD+rpGzUd8zKDJzfaU8XECmRl6TPB9ri4xrkeOIrxPISquvMWQ/bLm4VuhcHputvo2hRB8GSLftKDmePBcY5BYolTTDwL8x7vHzrB7QPnA3D6dkjDPdUwgfSxMKYxigaHxfSA4Qx+liup4qS3OL5CODE5oDMMfIfsQIZa2fDaiVuJENyNvtiefRXl/6ue96eV3xdGGqIyWqrMzi9cZ/Z5aMzYSqaaVsjeU2zAWmoQb5qS8lX1LGFBI1xjVV60ohhGhvZaZAbYJ5dCvZUlKNUu7xXntP8aolgjmtp8pUYVpO1Xz/pYk/3y4+7T7t91ffU887jBnJf0Ybgf8MaTWWYRPXzRkGGhvIzEqu8AstmUnk/nqPK/9MfZw/Vs9NJQNmMmGMMIshB/QYlscye4lAxhjILfbPhghi7gnKX+HPZr6Vv0PWh8sYYJ+bjDn/aC82oWmfYkKD+Zr2i/lcZm6tVCveL8DV77ctJopfj/maOblSUgzvcmas/1bj+XiNjxEjRozfRuzuNO4Pfde6/4wRI0aMqxi7z9k8drURXGNPCTRFCVYTz+iw1KvBmZupaswujotjtXoFyoCVrUQIrTg8Pk/TgW8FrtdkTfzfZl9xci+mA9oJNAqIBtA/ILgS9cPqFGg0OD+oSJUVpGers2BbqXaEkDOhnVhlQpUBXLD+dwmJok/9+R00BwodkfxSIMEQZr+feAR3P/HtsNPsjDjNqDrFilwiZEBppHC6bPuQeQP4xJvMApRqALV5sJqe2makekBopazyxP6Y08fCC8m4Sh3mAMT9GnFdxSqc7Wallao1mTDmB4wE0m4kOodzHvG78BlaPNMl2QpYiewAnWFDgadY6jI3epNlbYjL2oQzOPLfzAXDvSC1D7lfuw0jr/L+AJlonSvy1qWkpoD9KBUFYxnN3LUAr5gNSAxCzG0V2NZy9EIqCrwfw8lVVp/oj5Z7CzRZOvXCICcnY5xsf8SHvJH4+ecwP1TqKLgXcmwAjUR/ARfzODkeCelznyUrYCC24KvCdEIeg/nDBAhmlTDXIFQTaGlSJqqCH+iWUs4BR3a5UtcN1FNmNVDlf+k8ojud+JNoa5HdoH6IMbzM/Py02w51DlD4wfWD577X7I1qLNbVWqFjuEa0vZyPUauBDCVQWaCJyJDJORtZPFybVB2qVnQPL0s1nmDi8Zn8M7zt6+71/vNh+1Ddd/RpOc/j2Xyt8P3oVu0Vdm41t8YmDeL+yvlYPlum1BnwHLvV+v18Jf3KyF4eGVTO9NEY49oYyWslRQU8Y47Xx8oAQp4H+guOjfaU/F9pxrJJPeFpZgvMqZeZtxEq2/bzWD9dJAP6q5BkM2eEMmVsaWy2gVIJo8rid2gv9FVkjsGX779nHjq2zuqrjYjgxogRI0aMGDFixHim4kojuEBPsBrmalihA4tKVvCh9to9tXLGCrWLs4nWk8UqBKstiYyCzwSrRV4xkz2t1I8F2gX7Q6CUF+2A4K6mxDPLNXcUCgdQXujiYfpQrQqhZ3it9Svex26wfcQ584qr0dqSkmdUZZVelU38NvPpwOMCaoLrxOoLHFzJk0LV82VxqTT/sIqXqJ/l3eE+gSfVH5u6q0W5GEUTizxGBqgvwDaTNUkDlq3MXWo3V9zzCjM1VoyBtSJrD1N7Al0IVdOztawziJvcLct4Gu1YEVblgdHJgO6q5f1ylSyQI9FGjPK1BpXDaQYqbJmL7AIcVGg34rzwJ6aOjhFHrro16HSQp2X4ymgriQSg37NCBiEUql/isgjx6L7f78OgtOp8DIebLZFDVtJGsQJZImtLLY/FbSa6sO2fIfTUjmHeDx0K2rZZIXTESTVhOp2q7BiUXCSCe6u8pWoVtrNthdbJjNm15TWV1cGxZXvCYpXtl2keRe0BUDVp8c1Wq3RtijdImR+pbex37EbZEmSfkM0D2gmEGVkoyfeFwgJQU3yynW6339zv98nU2wVPK7/flytviSsRR6hTLMqF0mhlBQoxv6t6AcGplNk3XNPD7KEas+Bhwkpe8kuRseM3BTnlUNd6NPGI7UXir/Oeu6fUc7p4nDzWz9KSnqWJVueRCDgykuA0QyVIZvxGWtu5P6mdakBw0W+QZcTcs1vtqvaWz2TWRKexYjXI5e+gpIS+ItUjMO+gBgjvKofJ4UgJBO2ngqdHTgOOYjS3PQ3sTPR/nOETUxPPi0atR/7MGulmHuT3CzHv8Hxqpj9kE1VmCmoqeHbQ35hTv+HZvSkighsjRowYMWLEiBHjmYorjeDGiBEjxtcj5svE/dyvFm6xjDJhMWLEuJoxf87msSv9gstpU4LZuchMFCFBfBzpGAh0w2bvpBlS/yDfS8kMSeqHbJiE3bn4COLIVJgm00NIjVxzPi13190dyZPgvMq81NI9q0bbSgpJsp1kR4mR7yU+rX8zGwoByqJUxW+gJnC6XFAR0oIK57b9Naz31qNjP6oeqWtAqgKyIZNqaPuX3csq5fSlxsvGnJb+XPZzkeYjqgPSRpBFm6bTUXoP5g8sn0TfhWWkEuxujYWrkUdRskkkzcbEe5H+ssLWSHtZmZSQbB3aGvuQKXDsx6bbmX4g0jpMr6BrC9ka2pQ8p46QNhfpHQhsg5rCaW1QIIS0FAp8kApHYQ4XSUgB8iZMj5DtyUVB+J2Zb5XebGuu34iJh+gR2B/mBBTq2FSuvCY2iRD742PWjTs777Y1tA5x4Uy7sMVqqN0SxYG4fi7GwG7N/v0/TbEeUoWBZ5S1zuQ+IrbFfWUaDGX/mJowDDmXzfzvppmmDl3LBznEm5Wfb26vvLTW3eau2s8qE0Wq64Ua50j1c1pa0La40AdjgsaKlB3jmOoUNZpeFiGBVgXpQcx3XDApugasZV+qXlLPkZDRA2gbmCcxxrhguBCmOrNSyYRhDpeSZ3fbu6pAGjJcZ9WZkiWTpg3o13h+hOg7oLlhvgRdAEVd5/VAUZiXc0U9w1wtDRmYkjD1VIST/EQVRktqBiS0IK8GKh4Ke2VREu4D7jPmy2U6UAR38109nxmayVHhZSeltT0KvvAd0DskXQ/nM5JVpG4ki0pt4TGMkSRFAeMPfaMoC10Y/xSTA/8rPeaVpBYKVY2RDs87qdgP3idq189jeZ65/lcBShioA/zsCEgXclGZaX88S3gcinbCY4+lG6nd5X7xXLY0QVmM99VEpCjEiBEjxrvEdNK6j76/6j9jxIgR4yrG9Dmbx640gsvFJkCI6FOuilBkYEWuHzqPgp5XY2I9SOMgNvPKX9gpwjYRBV5oSZglSMtfkNgP3IFaiV7LBhTkcftYrdAYIaaVrrQQxH7fyd7pP2epX4Hfbj2Cci0Z9gtxa6AoWJlDeLqLOtOoLlBZoNGyUAOrMIiN41z2yj11DhKVuJvcVe0Kw4fLdkAiIJOD4gEUzAHh6OIiu1ByIyhMCMlFYeW8duugeLWUTeIiIyMlFRLm56IqYz4QQtywLVa7KDaS/ZPJ+InZr0EH5N+4qAAoDVbIIhgh3YQqBraxxXoSaca52xU770+gX7zypzbmNpJotCmIYNQYEjWBIrOR6Dl+FNaybGfs9Lhh1CAg62XRLllshNieZO4DL9XunceNW1bpSARdZQDQt9ANIDUkMkNcRIZtIO9lUF95flYCTSLN3Jymf1v5MLkNJMCAZCaTRBm09P/OZmoOO2o8MnYrGSSbXso8yvm+6n1KBhFFVhLB3Kv2VOEZ2uZGeUPJhckCn/Oc7Gi3L9R3UAAnpZ6sCYhEkiBLhPkO/QpSWzA+6GIr21IFx0DAYNsurc4Zmaf9AcnD/cYcLovgMNfC7Adyjv15rJfKxhWZw6+0XxnJUOG5xqg2nRb6ucxYAHW+19zT0mSBd53tZltZ2eOznQ4bA7l9J/fPodPmVN0fWeDGMmbUd9E3uF/KWkgzbpBBlaj5sdPymS29sOHenlRDdhTF3TAkwf5P3anK5sq5FHJryPyEJPSAqmKOQUGeRKMhj4bzRQYERinSMERenz2GzQoqy3IU1SPpZ8a+3HZ7kvt57Enl6nU6FDmLbB2jpWZOkUWd1ubdPjvU89VInWHsYK6Wz6SQpfrIUCfwvNsUEcGNESNGjBgxYsSI8UzFlUZweQVFb/1YtUukFbwjrHDBiwL/VUpUWHHnVb1SnJRHreefSgkw8H2BOEpuJ1bG+D4ktCBdhk/JXV2Vq6AIvVxhQUoI8imPU4/+HrUeXdl1g4TP9fa65vjCXlAgzWkFLz40hFMrLWXeQKtdIAdna4883KpujYwEwLMDRw08YKycJf8ZPDDmJrox6gVLRAi/Z+tMIewhjidQeObD4eIkSJca1MNId8l/8+q82bzixH6sJSEjugKusMgoc8BYwSkby4RtsrcNrPhtyEwAf40uE/cOyK3sy2whDU4qIRt8GAW40up+8A3W24a24Us0iIn4HsuPAaUFQiyE9Pl3hqc6koYKoMX8nSbAV82aft+QCVMcYQQ1l5VSA/ogEfGRjBvtj/utED/nMQH+N5BbSd/D7wzKzdw7iUpnGvmeTMn6u/DHnOYDCRfZIdiy7qf7SnZRzmMY5+C9go8HeSs5p8zWM4UKASHeKYaMDXjzbBxCmRsE0NTQdXNWRhwb9xV9+WJ9oedeIb9lRfPxTMFcI40egEZfppdqnoNtOZBx2Y4H5YEewwKVetJ6CbHL+lLxk5F1XDSL0bOA+4hF1CQyimTLulEGBbjH8rmBZwnuM+ZROWcji4ffIWOHzJ+cazCv4VnC/R0nKKA2rjGgTBc/5zHnyP1gzge/E0g7PbtlzQeMPbjWgDILLHklnzdGmpAzd8JeHmMXUp6cNRQZTzzrwEEGfxrPO9Su0Iltrg/AMylk1ITsJDI9xsBFzTdZ289j3blmLh14vAIZtsfgZ1zADMLez+FLwz95PiAUH/UbzL8WzwDMIVy/gmznb5FRERHcGDFixIgRI0aMGM9UXGkE1654sIqVXBagJlgF4+eQlaEVVcbqGjxOqSYA4WogcAhwbOT+gGRgVQkUdL0eV/3D9pGtW2n1BLu7PmjRd954BPdJ8kQJbL/YvMibblUeadhNdhU/TIpmc4U5GTM0cyPUn4xXuNjPyfpEmTfAjriLV5pX+s+j5EirKhD39iwfeGeoqASKCNtMucIFsgReMRAecB+DlfxQD8Aq1BoL9H90uio/UIXKK1KDwlplA4U8GOUCrP4ln4j7IyFFjOga7qi8hqetaq35A/N1gTAHuMJAtND3gPAp1C8JKySg7wRVJMTv7PmOkBFcJ37dBlBpWxmejDm4jFjiflhuqkAqNlr0CtCPUZoycW+8k7mq9qgHK7eIjZk3D/SBuHFA5yQqy9zjzPCzaX8SrWKxeeLRwdJTWodb8XM2raDxWmTDsYGEZnmmVRSmmbaY7sZcQ+oJ6Z6yLZfC6xDVBypls0XS/AVoF/il4FciM7Kdeu6n/B7+hnbFfCxRunRJCjATbbWqLJ/ZdjnRaB2GjCjURoU9zo8zLOZ+yXENDib6EXjBmK+6uLn0ihPrcq1UCYCGSgQQCDW4rfcSP7+f5oM5EVAxbl9wW2EyI8aRRUaRoUG/hVKGnLMxV+FenqTDeT5a+4zmfDFX/bGZ0HMkE30SiTPitvIYNgopsj3ZIIauRaKnZVmquT+pzPwpxg/+jbbiuQCZHylGg0NkG7Iy63qMnNKcyM9wkXXE+eG6kcFABnQnGzIWSknCbXgmBTwO2N6dxjjXFqRjxQXMY2XXXmRcI78jg59x1spdXCvzfdGmJYjt4hrod1wzA4WXJMDBNc9KnIOcb4LGPs/kC26MGDFifB1iuU7c575UPN0lKEaMGDGuwDyWhChWz2Bc7RfcNLzywQpfvu3jd1w5Dr6K4HVhxQn0w670pQ7fcXU8shi0eoZATx+4B6oi+Xjtv/uk8cirRNEsV5QrpwVCyNaXBIxgRX8/vT9SHgCieq2+ppBXaSmMVX9eE3p6mSprXdhg9ue1pZFW8GBx3dBC7OKW87zcWeWv+2ZyU6khfLH+4rBfqnYGLwcV3tN2QBWw4rN2wUDKpM4o8/bsG0lg8TfiawIxBDIcqqw3SKOcMKxyAaOetNqVXEzWyAVCRP0THKeQLSF+x+fUjv8GlIarqNvA9XNhcK6zBYNXLwfr6ppjhiwkbZUr0AFZhcs6wqYSGfdQXTeDz4nizAGBkhkGoKTWhpe5tBZVFtsyJzeARrusdjtbrVssM9dIfWRRpW7vGSti0PwkURLMKbgGoNBPsx9mhQDDwZZthPbE5ySbjPl4dCxo3E4mZL873VW2tF0cVl73db/dV5a6u4uBrzlLNH8eyCWQXFSxd1GsC81tJXUXaL5uVwOCOy/mSp+XUWi+JQJ6o66FLBS3mZif+W9GRhf3QtU5ENJ8mpyqawJSCES7P/d8R+0fSjUP84dq3vcb6U8cWyrKYI4+S32G60n2ROnLAtGVmr5AnK02fF0KEq6pGwCyCZ32w/RwuCZ6hmDOBXILm/guztfnCtXk/eJTKPWwVXprUE9Ta6LGLN07PBMkegotdBZ1wb0DFV3Mx6OsKF03z2mErvov0id1NZ438IwQQ451xOnZbedReS3IuoC7DateqCl0MW+HrCoCmUy0QcjCm1Wk8LzBtafiXJGVSf08tlzl/TwWUpdhdQOju62yas7cI7yv0H1Vz07qB/gb16jQtcisGpBaazn+1djzyogc3BgxYsR4l+geCt/9rWX/GSNGjBhXMXaes3ksvuDGiBEjRowYMWLEeL4pCl1h1H/4D//B/dIv/ZL7M3/mz7hv//ZvV3//5Cc/6f77f//v6ndbW1vu7/7dv6t+d35+7n7kR37Evfbaa+7DH/6w+1N/6k+52Uykct5DWFtLpEAlGR1i0ywthPQzpelUEQ8kiow4OkuRyFQwimuIqI4U/fX6+qhIArA7Upj32/sjyRW2DUSqAMVMSL+KTBPS2rheiJEjpXWSDPvdaikl0pDFZO23XWYD3YJF5lHYRQUgaTmmCUwL/+/rqb/OO80dJaIti/Yepb4I4SX3khKJv8wuR+eJwjuksJDKgb1if+xqqsw1QClBO6AQQtkN0n3idAgKv0QRgiXYh6TZmIpgiqw4LS0oJJyGM9a3TH0RKW5rN2tNJhTFIiDJpX4vUvxoC8gScRo+kNa2wt4hWa9N8jCcThT7tQUkLMUnzpsLNKzhAygaTxH/5tQiiliSAEUDxVqGqiDDFhzKVJltz44xkyV1fw7df0j5ydSq7C9qf7g2IUfExWnIrCIdGKB8jOTRbOGJ3B4pWkgF0S8wtvtrKXJFTdjb3tNjuvJjWvafndmOkgnbzQaKAuxHURS1ztY6bS5oAjAXQDoX1ARQqaRt6um2T8VXW5oiBhOCRSuE8ak5ufiLmGJSDhH/Tte6mJDNdERqGQXFsA5+UHma2Y3mxojGgfQz5k0U5m0vt0fzEuTQcJ7zaq4K1Lp4I32j/zwr/Hz+2D1W5wJ5L1nYxYWnuaZ8wcSji2SRKGoH5lEUB8oCaVB9UAiMc4JUmbQJRvEWj/NQkWqt6UsjiSg5NyCVTQVZ7bpVlDm5P6Y60TOsXJWKxibHvi08BHXBFub6jfQ1MFVBnKiSXBTPIVmkie/hfPZr389vu9vq5y6e1ANlkc+djofvq2dVZqUMddFcFqAzdM/Fbh7rry8RlEAxP6A9QJ9hSoc4tqUO8HfoWaJoXij0xK+YQZGOrdbN/B0qOpbvd19TBPe//Jf/4j7wgQ+4//yf/7P7x//4H7vPfvazo21+5md+xv37f//v3QsvvMD/3b49uFt18ejRo/7F+F/8i3/R/9zt63u+53vc5eXAQ4oRI0aMGDFixIgR43ccwe1ebjvk9tatW+7f/tt/u3G7O3fuuL/yV/7Kxr//vb/393qU9Cd+4id6dPcv/+W/7D7ykY+4f/JP/on7a3/tr73n8+HCDMgE4SVfAhu0euCVmBHsVxaWIObDuhZSO8ZmUBHfaVWIlYsscMsrjSJixbhsyCShPRtLDAWQJhu2CAgICYTGUZTQxZE7Uqv13cYjKAeJFxr3F65Xi7imvMxHyBRQ2BfqF/rPl+uXFYqBAjJZiAczjJvOF5ndTG+OBLHfTt723y8vVBHHXjagCrv1rkLL8X2gVVK6B2gZo9O0SsS1yRUrGygALbcFVOJ3w4+tlrKRSJ6R5hpJvMh9bdhvCE1kAj8yF6GCOdiYEoItUUOLOozMAVA/ZqxmrSGKPIfR6jxU2BeyW6Trs6YS1uZXngf/jb47sg8OjHcrQ6aQdiOQbm2I/ddRBNe6HlzsJMKyZIw0BJBVi8bKIkhbRAr0B+NIFd2gT1Cb8DElck9tMRKGn44R3FkxU5a8LxR+LL9Selm/V9ev8rZAKjGvAcEFiirPwxruAE2bltMRgotrgjU3jBQUSkTjGmL5uH7sf6sZzBbm9Vxnt6hfqSJgFKIZCUZkqiSShGfKolyobBsQV2kyUdSFkksDQsr9XRZrEqKKPoL9S/QOJkQoUpu7uba+lUMR3QSHIjnJYqdQpg59lPo7ReO32Uv2RgguiupQVAYLZWmGwcionTcJcRXKTuO5z/wsM2qcxcJ+jAGR/3q4eJblpWDHLIs86T7bgiU215HzGhUTct+mbJFCGyHlaO21hXJbOSkVSg6TAzzL8GktmBG2aFDaPvP7D6zrkQVC5jkVhc9CzrKfx7pMlEvCRjBoS2QV7fworpWRW4OGh6x6uTiUxgUXFsvX0DScRQyhvF9zBPdjH/tY/3L7bvHgwQP3t//233Y/9EM/5H78x3989Pf/9J/+k/sTf+JP9C+3XVy7ds19//d/f//7GDFixPjdFhfz1P34z836zxgxYsS4inHxnM1jvyMyYd0La8fV7V50O7T2j/yRP9Ijvt1KYLVa9bzbD37wg+o73c8d9WFTdN/r/pPRvcn3qwsstgLIFiMZlivZjldvIymkWu9XyhwxV5ZWzpeFR0/XKyFRBtFjdof1+121q9F5AiEZyTDRKjmIEJIUB3jAMJR4kg5oAJBQcLT26r0RglsWfpW5btZqlcmc3HIQat8vPYJzI/FctBv1DW1HSnIwXZwWp8ouGTzg6cojOnfSgesHQ4evpF9RAti3s4HeMk/nGoHBqppQEYmCMBIGaS5C4XnFKoXAIVUDQXH0A7FSZP7sBvQ0tLLnhStQRaB+AsnEeVjjAEYFJJCJlTSQJ4vASkTVorKGD6quLwsL4cuwaKmS1jHBIuDIRjSbMysQumfDi4A+IxtnEBKDscdogUS7zdctv06iGsy5D5hgIFhW0KLxyVN4yk6jSCFU3trton0t/38TYmttsXlOQDaD5LwgoYfPLmZTku2b+EzKK84jtx+rPtZ/3m6GMTdNp0rCCLabL9aDmQxs0GFJCx7t0fpIfaeL7WRbIVdsEzvZVfUJXWC+RxbnZHKi5MeYOy5sZnFPz5qzMeKI+0AoGKPnNGdJUxncd/RlzGH3c39+x7VHNCXaB4tdtoGnfSB7Ju8zslCX1aUyTZDW66iTWOdr9R35LABPlZF7IVtn+aAYP1mZqbaHPJjkrYKD/CB5oIyBpJwUmyCQjCQ4skFePiy08Uw0SK6qS6B52BooyDl2k+EO9/MsILVFbQVE2PL/ZfC8DCSXDq2uH4lUc37K4IJQc870Ul+zNSfKaEfEyKAm8Dyw95ft6ZPxuw3CGlSpOR+XHJAQGzZJdOYZxiIhq3hMX9SW+FtQ8szUoOA8Qzbn7yW+5q/xf+7P/Tn3qU99yv39v//33Q//8A+7n/7pn+6R2X/1r/5V//f53N/Y/f2BXN3FwcHBUzm4//Af/sN+G/lftRh3iBgxYsT4WsfOVuN+37eu+s8YMWLEuIqx85zNY19zBPfVVwf+Vhcf//jH3Sc+8Qn3kz/5k+7P//k/73Z2dvqVx8nJUEHfRffz3p6wuTXxgz/4g+4HfuAH1O9ufuBmv2IAF4URI/mCj4UPbPlwX6vxKoj5lLQtozfEcZEC9uDTsaFASSuadTW2UWzCqzGpOGDtTXm1GliC8HUa/hLQaHB8JXdq3+0rpON6e31kewgOEB+7HqNeWP0zwkFInq3alpwxcI3PE7//640/9tZq4NDx13JTvS1UFK6l11RVMgSkUYE8ywcVjkXjfzeBG4ZBxOWK0PK4sE2IX4nVur2XqsoT3CWoKBhlALkt9yNCo54m9I94mtLCCN1NzXck5zyA1KprkkgRKpBRPWtNJuTpMkVcI9YhJGDU5oTASPTBtgWuDRkLZcdqVCmYi4mKXdE/2dISbW7usUQQirxx+zuVa7Pa1Uk7ICASUUk33O8Qnxpjyihj4LtcFa++5DZaXAKlYpSO+i7aE4oJXezP/FzwSuGR24+uPuo/a/95s/HIrrSZPU/PlfGDUjch1YB77T2FuOLY29nA17UZlb3Sb7tb+XnppDgZGUjsuB1lRIN9HNaHo/4payCkUUN/zFxbKbM9OPG/FeWe+iP4r3uTPWWL/hvL3+BtUVsAhBXoJ/oIz0HdnFj6OfFx5VHax2v/+XAxqBPAVn6xt1CZAMy1IS4knk3g/yK7pyrOM62iAQWLnXRnxO+EAg7s4DGfqrGI/khGHJx0wnNSbApuNNdN2EyY2HY0brCpGEd2DuShEHheAtVOZho5rJfanEBldYyFrUXG5fd4vqTrVnUOxAFHdvS4OVZ9Tpoy4b4/LeS5Wk45niWYQwpBgkYfKvK8n8dc1rhuV6PMpBhfViEh1O+4v7nNzySe9zlppb8jt7Xov1UkUvv73eJk1sHySDd1E21HR/jN3/xNtc3nPvc5943f+I0b9zGdTvv/ZDwvdnMxYsSIESNGjBgx3P+9F9xOGeEP/sE/yD93yG2nvPCX/tJf4t91BWb/+l//a/c3/+bf7KkGb731lvuv//W/9nzdryaAVozQELnQAE8VHBGDfsoVqdVKBQIBxFBZbZoqXXBrpFaftKvzp/eU6nfD07Pcv6e92GNlD51HiTzCAhJ6hofOox7b9YCqQNsRHCUg4rCYlOewqlYKwQPXDfqOshrTth/zXo1VpkIyqV3B+ZNV0KjgRsU1ttlzeyN0Ejwo8J2h6wh0W64IcV8tciD52UGksj+Q24iiMpfsKZwhXC/ayqIAEj1nTq9FPySvFpXs4KbRvUP7hrhWfCwgmdAKDqzY+XqNioJUWbDoB1+T6Bu2TXCdI0vkQNUt8/mA1gqVD8tJtAi5QopgzYv9YY6QFcA496bpj5/S/1jbWHBbGZEw+rrcHlJr0iLM6IN0LUqf21RrsxqDAHn5PIwO7qSYKI6r1Lt9f/n+/vMj5Uf6z9uV597uJsO2UEDBeWEcQTmgi6VbqjbGmAX3tJoM2RIggVvOZ2+26i01lqGqoNqLPlhfNt9WqKBUC+G+Qh0VGuESPWT1FlOdn1ZDm0P7Gza8k9lE3Yt5Ptiqvu3eVnMg9M9DGq/Ikj0pPRL8Wvla/3lWDoo6yEiVSz9RlrNSPU/kWLPcSjx/mvlY9xpZAWS6rrXXVF+B7a+0C2YdYfqQfbgtWrVf9Gm2sEUGUwYNDfQVtCfzYwP6skCIZVaH7xnGsFEAks8YRiIndO4Tg4aK3VqOPSO3eMUQ8yejyKiTwXwvM0qEipc5ZUmrczVmJA9VcspH7wXG/lyev63TAe86lfbcyLzZeYzaS74zoL/id09VCgJyaxVkxBzKmTJkeU3tiMoyMOVZZzsl//pp2c3f1gvu5z//effP/tk/4587o4Zf+ZVfcd/1Xd/Vv7R28c//+T93f/Wv/lX3bd/2bb3e7Y/+6I+6v/gX/6L7s3/2z/L3/vpf/+vuf/7P/+m+4zu+w33v936v+7Ef+zH3nd/5nf12MWLEiBEjRowYMWL8duKresHtKAKdcUMX/+gf/SP+fYfCIv7Nv/k37tOf/rT7uZ/7Obe9vd0Xh3UatzK6ArPOEOK//bf/5l5//fX+5fj7vu/7Rk5AMWLEiPG7IRbLxP3q5yb9Z4wYMWJcxVg8Z/PYV/WC+8orrzzVwEEWlnX/PS2KonB/9I/+UffbCaRLuMgsAOezVSuKNjalmmUhWquJ2QytS5u8RtMD8F2ZUreFOaOiIyktZVKzDM0bG1kZLF0EiN+QzrtYTX3a6TQ9VUUjt5pBz3i33FWi7ifZCd8jKzUDSSAUjl1zVPhFOaHjdJDPATWBi7+QEqzG9wApSy7UoZQV5FRkuyF1MqtnSjxe2g8jTch2jzAHABFf5KW48IwKBrn/yDmg2VDUESgGYrktk/LnvwcMJPieMdtGUwDk+XHqm9pKngPb2loJHBwnIOg9KiYI0ARGdAiuMRsPJB6HoDoYkxUZ9ny530vaAeg6RnCc01hivFvTD/RLNpKQZi2gcVCqD2NNpr65GLFO3aMnKaXe2oHOJAtfIH8Dm2B7beI8eQ7A+DYpUEVDeg92vizPgz6R+3PIcxKWzwfaAayz76y8TN/O2qfhDxoPVGTT4frns7mi/GBOk1JI1sgmX+W6WFeYjYAegHlkP9lXqVwUaMn9gTqAtoFlt6TQTPKJkrMqK+gzuXE7Yt6lTWDdC4pBF0fJkZonIXkGmcVZORS0QuoORXG4T0j5P0i91JYsMrrn7ikzHKSuJQWrXel5hO22A3JZ+GRJMuq2mCMl9eRo5q/lWnJNSbdJ63QUcNZrbRUvn0eQFUPbb1fbykxI0pDYhKjx1IyL5kJT+yAfJscoap2p/zSFoDjB3MnUG6FwUD6HB7OWRr31wARF0RRrTa8Y0cEE9YGtn2EXHLJ4x7Hp3i2mC9W3Q7JjMphGEcrKm3Q+P5tgiFILa3AU1tVZP49leKehc5XPEJwTUzOpv6k5meh7fK+4TrPV90fQp5gKR9dki818E5hGwLuYaKeQnNqmiJBpjBgxYrxLTIrWvfpS2X/GiBEjxlWMyXM2j31dVBR+pwLC4iwtBLQuYHe7yd5N/d6shhlFI3K/KpKBeD9WJbQNkAklUA/5IWMvKI89Esc2KxdlDmDMK6yskySrs4UwiYVX00qhFl0c1Afq2Fvp1sh21xaZLZOl2gYSOWUyXD/+PV1PlZRacKVqigGxgsaKvP9dqgtyeMVM7TDNp6NCDRg+cAEdVq4BpB33yxY50MHU/eBCMoNW+oPgK7rIzIphh67FIqUhsW5GDALmDSOUlDaxclnqWBRAGXCe0kigbEptA2kKJiUCIOXv5LaqOMYU9jHaCVMVIePGxgnG3jZoqdzovmcRdnn9LM2GAgwUsYn9cbHWpHEffKV0T05yV63TsVWxua/yGkOmEFZeDscJ3lOTxQF6qoweUEBDl4vsC5RntouheOt67YvMblY3VZEp7i0MVeT4RrEWilZP80F+i1FnQmawDaxrZf0KTBBw7if5ibrGY3c86kdAY3mcU7GZRIm40I1QNZZiFPMRFwxi/jS2xlvJIFt4K/PI7a3Wf+4uPSo5WU+UzW3/O6paQt9CQdEiIxvefDCgebv0BWn3a28YcVafKdRWGdkQMm7nDWn5jGGCjAWuAWg0ioq7OGj9PH+rvKXMdFjOj1B/hf4BTCX0TpphIEuG/vNq7SVCr1fXR4VL77h3+s8v1l9U8wmuUT43kRVlm9oikNXArjEVYBzRM0Ya0fCYYmBYF0JJIxL0NS4WN4W9MgvDzwtr/SvQRraypewbss54lkk00tqqy+A5T9b9ygJkU0hmjTsSp+exk7OJW1ferre/7mxofyutyfO5vMwkXPDO55kGDChozIwkwKSlsDFFChXbhwwiNkVEcGPEiBEjRowYMWI8U3GlEVysUNh6EaiKlOfCosis3uwqXkU7lgiS+/cHd2qVGZKEGdnuQkoDyIFACjcheIx+iVWhtRa1SKFCmml1tE49wnpRXCgEVq7or7vrGgknDljI+hg8XSAE08IjBqt8QCKwHxgyjOxdRdOD8zVrZ0rGTEp1XbgLtdoEYouVIawnpYg5tmVxc+IbrrLhPIE+A9GzkmWK5225t9Q2sh9Z2RZ735XkC30NfQGox9PQXstplW3ESKDpE2xRHODXYr+M/Ce6XeSxcA+xsmbkRHsAq9/hGiSig/NgCSwzJlTGwgiZ474Et7XW3AZdkT8zkmPaSqK+Slaw9dfS/cdjV/Rhvr+EWFiutJL+QgYA95fBXs3Xl38DCsTI7QAichYLaBf+Bpmv69lg7PLC+gWVxQAaCwTpuBhQVFjU4t4BcZLI6H7rebRN6a9pe+nH7qSajLMbBCQD1VyuliN036K9bNbQ6LEtmwjyf+DgLtvlaAzj+tgClu4BOKRpPtwfoLAwwZmv58psQiJvZU0yXnRCMJt40Hju7b3K820lkol2hQGAtA7H9/EcwyfLPwlZJcyXmIdhwIE2up3cHtU5wPQHY3mdrUdW9KNsAdm3A7Xt4nri+9Q3lN/Qf76veV//eae+M8o+7TWeu3yRXCjkHjzPcjH0J/RLRpExNshwSaKvmNfQf7iOpt6MNvL4BL14IeZPspPlOdyaR0k1LdoP7ge/f4jzRPsxOm5qOOR8JPvAcOq6bseitr559HMFx0oC0pWumxdb/w7R/cfXICYyOydDGpDl9SQvHHOzsdRVxkdA4tGPMVeBXywuid/dTGZQPuNC7bQpIoIbI0aMGDFixIgR45mKK43gYjWDFRM4hLCTlSsXXp2aBZCyqDPVyU+zROX9g4Mb+JutMMc2XB0sEB0rfmz5kXKFtYnTi/OVPCmudqYmuSwu1Upacu5QBTtrZoqPBL6QRJLPMs8dO0lPVFWxRHAR64pQCku+FT8CiQDqc5AfjFaCWEFylejMn8ti7blu63o92h+qtM/zc4WYoFpWVkFjJc6854A6AVBEXuEH7F0tj2iEJioxjrCCwag/yP2gT6PSV1opG84pm1bQNUnuseXcoo+EkGG2sDRi3ZbfFrKq5eQEkBOJ7prMBY9hAZVgnHAWw2Q3ZFjbXcuVV+PIZj7AfRS2nGjPsnbuwZPMVcRbC6kooF+C9w00A+iG7P9AYRkJNTxdibTjfNgeGE0j+lFd1Gq/4Prl01yZpNCO/PlO/fkucj9+Xp+8PrZJBlK2StW4kte9qMjGdd3qSnQYzwQQcbbNJa4jEFiZWTqeHCu78a12S5lBKEtUQokYEaRPhQxz99GcTsxvy2I4Ns4D1sGwG8YcJMeGtESVCOz90vNsHyaDDe+8nCvOaVmUY8SLxij6AM9VDPYPNx6KBS+0HpU/ckcKdQOCL58LUAdal2s1h0PZQPZL8DHRD9jWuOPetp57e9t5lPil6iVlvCONHi5av+9r2TVlHc2qH9K0oxtsst9APEbajCNThf6JOYJQemUeQMGZHsw162ZU58GP1A0IrnxfYKTWjEeVdUPmDNlLZH7BQxXZ5tA5c4Y4kNHjZw/ND7jnmGda8RIBBL6sm34e65s4EQoyUqIVWUXzvMK8Jt+nmDdMmxY51bxMhjbN17m2Ead7zRkv0fetDS/P4zJ7bt6NntkX3BgxYsT4esRylbpf+81J1OqOESPGlZ/HCuFI9yzH83GVMWLEiPHbiCRp3XTS9p8xYsSIcRUjec7msSuN4CLFBmFySF+hYMn/0ili89PoBjb9wfQDI4WhCNIEzYekpaS0RUi+TBG7beEQJJFAXJepEXPufE1IzwoMH2kGpEvPmjNl1NDFRX6hqAnIEqDICGl9eQyIgy9Ln8rbS31aynkGhEoTLtNl0Ndb9r7thugR2UylI5f1kDbcW/pjLCYLlUpFWpZliUS6B3/D/UeqTKaDyrU/z1W6ChZJUaNq8w4jG6O8slFUBm92pLNDBhKc4Td0ASN/I9OaSPFgv1IWzqbm0cVCRgfsNU5pJqRd+XxFP0JKis1FjBe5LFDh37UmRS+LA5AthBmEoSaogheTHrSmEEqWxxR9Ml2C7reUMMN18jUFij9x7MOtzH3n71m6X/j1LXd+mQ6i+wHZNZYfMteifOdpPLLUVasLZ+X1c6oW6U2gL2L8cAqZiim3ii0lBbWVDRJYW2v/75a0MEFNOM/OR6L7xcqnHHerXXXeUkQezc80IypE2kl2RrQDtC3kCjFHZMtMFYnJYjfMH6CeodBrUg7p91k1U3QjTq9KFUgqmgV1AqlvfAdUKkkrwJxQZIW6hyhiU0G3EvfuvPXtebYc5lrMZyi85SYk2oA8d/R3jPuiLkbzEswlrje+4Guv3VNjWkq+weQHf7ts/GR9XB+PKAXoc6BAwJBhJx/mWBzzqDxS/QAybnKORSGwpalJKhI3I8x+UDhm5tNR8affkZbGGuqNRxQsFKLxPZBF1KagnKWsAmYtmGOkvJoNljwzlC60g5wT1ZhCW+A8aJ6QFBErGzdqp2TYD2g4N7cm/Tz2c59J+3kMtAZJS0LgWCy5J6TcWKoOLA0j1cqGI5JCx7dBF47JNmCpPaLIMDVDFmZvfnUbRURwY8SIESNGjBgxYjxTcaURXOgRN1uNlgiRr+1YaBjkaST/ESA0cxEb0FOxyGELPiNZIVfXvD9TxGItR+W2Ibkc+V35fVyDFT6WqzEgzUAcsLK63/oCCFmIBUtdoHxYYQH1lGgKkIPzxqMU19d+NT8TS2espiE+PsnohhWBlRj9bi/ZU+2Kwrcu7jX3dNFboW01z5Pz0eoTSAQjubTantTDChPFFliFrtrVCEUbkfzZwVIjun4jp37HBSnol3IxSttg1c372VBsKM/LFsv4hnOK0I9+D+RSIo5c4GSOwYhw4NjWtMGKdgf7OSTBpEQXpHXSDdkIk/2Q32fkxBSNyOvnjI1Bb2Qxy2h/Q5XdaJsmS3qUFP+z9pjye3xfCHXhNhNC7jajxIVfQGWEiQODXDg9yFmJ8+T+PcmU0cOBO1DInv9aqlBK2ONCCitZDBclDQ36beq5nmvFWML93s/21XeBEsnxjTkKiC0KyiRKhMIztiCnoiBY90o0a7/YV1ko2PlelMPclS9zVdgGFB7jSfbPVbnS4wb2u26lrGfleUKSEBJjQETX6/W44BbPjXacqeFiTFPsTF4W6jwxDjG/o1+hcPC0GAw5zmfnqlAORblA5SHN2MXN9qYyTuA5B5lLWSxE/QnPFpZdFBJtML1AdhWFc7gXbKzgL1C1echMh4tHqU/wd2b0HeHUxccCekrf4X4gixWNbCgXiQFVF/MSigFl8dvonQCnh4JBmrN4XpGGFGJMDSePDzOfBeZXPG9R/JaIuZWvI2v68+2yaoXLeBxKJH1k1oACMspiBA2aqG2l3bU9T8wD6Bc4pmxzPJMYOadPJdkZeDZsiojgxogRI0aMGDFixHim4kojuMzfA8/lKahKnms+SUjey8oRsWh6YJWNlayVJQqZN1h0znJmQ/t5mhTGiHML7o1Fp8XKGyYIWF2fV+cjQfVryTXF8QMvDDaYso0epg+VgPe1+ppCjLrYST1f65a7pSxCucnl8orALXwfqzRpn4nzShfpCIW18mgQrwdSCGQD90JyErEtWzai+RTtR68kIY4OFEOuKtkC1nA7rWyc/J2V1gqtUlmo3vDCFLoP9ND0z5AJyMia2phEyODvW1tKg+TSxsG+rNCRJMzPYukycQ7WKMJaU2uqdKt443zMAK+abZyp8+G7Ehkc5Myq/u/d+fbnnI6vCfcwxGfb1EYWsUc/bXLRzrmew2DLKzmJjJJMCjX29sq90Vi5rD36uMz8uL6sLhVal5YCUSFEFVa9+HmrHMaP5IDLfgq+5m6+O/yNshlbK7IDTy9Um70z9UYIvhGcMlsg9S1GVaVsETj8t9Z+rrlM/DVdiqKAaqZtysHBZD6huAygvUC+d4tdhX5Ka11wW4GEw/CCbV8FpxnHRJsxOikl9CB7SRKPyTJRtQJyfsfcfc/dUwg+5BrPpoL/O1mqvlYutZ01snL9dVf+ug/LQy3rJs4TcysQ7Mvct/WiXoy41zi/4/RYZckgPyeRYZbKA7qJsSakrOx8xBkhMmqQ+2PLY8wbQI2BhkrwGEgr5hprty7nJWT1jK2vRGJ57sf7AfUN/llwsUNzPqOxQKwDEoacaUbGCHNqMuxnuJ66v4ZuvFVJV2yWjBBcrm2hicf+LJ+DMFvic8cmAuzFeMN4xnjDOJY1FPadCQZVsk1HcqPP6gtujBgxYnw94vwycZ/82ZnLAgWnMWLEiHGV5rH0OZnHrvQLLlZD4FXiLR/WvZKvNRKzB/ohxdLBf201v4QrK2l16H9wT1U9kMewXFw2kBBSHfw9BqX0ijFk84mVEHNmgQIGtkV1I9CQVTMgEA+bh6oK+pojJLcg9LMYVneMABP39kHt7SgPq8MRBxc2kYfpoUbPAggp/g2RdCzqILAeQj+ASk2KibIPlmjEk+yJEjwHR0iunGGBeZacKR4Q+pflT3aRV5QRoBOX1fkWsbVV/yELRWu3+DQOrkUwlUg89kPbsHViYEdAADYZh4TUHkb9E1mUwKra9vMQP52zL7BzBPIi0f0kbIGsEFFzzBF/EaiQQLtxzyyHXaLcjKhjTAX483xsy59ODXoiUTpkX2iuYuQW1qioBu+2mRCyPMlVX2YFhg4RzT0iepD6DMjttR9718vrSuhdoZvEI0U7TOupOhepOABOKlBTyR1EdT8MGDAvgSsMZZQudttdZZl93HhE72Tix25RDdAPsizIpGGcnrtzpabQH6P2xzio/PXvN/vKDEaqRKzztVZToNsyWQ4oN/YDzvB+ta8QYWUQhP5NzwfMtTAskKYQ6Dac5QEHX+iSsjkPTYWM+gExFGjWmTvTfRn9CCjy1lg1hOsHcF70AURfKkActocqEyD7PfjOx9mxzoBQ34VKQxenlc+SVetKfXfRLpRBgLKxFsi3HT91Xqt2Y0Q3pIyAMW8Q1qDNOL6H24E/2fnEHEP+HFRWGeRy1DHluLSZEMXVTwLZJWTc0P9oPuBMZ5KOnl/cB8z7hrThxfjFO800nY7qAjBf8zFSzUtGNkgGo/Z49wpkxrmZcM/Q3drNalRPi8jBjREjRox3ia1Z4z7xsVX/GSNGjBhXMbaes3nsSiO4TN0AVYcQA/WGb1ZibIka4Prx/iqjeUqoktJro1USoz2BFd5Ik9SsBkPLC2sBG0SVrC0ho0vj/TInkSp5gQLM3aCPeNKeKP7rbrKrVnJy5YYVN/hVj9JHCjm6W94dVQwDYR1JHjabEVxUIksdR1wLNHjB/71d3x6pPbzZvumPTVIbsKNENa/k0LGGH3UA8H4kD5KRVUhokpIDVpqyUhxWzLY632q+KhtOume2qlX1T3yN7jNXowrEjZEcQmfZdtjwV4MqAvgOMgGC4wkut/wd7Vi3j9gvjhnSZ+ZshslU8PlJumoI1ZX7U02kOXlsURzgNvN9p3GOnyWig+8XeeqODhqX5W1/jqy3KyqogY5YPV1GT8QAwPeYP0/fQaWyrAJnJLSYqcyK1H0+aPz4u9Pe6T/v1n4c7tVj21Qgt9Bkxf3BOJecOFTWl02pEJqtZuDgspUqIWNAWqeJR35Ok9NR/0T2Zdv5/e+udxVSKBHFYqdQyCuySKfrYb+r+UpZfb/sXlaarFITeOEWag4E0rpVb41saK9n14OW77KNMN4xHm2mSQbfb2pHfmYJFQFb5Q9kmJFH0eGZxwguPGUsGc2jn6WWLTi91qpWZihhj7yf76s22q0HPrWt3meN5HaMXKNtwZHGmEY24q38Ld4W95nRbliSS1tbmocwFsD5BHLdrMZZGEYFWdRmM76HOQBzAtQfZNtzhhZIcCgza7K2OLaqhaAIZtmgukCovpzrcY+RBbIKEIlEm+mfRZ7081jf7drhWRRCnXFfQ4gp+Liso4sLw6bi8vCsxLVAiQTvF1KtaBO/VqmMRAQ3RowYMWLEiBEjxvMakaIQI0aMGDFixIgR45mKK01RAMmaCzLwIYjYNrUA2B7yTlxoINI5nBJByqF9SlGLKSxRMiomncvfp01kmgvBNqmmkEimTVkWhD5ZPgUf0tKQiPpIbyFdCpkrmao7TX3Kby/zacK91d5IHB/SYZyyphQR0pAPWl901sWt5laQVD6ianT0AufpBa9NX1PpSWVMQLQFFCigsA2FELdqf7z+d4n/3W7qU2pfSb7Sf55lZ8qeWMrcoIAG0ieSxlCUhb6/Jn0m01JsRUip/qdZPlvLWpZiCfDokU6ypiXKHMRIdDHlhc77aVJllt4g00U8ppJwKilofY2mChk9gDIAW2wU2yH1KGw+7XUzHSggXWYLR1iiz9KEBOWIiwJNIao8T/5O27huMy4OChhnMFWBxiVbaQo6A64bfYXHPSx3RQEVZLvQN0A7gFWqpCbcSG4o8xMUj1xmQ8EP5KzQNigMRT8AtUAW/+RlrgpFdtqBHrHT7KhiM8jtoajr1A1UAsw/kPTDfQZV4bbzdCO/sf+4WJKU2Jb/xVl6NrIQZ9F42h9kEe9WA2UKtKqy9vfpfHmurkkW7R3lR6ptMFfjuzC8kEVl6E9s7ABWE4xpBA0EhYOgB6iC1sZQ42j+CNKWTLsyvYgodEyB6r53QXPAkr7vmRq8P5j4dPEgf6Dm+Zv5TdWvujjMD/V50hgGnUXKSoEqgrkb9DKWnXMDPWSRLBT1g40apE0uxlISfpOR8wfbYkM60cxVki5gzXM4hW8MH+Q2zJTC+SmfB5Ny51rVzXSGkEwYF3UJqTSmiNiLN/NjH2bXTzWs4ctq1TNfUussLdLSNdS0ifcdek7BEGTezkdUCn7nMvQzJb343mvMIoIbI0aMGO8Wy1XifuOLk/4zRowYMa5iLJ+zeexKI7iQB+PCjEGngwMSM1hx8AqhCkgX0QoMqxEpKTRCoLBiAcKK1X/AvACImEVuQys2XtFhFQakSBDIWVIJJPMNlsB9sBKObhu5EgSae557ROMi8YjJdro9EomH8QIQISAQKN5aTAgWEKs5ab+pL3b45zvJOwoBRiFJXQwrN9hP7rt9RVbPVplCBWRxCGTBUBRzf+Itir+UfYm3RaEDCPzYVqLcLBZO12Rlw2SbA7FBH+HCsSZQ6AV01xQo8OpZoLOjYisj2UU/aITDoKhKUgzopi34goRXANng80H/DKAiVtycsyaiQALbACHC9eJnFt8PoCDcriiskaiGkTqzY0yNd9PGXLwpimNgrrCoa/f6w66AKvEIbwBZYEQn1SgtECRZrMn/NlacQEFlAP2CpTbQ2pfql3ibm+ubKmNRb9dKoF9mI3bdrpIFYztRyC5K1I+Qf0g+AcmVzYqiIJg/AFHCWIYUmESBsM1Wu6UNSUSWAyjsRUXZFgIYt3M/L93PB7vxJ+kTZSoB5HXHDUjzUX2kiqleWb+iC1lF0wO5Rv/GNSDbA7krmQXkbKApJMoL8ZjF8MM2sJoV00moIFTuT9liI/OBMZDoZ1m5GOZeFF5la8owrXVxJVBlmVFDcRMyAbJgEGjuteKakllkKUYxbsu0VKjdZXupZM5QvKyuG8MaY0TI+Y3MXsyzVT4vR33LPBNDxVhWpmokASjOjwtOqTBUFgxy4SW9q7AEHPYjHyOBd04+d2Np7pvFZNpaPbc08n2F2oPnsX7blq9TzqH83KaMHtpHZpzxzATKDiSYDTdEQaA1ikCmC/M49iHPmQsVMTeLrLTKWL5LRA5ujBgxYrxLFHnr7t6q+s8YMWLEuIpRPGfz2JVGcBmlqYydnUR8tJvrILVCCJfklQA9sogW81SkkgYhG8yHfcpKa2QL3ASkL2jFbRFbIIWSv2dXr4xOh+TMjH0v88HEaWLVBZmth+6hQtEO2sF+F6vzZbtU+wNCJBFcCLKDt2ZlrmR7zpu54q9BfgyGEvL+gksH8fl2PR6skDqD1ebt5rZqM2l0AQ4yJMog7wPjC3m/IXDP50KwkhTKZj5lG0bjZVhenUXwpRD4SIoF5yb5v5C+Mggz9y/JdzL815GkjTgO9zlrCw2UVl4bLgErf1rBy2Pz7yDHQ20mJWNG2RJIa1kpvTZgXmGlZJgeF7DGtIi44GJC8mlvL3Uf/2Dpfv7THVKX8LnI8Y5xyOMRYu6EqEhUGu1XNB4pLAg+nFWz0cwMs5M7qUduP5B+oP+8vh44uDebm4q7jn6K7NbLrZfN6mK33FXHBscXn+DoSr7raUHIHTXffunRZMlPx9wAhAVjAyidHGPgYiILU0/qkb3rRXOh7jPkvbDfi2Lg0Z9u+fM7WZ4oo5druUcXu7jReH7ytZX/3Xbl2/V64ttxP90fGR08cU+UxBZ4u/P10EZsxAADhsZISYr5GP0TWaeRbayUsMQz5il229zX0g0opUAT2UOHJL+4LoM4lpK3Ch4t5uVVulLWyn3bJL5tHub+ebFVbKm+zJlLUQszzwyCS6iv5P9azj3Go7KvZtBSZ1AZjRbjH3Mo+iWjvgC3x1POMB9TG42saEPzO/FlZVaHubu4JlwLniNy3nwKgss8fvFiypkhGDNgzse01qSjZ8f+zM9jP3fZuvIyGZ4pommBtsPgwUpNdrGu1xpFNjxxibaDc8syckDZUW8ha5UAcJv6pygTFiNGjBgxYsSIESPGVUdwszLTPCRw/wI8Q1tdzosRiWSCS0OraUZ7sCIiUW5VTY/VXzpeNbH6gqk4ZK6jsFzcZNZgxZtVWD6XsSSU/7ZcT4kCAEXByhvIK7iu4LXJbcD1gykCK1kMBdjuIiNEuPQr/IPyQFl6ymp1RjaIp8pVrMJSF8gqOJKwf3zSeiThUeJR3y7uJndH6HMXR9XRaL9Ac23FvOQcof3KTPOJwROU9x1oNq/kwQ8jpESqUnAfM4YJrAYgVvgWAQ7xk5hTRecjkX+7D0YpDCQs+Vj2WLyKb/V4Unak6OfU11jQW0Al9lpGguMBNMMaSFhuu0IbwPc1fEiJKtn5wvKWVQWxS/p9dNfbGz0YlFadM8AeGhP4VO1KwwWc22k7VagJLGK7OMp8n/1I+5H+80ZJSgntUNG+mqwU1w9tdH11XY85wY+Dne2i8sjotJqqMS6RUYzlqqiUda3kpQKVQx/EuDxuBw4uuLzbjT+frSlx+nP/+/vNwKt9XD9Wf8O4Qo3AZT0oQ2DOQh+B6ofkduL7uB83HJk51ITgLvdHHNyHrZ+7jutjleVSyh1mzNpxJcc72h7IKtBdyeEHV5EROU4gpqPnBiODQHmbzVmY0fMBn5VGWf1JD/+UShFSEQJ9F4YhPAfSJsqGlvZdTSuFCAMZl0YklmPJz1o5J7S6xoY/A3UozVLXH2Db0buA5I6a5+bo/UFmUDH/YioXHHbLI+aMF7JnIoNs52qFABN3Vz6j0I9tFozfL1KR2WNlnLqfx/r/ul2BaizRcVw7Mg/pu6s+cRvg9AKqDLhWqKzY+ov+dwNBevP93GAGEYrIwY0RI0aMGDFixIjxTMWVRnATkrrAqkZVq1KwfiEhb1gdYxWsqgexUkQRJ+w+zUqadqxXLlh4BLiyduXM3F6BzjKXCJw+g4LJYL6LsWO1yg4K5TNcXMnRhG0k+HHguKFiFny2LvbbffU72PAeTA4U8iGrkx+5R8o+FOiNXIhBe/daek2htZJfC24gc/qo+cDbO08Hvi7Q3BfSF/z55f78Xmj8zy84/ykVG9Cu4BLKTADaGG3LqgT08yQbyN7Mr8K9NIiJqo5OjPal5WALZNTa2oY4vSPNXQYgdEW/b77w+hZVriGVD7avNseWXFQ+B/oda3PKymaj2GB573rnTqOv3Kz6u2q/hqcLVFKNDaiZmAppmd3giuSmdadnueuB/0QgwkIZAv9mxJY0oq0Nb//vtFD9ZqfcUXzbG6lHF7u4md5UutIH1cGIE5cVum32lntKT1duC27ool6oeQ68S6BrUiMWVfXIdrzt3h7x3e09fTN7UykcSMQnm/jPclIqK+036jd428etR3CX+VLpYOO+zcv5qF8CdcLP4PF2sZVtKV4ptmHbYQmgUVcFWoyaAOY4C+QN/ZxVeOiZYjmRofmXtcxpDlZ/AxecHmvIOkmtdaurCgQyhHKxEorJcvBYETxgnI+1A5d8YqB+ZVnqYyM7pqY5nTnkbBwhw+p06Xp53gAyLFFlgzDbzI8c55iPrSpFKCyqy1xQeq6rOQzPZlwu2k8ms4z+Ntt4w1JczMG2bkLpJtN5yfmGM1obtPNbaSuM49I81tRp/77A1yva39b/WD3v0HOKVRRgDS2a2qKy/CyFdb2YbzFPI6s8yqabfT/TL7gxYsSI8fWIxTJ1v/jZacx5xYgR4+rPY617LiJSFGLEiBHjXaN1SY92PCdPhhgxYjyD0T5X89iVRnCRuoBwOaDvYiLS5JSOQkEaw/ZIG8k0ikkJsdwLpWtkyppF97G7ZEyG5rQtUHtThKDSsaa/2QIiPp5MIWyiH4gcCdvG0u/Y1k8g/kgF4ROSLSioAC2hi8OaLHCzXZV2PUz97/fSoTjmYst//151T8luIaUljRn2nP/3C+0LmrBPcjpdHCfHKr27ylbKYhjUCmXLWZTqPCdrolQ0Q/EZiiGswQdEyWV6/L7zRTCT3O/ntDkd29pSG6P4YnRORAFQQuBZpigJXBAhZecMxYXtHkXn4T6VPJ0KII9hjRns8ZSUWMCi1soRYRxxoRtSZlK6C2PCHNPKkKlrgEwYUsGw+w1QFDhtmJgxESh+sOckLw3fO9pJ3Xd9y8r93K9P3fk8GVLtdN+kxTPMIUAFAOVF0nd43JClNH/SODpID8aC+o2n79yp7oyk7i7TS0ULQpoYY3hRCCF9khqCtB0oQ/PJXFECungw82YNT3JPM1hWy5GcF1KQ94p7Ko2Nc4HUmDRggC02KBonraconLaDkQBstXFMCM9z+nwiCpOMlBGkI1l2TdKqSDsSRS4PkgcjuhpoVffcPSWPBUMbSCmFpByt1J9Kr5onLs/PZJijxs9MS0xhv9KKHsH28oaaJAvS2OKb+uWo2CxAwWObW6IfyOcQp9mxv0pTAlSAnlUbi2JBeeDzNOYxoGRwIXP/Q5i2xSGuhQ2RMEehsIrGSFKOr4nnS5L+wniXz3fMQ0ydCsh/juhphg4SnLtdoPA9QEvjglI8O6gfYmxVwkAB17630/p57Fen7vwy4TFQJMPcxPQrFK2BgiPlKDH/Uf9lGTO0m5BaxDwN2gECNBVFezF0TtwP2e9GEpBPiYjgxogRI0aMGDFixHim4kojuJNmolZQsJEFaislWniF24SLb0KtwqsmWuHJgicmSEOWhr4kSegsZg8RboMuhYjTjKqZgjG1XxQkGftURtekcPKGAoNggVGr9w+ESJotQBT9WuLRpEPnEac7zZ0RugAJsUezR6o47HHqi0dur735gjRkAFJwo70xWrECaULhyFl7pmwDJdqJlSSjX+01JW2zWw3SZ2gKnB8QYSlXs+W21EoXxy4KTYrvr7taK7QKxXu8KhUIB9A0K1XFhiTSDMRkAJ4WoQK0UWS6n3LfQ8GAQLTsOLH9XyHNdHmcNcDqXq68DcJsUemQ1B0KEFgWkBBiWTjHAdUaoPI4z5CsF2pYjMyOKqLI2v4aO9Qky9OhqFAUuwDVx99w7ElChWTNYBu7U/h/HxW+f+4Wvj8eNUcKZZRo7tH6SFlnH5WDTBiQz3tTjzg+KB6oAq/lRAjpk+QQ5rVZNlP3UIr5o1DsYeblsuqplujr4mRK5gqrmZLOYwkrQsG6eCF5QaGJGEcoYpPnWa518RJsfTFmgGDJrBC6AmTMYGHcxUultzbeSXzbL5KFKl6F4UsXX6i+0H++kb+hskdsBiMMSViwnpBMIFP8d1lMbAxCuC9nYhuyzE2mpuA0p/lI1CLB6peL1CwqWwfMXmz2EcWgosiJbZtRyIzCNylbSPcF1yvtWUcZT/ucxY/ZeE5kWTXUewUsznHv+Rj4KNuxVSyKSem6+TtoTilxyLtrtUU7/ZxPhVkLtfmoQFg8Wxl9N8cMIbghZNIaPcixxHbfdDhkiICC5lRgKrM1XT/r7neHsHb7YmMcURzPx0IxfDsuMgNKbCUbrWSaPLa9FrYCFn3KmhmFbIIjghsjRowYMWLEiBHjuY0rjeBiJQBkB1xK5pmKVRZWbyxLQiFXRFh9sDyGMYlQYsiIxnAUBfcE3BjmpcBkQfB4EJtQOV7BBIT0mac5aKNs3K/lZioZFboIHANSJJANktxWIJXbblvJbYEHjZVdFxdrj8oczzz68WjLI7mvZ68rM4Yubtcezb3mrim+obTPBG8WaA+E6iFlJM0bwDkCYvRy8rLi4U2TwZGibEt1PkAkpOA9rhcILvreduJ/v8gHjmNd+HZcl37leloT2tWOER2gRkDLrSycROMtEhG671KInTbSn21AfgswSoCDupEXhz5Nv5fXZNFSRnuFtBKQfotoYeyG0Hgs4sHBBvIsswYjkXgrQyb2a+XBcC7SZhJoYTdPdN/tpL86SS6IxU+zoR9BMg99bKveUtxzZJi6OEgOFJcdhiQ8Xgm9k1w6CMgftj5rMqtnI1T2NfeaQh7Bi5W2tozUUfeGwQPmN2nVCw7vpfMc32o2FmdfbPu+n13685utNYJ7mPnzlX0DPHSgOIyMkvC/5MtjHIKnDLToYjVcE/6N+f6FlR/3r65f5W22yi2FfD2ZenT7dOLH55tLj1Z38ajyc9VJeaIMI1gCTyCEQHMt95TrMqQ9dKZ5pYxGCUt59C3cU543wDkXfEQGtqDEZMalQnAJ3bRcUWtzK//GxjHIKAYkDhkFNPJUcltrBIDnLuZpaYYxQhUDcxc/D41lLx9H0f01l5mDXevHHFyeL4D6gsssz4HspZnbi+aV5g3WsMci7IFMlQyeJ2keUtnZ1hhq1AYVT4fzQDYuyZd+HkvT/j+WH5MGODCXoPkAVrvIREmbbzyvrGSpuvfU/tiGn3WQjpM8bMtjfo/t9Ey+4MaIESPG1yMuFon7yV+ZuSaWLcSIEeOKz2MleQg863G1X3DTcIWmFM3exP2x3Bppxcv8qNqgsnLxhNUlVk2GzyR/x6sSfIdaXSJFXNFZbUCaBU8lyCeUqx5FM9QoQoifa80LuLoRyK6AAZjDS5yxWe7RmqP0SJkmdHFYHSp+3Enm0ZC3cy8S/6gYrHX3M4/Gfrj5sEK0gFbJf4PLCHUHcHyw0pTC+VgBQ+SdRbEF52ir2lLoM1Ba8Iu7eDN9U1mpYjULvuJpPnASoULB/Frql+Dmruv1iEcONAFoMt8LWQkL60+6BqCViptGy3euBrYGImL1i/1IPqHf2I24ZECcFHok+qWqBqZVvf2bNBtA+zPfi/aLrIdEFLif43SgsGFQA8X7BBIOShjExMXps90uqtaBcogsTD7Rpg3bk5n6GQis5MDB4hoGAuCkog9K+2ugiVYpAgohUo1gna0Vt30nGzi94JM+zjy//V7ukdu3krdUNqb/fj70vz4IhGaDAnA9RV8Fzxm1DM10QF1YAYD8WxZTsv7FjuvNyFu2zhSSm6+HR9J25Xd4q72lePS4t+ftUBvwuPLXvVfuKVOMnXpoI/AeTzM/Vh8n/juvrT3q/bjxP0vbYaBNmI/R12SmAOOb53CjnqMs3gudzeMhIY0LoBBAz4JqUWnjoVI2qAsjjeDBr8fnyVxcmBgMxFMOHgPUbXBtkivMCKExXbB1JOpvMCOg+YTnGInKYahanrKwQ8f1AmHmawBCLDM19G+YofB9CtQp2DoE3i9NkfVKqF2Y+8x9Qj5/0caJqbEwnFx5TSrArxXZRAR4+kBwed7FMz8fxijmDL7O6Voh5xJBx/lj3mIbcfpU/F80O90bzMnrRhyPX0sMRxm/F/cBczIyOri/QaWF9xBRRSFGjBgx3iVmk8Z98weX/WeMGDFiXMWYPWfz2JVGcHlVTSsnIEQhHTrm5ZrVpkRKweljuiqtYq22YFDr0+j7Ke1Aw/Xj/Qr+L+vsATU2+n4KaQanaCAgqe+EtE6tJqNE0+xKljkztI3k3qAZgbxB/QAo6o4TqBJZgeYlVU1WpdLQhP6k5C8+qj2q+0r9Sv95K/NITBe3E8/TvV55JYfDxiOsN9yNUdUokNFV4hGYB+kDtcKU9sM3mhuqShvXO63HK1agspcZITxTv//D6YD2niQnahWK65+upwpdlrw4tsREJT/1HYlkAv3iylxhrWnvN+4d0FlWExEcXUZWYcMJlF+oJ4iNNWeWOlRWBcac4YgzkiXW06zvSNtAOxYoQahiF90d1wC0O2QhyYgtO9hqhFhuCzQJ7ZBOhvOcTv35XD+YulfvnLuT5dQli5zRDShlSIQWWtDgpaPvSPSLrTMJjYAtNu4xI/siMwEr6svZpdK+VWoHhVc7eOKeKO6o5NEzigr5UsoSMI9agC/g3LPmNvh5YjJEhgZ9tSka1TdkVge8WqCTyLaBp7xdbg/jsrqhuPF7yZ7KymAMStUV7AdtJvv76dS38Tv5O/3nV5Kv9J+P68ej82TNaupjVoNZokiMLgHlIwSc+5y0ScZ9R81GqH6CblWzIPTqUu9fcXonGiGEqgLaV+mHbkBuWWs9YAuP5xrXgghEmGtK6H6z+oqxo1X7Nujs01BUi8aG6lSsxjbfF5ltBX8Vevb0M3NwBZ+aucZWJQbXL57v6TpVyLDNlso24UwS6kSg4CD2F3BXHs3Fsr7IPtMxz0BhIqfsk8w47e1O+nns7ZPcXSwyztayxW5/8U7NQRhvUG8JIbacTbQ+A+J3eMZx+wAAF0g/W20jUyIhbnN+7yUighsjRowYMWLEiBHjmYr4ghsjRowYMWLEiBHjmYorTVFAwQNg9mkzHUtUUFpwVAxjpFfU9zakWGW6mIt4kLoiqRBFFLcSYiYFxJQIcT7200otyfMbvqox+6BgtBXUlzQGk1ZAWyE1JK2Pd9NdVQwCq9rt3KcWy3woZoGsEVKVkNqCsPxx6uXD+n+7Y120RWYLsC7t4uXGS33dTLx4+6vVqyqNAepCF6t0pWSO3mi8bNKTxqdu7zhvTCHT+Lutv7btdnsks8KpTmqqvXxPCdNf5INkEYwn8B2klUA/2CqGYiMUcYCqgBRNlVejIrO8yhUdBDJCqkCgNSYjrS44kOkgKe3lN36KSUS7Qb4Fm8rCCqT8WGUvGRVVcoEX/Q2UEXyy9I0opkBaDGMP9BOZqufiB6TvqI0wBiWdgbOHlAZkmS8qJOvPeYsoLdPMTYqVO5gc9BI5KIBCX5FFZfjdSKifZIUkjaVZaUF9yO9U6+G+o18+do9VoVIjeHT3Wl1UdlFfqDS+NMOoMuTSnUprM61DTB/oj/jbqLhWzlFI/WITSlvKosrl2o+X/fW+6hPXaz9292shC1gfKKlA0FdAIYIMm6R2gVIBK11IgPVtk/u2eT31MoUnzYmS+GOzCGEyAcMDa8crC564SDM34wip9ZB1q/kZlAJ575slPTcWiZaLo5S4/B7k1XiMgDYRSHvb5xobyAi7bX4WmnEvn2E8l1SaemftVhUVEAwCogGBHqQs7umamG6VjguDmaZH12nNlJRcIOqhaNywHCi2kX0Z14f7Ygq3lEES6vmM3bAy9gCFAnQyzPd4XxD0iJDFMc+dkHALFMnib5PJRNERckFRyGckqTqd9/PYzvZWV/04tHEp5uYyVc94GMJICVCmbJjCOp5nxaslxgd+Z415FA3B0BaY3iDMU96L0RFf93veMkaMGDGe01hXqXvt/rYrabEWI0aMGFd1HluLBdWzHFf7BRcv8rVGrbCC8T/QJz2XsIoACoYVlSLfG6kQrErqbFhpADWDZIv9bnAVbKwSFdrL6i6aJI+VrxKjxqo1ZDNst4XEikHrpC0jhPOBdgMFY+tR+pRmC+XKN9yj5JFCLSHvJYtCbtQ3lJQRJJAgp9XF/eS+Qpyw7flskAJCAdqd0qOvJ84jMB9pP+K/m1yOikQeJr7o5kvtl/x3Wv+de+m9YdvMb3sjvaEQM6C/Ei18lJMAfH6iUF5ZvARJl93FrkKwsNKWkmKQlsLqe9EsVIEe0O8uqkmliiW4CE7cWsgtYQUM1IvRORG2b1g5L4mCAOUEQoT+jrHG8kQyW2LQXpU1oLGA60chAww4pCnCrJmp/S7cQhf+CWQH94nHqkHVJLKAwjYgtrNCf0oUpEMvlo+d26U2nyxpbJST0f6WW0uVwcDPcv6A/BTLEVF7AJXca/zYkXMACtGAlD7JfDZCSl7dr+4rAxGgJbKNGHE0QAiyCCiskv0Isj+YI2ThFBfQEApXLakIsPb7ma8H44iz+kxdHwrxWFqNLLHlfiHNB3QfxS4oWpVthD57Wvi2eiv1qK2cA2AzfFkTul1StmQuUG6S5uKCPFwu1LPEsa1BEIqH2YiE+oX8HZA7fn6IFw7+HSFnmO+5r8gMJQqdaJ6w1tQqQ2kMGKwUlhzDI9MXU2SqUFd0azQJnHbF/izSivNl9E48h9HmnPmgdsVcIc/Zzl0sYxmwR0bGgwvDgaoKQNFmeHGfuHBOmkWkBvUNPY5b0xZ0rBGKvCEgWcnzr5CcQyaDi9bpE/1tl+y/5bkV7V4/j72SbvdzI79fCFk1PKeQgcR8g3EiZccYWW3CVrsKuTUW1hYlDz0zuLBaSoN9FQIQkYMbI0aMGO8SWdq4w/1l/xkjRowYVzGy52weu9IILiQ32JggZIFLHB+21cPqlWQxpNQSVs5AyBRH1lgZMjeGUBpwtYJ8K5wWqEmQdJHcHcvbMkLYkqvD4v1GRJplSgRaxyvZxMiOiKUNcyOBxNBKdzKdKHRFcnWADJ01Zwp5ksjOQXmg+IW3kltqZSjF7MHHPU/OFco0zwf0BygfkNuz8kydy5N0QLSA0EMAHtalF9nFyNwAfE9IKe0mu4rHK00qwLXF91liiXhLkkcJlP/AHaj+CYmp/voyf33LYqkQLqBU4BRKS2L0QyAbksOEa8GYsDJzEtngvkb9B1xXfFcZM9A44exIGeZKqWPRGGPet+D2ok9gdc+GD7SNHGv4G9AOIOTgKU8yIalF1wAE30rnyLaHzfJe4dHEaTFVXFyN8q7ch195x33204VbrCYuW2aqDkD1CWo/3C/0EaDr8rrR9kAngZBKK2mgPrDLRebjQTbI7N3PPHJ77vz4OV+fK2RwVQ/9CDJgaD+0DXMdVwLtRf+mORHzkbQOx9/YDIAQMlyvvO4n9ROF4CJ7ZOUbpeQXUF5GxGvoaA3bLpulGqdfbr/cf35+9Xne5mLux+68nKtMAPiQyErJ+dzyyNEe7Vo8NyChRugaSybRmJF1CZy1A291PZbfYttd3Ad0MbRRHZDxwvkRv5rRWfE8Gtlqp8ZSXqCzkDrD2AM/VEk60e84M4nnTxXIGrb6HBi5xCEFuMd1A8bgQZqV4M2FEVyD/KlrQeaED9lqzrAwROD2hMwakM0sYNqBYzyFEsrPZiPNZuUW5TYqnvLc5nOh6QrXM82no5qHXaqduTEp+nns0RdecKvljMeUQtup3RcFZVGz89GzCEN6xK8NPDsgl4l7ZeXkJIrNxh1G0k61TZQJixEjRowYMWLEiPG8xpVGcLEyANoFFExWSqOKmhcUhi8meXG8ckbFKKo5Ybkq0F6s4Bm5NatYuR/+nlFIUPamlreYG0F8VZLqRlws+bOqgk/DyggSMcH15UWuVBPAPwRyKpGbMiuVOPq8nY+UDIBqAq3bSXY02itUKSzvx1Z6KxRh5ff7ZOHRoNeT19U5ye8/KDzK9SAntIsOCbvOLs5rv0JdlAvFe5Li+FCAgIA80HesaufVgDRjZQoEeFoRMkhL7aPa2xpLviMMI4BAPVg9UGi1vIfgJAIBB9dRXjdW5rzCJhMMbldRjc3cdYh3UyMpkXhUjwOxNZajEi2AeDn/jrvc2GTBokmhPiytYyXfO8/8Ne20g3GGVUcBfxxtxoihMCVhi2eaKpTSAmdfTn0Vcbf/1rl1sR6ZDQAJAj+tTMqNaBoCbQK0krnH4hRWxUohl8vWfz7Jh4wF+jP6E2eoaJ6SqhSYj1igflurXkieMjJHQC45WyDdYteaM8qWspQ1u2gGLjvQdyDW2D941tvZoErBSKgx0UGfAQIrufZfab15w5tLb3xxtvAZkS7my7nm3DKM6kYqAoxOGk4mrpURXjEmgFQz2gRkbSX6MjUcrpuNGQjJlc8mVmow6Kd8DrFCD/F+RzxdCXyFlH4kUiqMSIqsCHJwVdaxMRbAxjhCPp9YacMgmnxuIavvwclg1OZWCYJPidBjZYyEsUBZUf4EkisMl9jwAO8CQFoJHZXI8EjpyJhOyG3ezYhGXudGYweT2cIczNxk6m8YHznNj3LfnXlDN4915kP1OndFXSgFKvlehb4KMxuZKWQzqFY/Z0LZOkZuDYKLtlFGKKbvhNo0NI9uisjBjREjRowYMWLEiPFMRXzBjREjRox3ibZN3HJZ9J8xYsSIcaXnseb5mMeuNEUB6QKQ+JMiUXJKXdRFrSBzW5Am5TGQokHKhVNFKJahNIUsSOMsF4jxIoVjRaNtcZi6FtAikLo1vtnyPBn+tykSk06RFAf+HdLFIqWcTSlVOUuChHZpJAACO9L4kE1BEQtkwyS1YbveVinF48wXlJ0th/ThZUOSPUWl7ptMqeeLXBXJdGmWLk7d6aiNysL3icf5Y1V8gyIjFNjIdsQ9AO1CShYxhYRSJ2i/eT0fpfcg3wIpMqSUkcK91lwb2h7yYvT1a4X/22HiDS7ezt/mbR+3/lrOkjN1DkgpSTknNoFIDFVBShZRG4M6gf7Ogt6ymAUUHEMt4DESEkCnv6EfyDQ5CiSsNB1mJCljxxJioBlQ+vQo9VSPSSWKzOjflmbBxVyUCpcUAhhooN9Lugkk5JYXlTv+7DV34S66jse/l0WQSFEjBcqKf0TVKaYDPQLHRFsX60L93EyHeQSFjSjoPKvORgYXoKmwWQGaLw0U8VA/hNc8ZNEwpmVxZX+9spgW85uYwnBstLW979K0ApJh99w9te3t9PbIFGKv3VMmBly0RfftUTbMNW87P07eLN9Uc8tyMdCMqlWlroHToLRfNiMQv8MnXzezGgR9B2l3oh1gvgRdRAr483MCnQMqS4FtrAEPZ+wpDR9K91oDFvXcoOcjU9wgh0lpYZlWZoMZ3Dq+7eNiH0670zWAWiKPzcVS7K4y/Mk+j5QUlzgm0wck/Q/0wdpQBiU3AF0g158oppYUBWLQjNqen62StmVNHPAneW2J6SOQSaPUviqMD7xzjgqzRJEfUwiI3oRzwzN0Sc8df8n+oo9pHpu03fPwnJ9VoA7J81hVfh5YV+tRkZ+lKHAh2VPoWBgPVi6Mx4JsgwCN87di9BAR3BgxYsSIESNGjBjPVFxpBBdFHRb1kwimRRWsdJeUx2BZsMaspOtAkVltig8gmyMXFwYZtGR0GVawmlfrQENE4YslYLNNIQrJsFIXsk4j8resQ4NtaqtX4lhVS2mUw/ZQGT6ctqfq+qV0Ea4bK0xIN8E2943Wf3bxJHmiirYgXSTAyQ4CDsoR4VrYvEMI38OydL3WK0y5aMQqFigNzBbk8g/oI4oD5ulcIR0S/Vjl2kIWCBwQLSkJdLA+UFJsQI+B8gJdlQjj1E0VeiiL4bDKZhQeSkO0apbZDSAlQCe4/yM5IZA3lomCrS1Jc3FBiCxshND7WvfTnUYUgwG4xnlm2sITUm1d7DmP5B0kB+p+AeHbygTSDhMV6hTLfKkQbFmYhPvN95K2QZ+R/Wa99ch904eP3ae/tO/my5znHFjCKlFyst9FX9kut0dyZrgvOwvfJjsr0TZGohAZirM1Ibdr369WqwFpRXEmrh+Ft3zfmrGM3c3SW17vlXvq/M6KIbPyqPUo6XF1rI4jkSQU1bFVb2JE8qko1G/sFEr8IHmg0GmJJO1UO2qu2Wq3lMkKrHa7uF97mbSz+ZkymwBqK+83TBr4fgE9lQWtsGK3NuiwZpfFRta+lIrh+BlDBhrqdwbhUvJbVVgq6alolkEPuTgZ2QRhHc2SfzhmM0aGrXERfwYKo21hJ6OVMg2OfxYbnnfKN8RIeIaKss2zmY+FZ7c4Nj/70RXYzTtRxVqy/bJZpuXXKIsgg9tEGmTY9w+0Eb9+mHaUYHUAmHxa0SCezxhLeM5yn0+GbS9bP2esd/w89oUv3HaLZcEZRGTH5LltzA7I9gAyX5tCSykJiWyaMcTgItKnFJBxJiUWmcWIESPG71Akrcu6l5rng7oWI0aMZ3geS56TeexKI7hYYAB5YZkjYW/KMipm9cCoquDDWltcFjUnNEXKWmGVw1xew7cNBa8YsRqRC1ygr8Z2j4WxBT+M7VLxHeyXVutKoB8rPyg2wWJViHCzvSHMCrCKJRRV2u/eqG4oaSUc+0nhEdgHbkBw32reUttCjP2xezySOQJfiNFE4jhD3kqeH6x093KPPB26wxEPdjfbVRJF9cLvb1VqyaUu7hX3FD91p9xRaJVEQIHkAgUDd1jyndgulxpyls2U3NVyPWzL5hLlrpK8AufxxfRF3har7UfpI2VNLIXKWX4Gi29w0wgqgLyVlFUDGom+AgRK8slh+Qv+K0wS0OZAD5QBBWVUMB7BxZbowyJfqPNm0wlhDw15OfSjrWZL3QspY8dSXYSEQ3YNmYEzN6CT4HKWk1Kh2/JeLiv/761q3fNDL5sLd9nk3J7Mxe/+vdLyaEWlDSlkRgBI5c5yR90nZEtgiCC5cLgv7bJV+5eoNsYsEBW02W41IOI31n4M36pvKdk6SBA9mA1j+CD1Y/9R80hx7YHayn7EXE5Cbosl2YwuhgtnS1m6zovUj8/T1KPU89XAaZ6VMyVTBJRpna0Vqiy5tmwTvC4V31ghtRgiqHNoN6NpzA/k6b0dIeIsKWbQTv6qlLwDutsaDr7MqME4Q0pySeTV2K6r79c6O2MlwWTbs4QmogxIihmUVpoI4XkTygra67YcVEanYWAkn4XG7IjbStSCMI/aZEf5WSil1IwBFPjvkGgL1Q+0E4PU4zRl/QxATPQxbDoZI9doT1wDmxvITQO1OZjbwF9VxhCN5iZbac2S5rcuFqmfZ/eqpp/HHrYP3WWbD3NnYG7iOZ7+KJ/FlpvO4wTtJ7Pd9EtkoS1vV103bhXaMvRe9d4puJGDGyNGjBgxYsSIEePZiiuN4GIVxBWJ1eZVK1a0zG3jgtIBgbHWtyyADR6M5ADxkm4Dp8j/oII5s0Be5QqX+GvMd6XTkmi0DbtqVTxIc028wApYBGIVrKoZhV0orGblahHcUCAwQL2kigJ4sEA4gIhi5SYRUj4vMtdgvpSgPs3qmUKVXsw9urmX7I2WaxfJhUYliW+HlfST9YCQ4d7NZ3PF6bxeD6YVh/WhQliBvIIXKDl5QBbv1nf7z0W2UAgXDAZk9gH8ZFQBA2VgdYHuHPJDxWM7qA/G/DW6FiDAuM2MAKB9JfpB/QZcLkanpKY73cPZ2t+DnWxHWwOLe4lzAKKANpM8QxwT9wkWzatmNaqYBtKEvgyrWvCNJU8ZdrawbZ67ueqn4KJJZLUpGtWu4NBKjnXVrHozk1WTumX3O6K/wjRAnjNXCdMtgLFJsRKIKyGr+TpXBg+w/pXZIpzDZE3fWebqXkgFBPCz2ea28cjtUXU0ysLs1DvqOzA+gPi7RLLA04Whi1S5YFMA+tV0PVVcc4ngoo2Awr45fVNZdS/LAT2HbTWUJTgbBTGVckCRwTtkvivQNdnfBaqkLGqNYkKQT4k/QaRCWBVbvuqoElwYHnC/bsPZuJAtblCpBPtzus+x/Sll/OR3LPoM9YCgApBBQvkaxJyATAXzSo2Jg1JRMNa6jDRbQw1xXqxqhPsizYmMmg3OHVkIaQ9tFQhGWVcFuCYawab7z98VahdsIEHbWmUM+d7B5iemVidkcS6Ds4Ck/sLqFv4i1XFtPUgmlCkwbl1T9/8uq9ytq4ZVgKTCDdRVcI+A3Mp3ESDRbK1rrJKV2gYyJsjwmPeWIO3rKSjtV6OicKVfcGPEiBHj6xHzZep+6XO7bk7p4xgxYsS4qvPYcv18zGNX+wW33mDPV41XelgNMr8nCXCpaBUYRGP9LzZX+xlLR/U7y00KrFx4FY1KVro2Rr1Ef7Tnx6tZWuIqDi5twyg3VswCcWS1BDoWuDLb6fYITYJSAVaN0Hp9kJK1bDtUNp/3WnuCG4TqejpfWYEOBIoRl5VGg/rzabaVZuaL7kW1ypUV8qgIB5KZlbriFHzgLu639xVf93ByOKr6x4oVaBdzkKGzKm48UFecAxBI6OrKVTjaAvvF9WO/Eu0FOsVcP0LXYF0bUsSArigjEIJDh2vCMcG5YtUQUkGQ+rIpTYxoR6AFQOQkBw18UPC8VslQ9Q8UH+g2lAugVyzRXnCNgbAyekiz12I93HdwRHEs2BkDYZbW3JaHzxxagVSAs93b8y67DEv3nZYzP+1KcP1o7IIPO535e7o13RrZYYITi6wEeMWsDCP6CNoCCDD68rQe9geUGIgt9nfY+L68l1KWQyC0yEKcpCdKyURyMdmaGkgNoWnQw1bZhhXdkJXmzEuUGzq94AeCy55NxsgbeNRsE0zZN1bnEOoErKwClAg262Ke5r+hvoGeBZjvkOVQSGOiFUUY5QzwdXlcYj6GdrAYc2xFCmTUon+Sa0vz2sjmVjw42GYb496gd+r6we2lY9n9PhUZA+IcQIS5ZoOeE5yNE2o+aGvORhjtbcnDxDOKEWCDiEt1IOauW3Q2AAvymEX7Qt9eoPz86ETGk+4Pt6N8t4CCg6nZkdsgIxuq+bHXFORL4/2EzkvxYLFP6N+KLJrMDsp7snZ1P4/l5DnO2QKxcMf8x8gwZQdkJgJtybxoTKs8PERdCP3b7g/3SnKkrcqErXX6auP5eI2PESNGjN9GTCeN+/ArSzcFnSFGjBgxruo8Nnk+5rH4ghsjRowY7xJF3rq7N9f9Z4wYMWJcxSies3nsSlMUbLoIkiMswSHSHJxiQ2oer/bSJQ5Ef65D08VbioRvCsXYylWk/jlNwnUF7UYZmJHdny1MC1lD4thI5YDNIGRkON1s5E6UODVn4xJFaEcaSaZLz9ozJfH1ev56//la+9pIusfahvJ5U+pKpmS4wIWoCpAqmZZDKvSF+oX+81X3av95K72l0s6yUANpp61qS6XqkTaU6RakEBfJQtnkSlvX7Van75FilWkg3h9REnBPcUykE2Hq0MWu0/JgKDLilIzon5BXg5Us2gwySjI9DioJ7H1BBeACAiHbBUoF0tosJReQz8GvQDtAcZws9IKVMH61nC5HBURPmidKtuuJe6KKISDrpay4MZYhgUT9FXJkSvqLPrnIg4Tvpdwep5BR2EeFFotyoDxgTunSf50kWJcKb8qE04Owi5b9mWWtVr7vXku8acc1N1g076f7qrgMUmgYMzJleLQ+0rJGJg0v2x+FkbfaW6pAS84J88y38cP0Yf/5lfQrqu1ROCnTuOi7sMCWY3e28tebrTIl9cX0DmGgANm1k8TTIk7Xp6rIcNEObQ+2AuynIcifrfV9k6lSK4sYoqtJWTlJoZJtxFQuyDtR2nZkkiDndfzOFBBJGpy1yeXiT5G6xvcwvrlICvbYYlKwzx0uLMKcDhku0SbcVnQcyBcq+pIoUFLXJOZNtu0m+h8XY5O8l5RttPPZSORfvm+14aIkZbaAU6XTZNpFwHjGmjxxUSDdW9VHjFnJyPRJUD5wXrY4W86beMbzOwS1MWiEVgrOBtqA75mU36J2RoG3paEtaW5WFJHMz2PVonLVomXalKRPgQbBFBaYmwSK7EEpYgrkwFHgYFkwGseSQkk7HsWme7bJBnhTRAQ3RowYMWLEiBEjxjMVVxrBRWA1aFe6IaFuRjsDMh129cfkeyMmLf/GkQZWGkBNcyOtgVWd2J9dgVox75DEEgjsjDRT8YQ8Nz53FC9BGkZeCxVrsMCz21Y2srKN3k7f9p+Z/3wt8cjtxdoXCa3WA/IGEA6FPzk1BBf6iTRJsVWoAqVZ5VGh/XZAO192L/efr7Yewb1Ze6vRVautCqU4PopkUKAGxATfkQVPkEUD6geL1P48Eo24sYh2YIUJ+SqgQNPJVElrAVXr4qg5UoU/sJ+1aJBEliF5BUQPVrCy35zlHhnNt3ybv5m+OTImQFvgWLCs3UoJwRNdEEg1xlpZl2qbs0zYu+ZeKu7BxBceridrZTHbX8PqQkk9oSgMKDrugWwDlu2j8+Xih4C8ExcyNBqdldfPyCJdCq6pKIVMFu17O99207LuC7y6/1CYBAMMeQ+PnL+nN+obSmJOFnpBogptzQWu1KCywBHmAPxJ9wD9VvY/tiSutTTdZTW0/cPCI7dfTr7cf36x/aKSMNqrREEaFYFRDeRQ7IKCsq7dlr7dzpZnKovzpHqibHgl8nuenyu7XcwfQHn8CeGjVnJkqm9skJLDPCcLZLmoiOZPLtCiNpcFblZWkM/fShz1Gzl9bCuxJfonsmG2wEbOsTgfNhNBQQ9Q1YCsEqOdyOrhXMS8NCpubo1hgEBc2c6WEGBbUCW3xyejkjBXkqYEeGYZq3RGRpvN18/PMwXgNqqQFf2en+9i25H8J2TXQtJfQzozWBitsqNGFu5pMm5ceAhjj/8/e38CdUtWlofju870TXfsuWnmeRIZJOGPoiASxIiiLhcZ/lGXyfqv+IsuDZoBNYmaGDKoQaPLmLWMqEl+xmBwRBTRiNICiggE0AAC3fR4u+/4TWeq+q+q2s973vfZb9X33e6m6e/e/fbqde53Tp2qXbt27Tr7eZ/3ecrQ/VtFfx+GLbGQWGeI0W7MRUBy8fwZD1bzGDKDm9N2HquzS4v9kaC1OrOH84HkGkLfH2xBjGcJ2qRl9CQDLJdm0YmAY25LDDseIKMiI7g5cuTIcUDM5kW44+615jVHjhw5jvI8Ns8yYUcgAHIBaVWrGwRWdIJcDkjI2VmJe5JK+jh65SUyIIT2mn1X/UYSmqfFki2yUlJLETmXIa3SsfjUhg84hOhLW2kRjW4BnbyhaPl7G/P27/2RsrWNsmB3li2Ce3523iBxsMrU0jq8ysN1At+2ac9e7Jv1uNKNS+ebqpZ3W8dTqqe0r+EpBhGFWcDaYi1ZOd9Utt8/H84bpFCjSpArg4GArHxVN0KqCtJFwq+NqIq2kcS/dwY7BimCjAtQBy30f6G6YBBrsZ1WfCWRVIr7B38XyLvmf2JVfHFx0SAA28O2r5r2LeM5jWZmXN0/aHm7p6poLKGscyH9hNX87rhFfS9OLibWx/cW9xr5tulI8Wrj93EPiCkA7LEVcRP9J3JOC2vDqnm1Mt7j0ANvU1AJGGCoMbe2t2b6TnM0gdDOd+bh/o/Vkl/LVuwt7gb2sfq+OTU/ZbjW4JEblL+w5w9UcjweJ7I44OUiEwIEZK/cS5APcFthzgKZOW1wcc+ylcW7O9xt5MEwJ852VygqMgolqq5jV2uTid39XcO9vW3R8vLPlGcSnjq41bPFzCDqgg7pqSv2CTI9YoIRObiGOwkOKnEBNZcU8nIy95XE8VUoouGu9hjnmH8TAIf96ZoQQXUxD+OZ4EBULAvWJ4GVyFbiWeWdBrUTz0Q914ghUpxawGHXzWSbYZwL5icxPNEIJqO8kMfUz1rmv8brpe8JyVjEY7AhhzFwwg7JcED6XE0f8rsgzoUshaZz3mI3XPYYF+B7BSHiDvfYs+pFX2LehZ28lhTEnIkaCkg4BnVe4LaPZ+NmHtssh02eFs9+3f/oOxm3xJvWgf4ROUFkp9Xvi67fQR7/mPvFQ7UzBzdHjhw5HsIYDMpw7Ng8DJ1FdI4cOXIcpXlsECk9V3ocaQ4ur67wa99UrQ7sClQ4Olh8OilHFs92V8HLjlW2WgkJXyvyX6UyN65SDM+WeTyFbbesltV7UlXLq6bC4QDhwbxMkSxUUJ4atsjTsWWLDIKfc264UkY4W7Voz/3L+w2XFVaZeDWmFXQveUYa4OlAsP74sEWObg43yzYwdjg1OGWQZSCDQLjquGF+g0H7wNsVy2Yl+A+kGRwmIEVGKBuoe/w+0ERwjTSCi/1A5WFvsGfGpValAMqJKnigaUCeTpQrDjJUHXDs3XI3sfO9ZnCN4bICuQbSiip4bYsLbjSjLBr1m8wnFkWO7UP/XlprOZV1zAYzs+IHd1TQVMUtA88LmZD5bG7apBFv3D8wPBCDAWUzCYQdqNx8Gs83bqJR/sk0Kg8srjXc8xPLVZ+jHcP17fDUp98d3v/h42FvbyIKEdcOV3bOuG9wPwENAjqped9AUXHvAiHFOWpVCoCbu/NdYz+Mc9XIKMxEoNIAG2utSoF7FwobomCyP7aZF3VvCSIWd7O/v8rqAF1CNufeRTumLxQXDNKkuZyiFoI5EZba6r4cr41dLis4v5ofOxqOXERJ38NAjpA5wjkJp1vboNI6RuZWIEuKt4k5QBA4bMM2puqYfcgtbyNtQGauct7DpvSqnzFyTCjrxHbhXtZ9hTlAhPZRI6LsdxmNZoRUI8KSqcB4j/3nIe1iNwxjBhhHKFSQrx2jgQblK8mIg9FzpSiEehRjM6xrYxRPGWpA+D4ySTqDCqUDHj+cRegyM+BMgm4rsitQzkEmb32+buskwkoFpNi82MxjH/7AtWFvOpEsozaJgPoCrh9MkXT7kLkC3xevuK91zRDOWeYrqn/ykGs2FtGI/OXwcTMHN0eOHDly5MiRI8cVFUcbwcUKPi4MWP3A07LFopJtEPUqEwgZVo5YjWgOiqDFsTJX1Ar06g3o7sCvRNX8El4x429BntV+ZWWLlTi4Y2ieWhAB+ZUV1TK1/AMiCr7rtdW1Rg/0/qJFeuq4J9xjeJVSFRw1KY3tYRc3DddHA9jE3zo5OGnaopExaLpCO/PO8Z0GtdS6stCvBWfw+PK40YDVnCUggkARtZUwUFi8gq+LbTQ6h3YC/ZosJ5YXqtAFoGd4xSoZNsnCp1L9eLw8bq77eLTi4F4YtajZmWHLf7xn3F6vS4NLCUoj1dkRzYd2rtiH7qkV+35UmIhOXuCCgW863Vu1E9fh/tH9pp3QJNZ9gesw3LeIsNZwBMoA1Bf2zUD7YXer7597yxZFPFecM8gMkL06rg+tCsejwqOa12vKa4yCh75W49luuG6+CDdMT4b96Zpc483hahwB3Qa3eXe5a/SLLwxWqhwXlxdN1gFzC+5LjSay3jc+06iszFVxvgD/F2gYkBV97+L6I9MCVBbXoI7t0bZpw3K3/c6Z3TOrY++3x96Z7pjMAJB8HVJlHVH9JNPmaIiyFbugX5p6HbfBfAeOs1ZRQB/Nh3NzbcX6WYN+pHQjCBIuhUKzWLOTeYQeZ/ByrEe5+t/UWDCvEQoByNzpY1f23PAZt9+rfJdnq9ofslna2tpsq5WGSLlB0F2nj6Q9BL8ZtJtQQH7GGAWBeC6sLOHVo8AGGllcXS/ByC7OnzOzBpHE0MIzuiQuruZ9O0gmUGHMLVBq0dkvqLNAnQfPuKHK0uL+WBsdb+axY/OtMJqvSeZDKwbhnEXRxtFkxz3OdUvC11UqCqi9ET3ciORizjM8W+LeipqCM44PExnBzZEjR44cOXLkyHFFRf6BmyNHjhwHRVWEZY1UeXyxHDly5DhK81i4Ouaxo01RQDoBJP+YPhBJE4dgPhhbaoIpSIO4NdnvggJhBOUFtaf0hE53ILUEuD1+JnaPOh3HZHuSQNMka7H6xbEjVQFpArewILYPgs6nwqmkeAsC9UhjQxrrzGKVjrywuGDkttDnSPPp1JuQ+tH3oIVwYYR6DwUgIo4fifS66AnpR0giwSb4UrkqdLp20FIbTo9O25QJsq8qvYljIF0MesR0uEoBrw9sgdf6cN1QAXRKHRJkKAbCd3C9jo2PrY49Om7TZVHuRkwMVD5mbbhmxfBBeVCpQFyzc+M2NX93dbeRIdPpd6T20Tfnx+fN2NPbosgMYwsFDTKeZqvxBAqJmDdEOSs93lE8d3qvvT4buxsmvX9xvJIdQ2ofaXZQPk7PTycUBRQ74P7GsUEBgXxWHTctWkrO9VVLVTi2aK/LZLGiMeyEtj3blwbhz9/1uDAb7TZnIYWSqugD/Xhh3rb39sXtzeuZ4ozpjzr2w75NBZPphE7DibwerF9RXKoKWlm2Tuw7y7QIR4TgY9oTlBRIdumxDHMFFI+Wu5FisKdk3KLEG9KpQrfBMbVAPxXEsu24KSZBFpSpWLKz1T8TK9SYDkVb9LmI/Fjcn8xZujgX15fSzjKXqeeG3KuHoCZwUZlQ3RysSbbFV4qe/UKyStMX+LkBAwVQP3BspJed4mQ2xdASekI3ISMK6d9YYGWktIoOiUtNN4HpCeS8qDjMpUOQXTLuGf17gG1k8R2z3yUVZYGSMHCKC+O4F1oedu8UmrOxBcKlZqgQKiGOr+5jtA029FKYChpIqWTfIh0A89h+LD72aIT4HkuUiulLvZ9q27wHeptQFtT9gXMWSlSP3B33ARs/tIc4PEchI7g5cuTIkSNHjhw5rqg40gguiNOyusaKUfHCZfUWbU2l6CwKOWsJG6wqZaUbC6dEg1yhsyJUTYR6g2ACqYWJA4oaYC2skNauFbNnDQmkCKtpQUUcGRn0EVZ3x4oWpXp0eLRsgyIbFJuhMOdsaCWrLi1XyCiv+JbjpZFMQb825xTdUoDuJmLk6m+s/mFIAEksCMLXcTFE04LhxFiMfqr8VNsf89VwBtqHojB8FzayEPXXRVsg6UuBXywgbE436gYC3QYKBrQWhTsaPcPK+mx51qCdegWKMXJseMxIXunVN0LaF9EFWBOLFJZCjXdGOwb93A7biXzL1qwtxLtYRMR5uGvGGs6j/WIw0k+Qo4K01ka1KiC7YdrKo20VWwZxxjVt+nze9vnJaYuontg/Ye6x+8r2OtXxl8VftuewtIYekMPRBQ0wZoDBgSAgscvRbmNPuSCJMaARdd9Ubd9sH78rPOGZ94Uzf34q7O+OBfXXCC7E1D+z+Ix5xf2jUSUR0o/9CpkethLXISYw8dWgabH4D5JkSZZHW84imRFlhCCVKGiv0sjEeC+n7Xuzaeyb1anIvZaYGJDUkivsj+EIB1M9f0KyCVJJQN4gZ6ekpQTBRUFa5RSyAmlDYRbPlxo8wrHIKlSK7TzZIir4ErkvbVlLBU4ecsvBQvledhnni4wAEGy9f5bWkj6DnbUqPJZjDmxBk0YQBTWGhFZ81nqyXknBdXxWexkG3r+L3JIsp8iFkQ2vOYc4yNBHghA71vZAatl+Wc81UjRORg860yDPZtoPF1F1BdoqVuNq3KGwGW1C0SmKWsfKAEhQ2OP7zTx230dON/MY5jyR9KyPOV9YGbTYJ3iW6nZwsaA0r3SuY5yDkkyHY7WeyOhdRmGZjozg5siRI8cBURRVmGwsmtccOXLkOIpRXGXz2JFGcGUlAH6Lx+2Mq3ZBWrGKGKYSSxCil+/AItCxi0t4cCQ/5q32sVoD8qBXpiJVQ7Isfbwr4acwn011AFZxkDOCnag2ULiuuM6gSmjLufKckTuqY7og4XdQ3IZ0HppnFREY5rEZnmGU2wIiDF7b+SpyhdT5nQttuz61bJHbe+b3JCL+4HICWb1rcJdFlTTfLCIP4NlCWgxooA6IagMhAQ9LGxMAWcX5Aw0A0qU5jtWa5ZFjbBwPxxNOHfoPnN7tctvIpTX/DpeMfbEgkOPtdH/xuqBdQFqByuJcm21GC8NLBtd3a7BlZNmMccjeKSNXo1HpjVmLpF6zuMZcO/BrYVmsryGMCXA/bi23Esva+8t2m0vVJXMPeva2QN/R90B/9PXZLdqxvx/uCaer8+G2aifsVKNwsmyR581yJROG6wGJsvPL86Z/jawXoxa4z+O8ZETygcKS6L6xLo3XFWNZ7k9MkQqhQU2BKF8xl3Ksjh2zWMiAAckFumrOBS94eJLkj26nzH24bQAETRX6BRSt7Jg/ih5znioVyhfkDvxAsjYXVF1n5GAlHedaD1GS85OPLDqr5SUZsZNsofOMEUSQuKKevTw+E6QPc7k6J5G7hMwkGQ5p7qgYsMS+koyi4pDK9WAus8cBRRYPWc1omLAc2eeezpzxc1MjrWzJzDJuXr2M3CPU5/rZKs9v4lEncqOqzXxfGvQ4+M9zltXS39cBXjs4+0b2LrYNSC6OIVnGoNIsMU6FopnH7q4WYaccCYdWZL90v8BYJT6btcQknkF4TuMzQaoVei8ZnmDHiRih9Mi/cTZEb3OYyAhujhw5cuTIkSNHjisqjjSCK6sgWdBTZaauwARXDnQuVJIqvpnYr6pVb7v7FDEAwoKKUVkFx7+bzWe06mPQhipe2x356gkaGU4Eq8liFatvLXgN4XcoJmgEFygvVmr3hmi1WV4wXFKz+iJlCCwW9apdEGyyswVSoFduOBesRm8vb0+tNuMFAIJ73+I+U9G5FlaI67nqnEH9RPg8ImSiRNCeDA4QTyIk6BwMCcBhxrFOLk6mfCfmg0YuqqBJZsHa/rE93DaoLyru9TlhLOAz8C41ggtVByhKzPZmZpzvDFf2uxgnw9nQ8GJPVacSm+Bj1TGDQl4cXjSGFxohvH5xvS82r24rjBuYNcAed7faTZDW5bT94qXJJYMwM0qpx48oWUQ7Y2QagPAaq2Lc93F/2gIXSPVosRMeXe6G+8v9sL0cCqdZgy77y7Yv9mZ7Zv8yBzncPEExkH0BT1Sjk0DcSClBz1MwOFhOllZJBiCOUjKQ6wDwDAgp1SBoRHWxtzDIranm7rCd9aw4hTMZrZmLdYsCGuF7tKskJBNcZIW8ie0sIXueZai8AkRTyCXvj1/53HSwGYLUWjhqOYzOelxMzxAoqcSnryXt1GOOzpOfP6Y/gcqS4oQ3Z4MLzgi7URPAM4v6CMoWeiwvhgvzTBXerkJwGWXEfSPHNF3Ujfx3Ia6M3LoRnxMYn+gHY3CBYxTEewby7GQNdJjnFLUV2TpGcsXIpVgm/b+/KJp57L5FGbYXQ6mL8HjiyHhwNsO7RlKTg2yFfsaREkliA+0oL/G9qs/bQ7qvyB+4OXLkyPFwxN7eIHzggxvNa44cOXIc5Xls/yqZx/IP3Bw5cuQ4IJbLIpw7NzIKLTly5MhxFOexyVViWHOkf+ByOgZQtyZi4z2R1Irw9togpn7VLhaLhUnrsSCxLqBK0tpEk9CGBFwA4qW3kCaVIjNOjTiyG9gE38V3dLr8WGhTyzcVN5mCMr2/3cGukRdBGhfpaJ2akCKWSDtg6odHD0nScU5KE9cFtAjsVxeZoR17yzYFM1/MTUoZBRZ1TKqJkTpD+5AS0/JOIMGjT3COck3UvjGOIC0GuTH0sy68Qqpf5L0iRUPGnhYLj5IsSPnMhrOUrB/pGuvjdSPbAokpLdOGgrmbyva6R/UwawISKRPjeaSxLE4YqTZdZIdiAniXIyWONiE9X8elwSXTfxiPmm6BOLc4Z+4RUBTuq1YyYXcXrVnFfUX73o3LG400mW4nzm+j2DBFa0j16YJJUFuQ/kIhmqbFgB6wtl6FWx61CLfdVYTprBDqgjF6iEYJoGtI8ZojgaQLj4y8UWw/+lt/JqnD+JlXiDZab/t8sDawNARNEygpvQtqF5mMNNvuxbbHTCnLJ3mUI6Q0JTWv5y6kryNlhovODEWhQyqI5xP9Gd7DM8AUEEGSCuntKGfF8mumqAzt7aAW6OBtvPQ2ilG5cNDbtktKzDu2yGThWoCyoVdkKPqDGQZSxT0V9UyH04cWyTecN7YBDVDR9TD3CRUnbgu5RXMuVPSG66T3JxSUWKwmJk9zS1s0xyxtoTmuhVfAxAYUImum5s/l0Eplgb5jaBxUXNYnD+aOKRSAwmhDPeNARRB5w3iTYh6bDVb0BtCattaGzTx2xx2jMJsN5DuaWiiybyiSRCdoyb3Yl1I8SPe8eb5GqgPmFaEkgE2iCxeZTtLTN4eJqwOnzpEjR44HEZNJFZ7wuHnzmiNHjhxHeR5bWwnkXNFxpBFcsf1jIWwVLAnCMjp69SCrj7hilEXWwEEnCY2UVYlaDLJ5g6wkIZ+lSf5EqhbUJq6UNMka6AQjw5Cngsh9HdeFFrE9PTht5MJ04RhQzk+Wn2xe7y7vNpJQpgAAkh9qhWbMLJQ9I/4tSAwQEyC76vxFjid24NnqrJG5arvGFgxW+3Y/2lp3OpgapFFkdCKqaAoWgLA5hHYEy8QAWQZSPBmtZgxY/eIz2CKfKFqE9HhxPJHUApo6H7aIxrHRsaRgENtCoB8opVmpRzQBBhkbg3ab4XyYXHcxCujIRmh0hVfWKMCDOYSeSaRvoiEHxgZsmLUpwmaxaQwpcGxkE/R43Jm1qClQB0Fr1D13Y9WiuzvljjH/ACJ8YXkhQXAhBQbEVSO4YqqwLMOsnIfpsgzT5UD62RN+T5BbvDjFFInwe0dBqikyg2C9qhwD6o7zHY2twYU2LcF76Eeg/sgEGKkuyIOhiJCQUu/+lqIgul/1tmIzjWMtUlkvRm1YwskU/QKxjeicFKKosSEIElm2or3IuLlIbUFFcgrJ40yfPBs84x0qkPFkx5Lirx70io0zeO4yJgaMCFO2UBtnJIFmOwiuIOCUWTTFivQskHGJrKaW9UKX4FmC3ahNpP8LOk9MMd79A+MQKkb3bGBx78JUh8e2Pr+k+FH1uZhJoO/j+eI5epDRAzJPGDfaUAhZBjzrkNEUc5agisLie7XDdj2P7ZdF2C8HK5MPla0UAxy6t7RRDeZyyURxwlllrfi3DBcsGuOjrrGu374MjCEjuDly5MiRI0eOHDmuqDjSCK4sRLGqGjgr+7gqBWoqZzxwZK3A8SnsClJWGo4sDZAR5mp5nKThaGikcXSU+6WROxG0RvGJk3OKK33IJp0qWqTwxtCiWPrf1w6uNTakkHmq4zPL1lL0zvJOw73ViIacE63C0PfC64rnqNspfRNXdbL6VqeG6wN+LVbOBk1j1Jy4jSKNVH+2Vpr2Ceo1WxgBbX0uQKlwTY0VKPHq8LpX7CVcWVjKwigB6OSxSYvKbg1XCDsMHdA+oLyeacfmaNP0A1BQzZkU/jUArHieQG61vSvQcaDmMHMAsqlXykBjN8oNM07Hy7iSV1AZ2gz0AdzU0Wx17Ok0SmjNKmOSAD7ZnYN2LNZxtjhrzgFjZLqcGtMIjQCCewypM3Ck7wyr/eJYkCTz5KcEjV1WzXirOXH1W0BPNfLEsmg8Pj0ZJuaVerKAbLEqHgmDVX/iOqCPkVEA6q+vO85zNp4Z5BaIPa6NRkTFJIC4wwY9xP03Iim0yCPUges0mA7MNoYzS2gk8xc9Ux3uI2MtW3UjbQm/EvUWnL1zsjw89yfzlH4mdMiDuZKRhwhGgMVC3uEKs1QVo6BGWqvDUlhfH4wX6Qs6BZ3xZCMbecYuu5+tbHJkeJmUbeLnubm2aB6Mm+I8zwYdOkQGNG4rzzKdocTvgniPYEx7Bix8Luh7Y1fvVLDKPRTbiqyL/gx9C2MHb/6pxII4vl9/ZalMItTzC0Y3UreEMaWyK5AUlXOlMWSQWEmmLF2jGt0HnBGXa585uDly5Mjx2YnFogh33zNsXnPkyJHjKMbiKpvHjjSCK2ghVm+Rr6jNG/DvwZjsGYGYKERCVBiwyiS0V6/wgTzh+1g5GuSF+CmwwIQlsBG+RxVorAoV/q7HwY3tA+f2mtDanT46PLp5vTa0aG0dp8NpU8kIbqNGsu4q7zLi+FidAWXSCKHwtiJvj9FzD8EWzg3MK6Idr+5P4fZGnpQgrINuzjULSJvKWfCtIKwNwXKstqMJR3OsheVMSrW6UcfH6ds28HXS/FcgbNuDbcNbBTe3+fd4YriyMOTAtQXPVvOJMc6BsGPM6HZBsWCwHJixrRGA3SitcHFw0SgYgHMtXPR6f8M1ky3YKlsU+nh13BhBNG0OG8aid23efne5vxrwWM1/pmqzB+uL9nzPDc4Z3m0d9xf3G4TiWHnMHFvzYMeLsVGGALJ5w+gGY0xRB8wawGvbqXaSMYyxu71dhfd/sO7b+u9KxqenmgLOcYKi6fHJZgDx/uasj94PEB78rcfRehHVPBYxSzDdsrbLkaOrOduoAoeyxO7+rrlHDJJCvDkjIo/7cmxfhWer9ifV14KMW+TVcJoJPeRqfX2dhOtIphoaHRIkqvRrAjTqx/UNfGzDGSXOaWLr60SfGsMDiYTL6aCybCIk/HLwLx2uMNe36Osjyg2EhEqdi3q2yvgmowcPoeOMqdwTZc/5Vd0qBfKMglBRRCJlbOj9ohn4Cmo2HLMnsTGO54lXzdMVdZNA+3EUBFg5oA4grLjfNDoM+15RRYEhQ3zWlZrzD0Oh7aKdx2L2CtdF24jDHEosl+PzRt/zo+XIcpMpK6CvfYIoV/S+aqf0ofNMfyCRObg5cuTIcUAURRU2N6rmNUeOHDmOYhRX2Tx2pBHcZIUfV+ijkTqtof9T3rOUE/090tMVfqFeDWPVDvQMx1GrQUGUYcs3WpoVkq4uxn54RYTqd2ip1gF7PfBqH1s91iC3ukr/Yrho0Ko7lncYO946LlQXDN9V0KWIbJqVfUTERZ0AK3CgNJqih+8Rz5D5SM2x5wvL+XP09LAy7tIWdEX4Z8T5q9L9gmcl/Ciqju3TpMSqFmilfk9W9rFT9hf7iZoAENqL44vGhhiVrBrlFu4166EqpQWMfemj+BHG8s5yZdWLFb/o6UbIDfxDzdvEfqDDuLGwiPOJ4crW9/iiHX+b002D5GHVr68lUGSgirAdBmqr+wTnK5qUEUFBBkOj5ONybO4bZCcmYZLwlRlNM3qo8Vqe3AzhxX9lEf7g1iJcvFSs+HZKm1MqsMHFJB61qaAv+5EtHbgOuP5Aco8PV/f5seExcz1OL04b5B3ot0a+0V5kd6AwYbSXScMy4T6qED4ldEuh7aur6Qufg+htm9iCd+hpewgj28bqYK1YT8NclCBUFiM2xnzuobr6ntXt18dKuK1alYLQWBmP9F2zLQG4bHOr/y1c6R6Oq6DRQGyBzsZ7Tp9XojRB2vM8pnS/JsoYah4StaCYToc9bPshqTDQORiONNB20H8ndmxojnhXOyVLHJ97OtMpzxa0RasoFD7KLSj6ARAl7j/mr+oQTmsc18LNHSgEPV63Y1tVM4/d+u5xuHRJZVQUOiu/pxSyyn8LSoy+oyy3VuARnfE4h0CNwdy/MbqssT0Fq8NERnBz5MiRI0eOHDlyXFGRf+DmyJEjR44cOXLkuKLiSFMUAK+LFBTSBzpzhTQhpQClSEilXEQGI76gkIQLdbwUmJg3VN0Ec5bAMKLRo4GRx0L7IISvrWCRkgUl4ZrqGpP6Ph9W9rYoILq9ur15PVu2kks7YSeRS5IUE6RJkCLU500FXiIXhv4YqbQ+0jCc5kOmSdMZkAElcrkp/IDMS0yPSHHLKD22cPmnVn5NUsoq2yXFZSTVZAK7HpCwPIpuTMUgvlJZ6kwsOkNqS+8PY2G/3DfpLi0TJ1J3bDG8131Hi2xO6C4YFCtmpJlQ8BOLkNpGty/787Z9+9W+GV/rk5Y2U8fGcsPSAQpnOR3/DWMLFGhNy6kpoNDHQurs3upeI291ctQaa9Rx3fw609eSMot9rvcLgwekzCQNqMb7Sqh92Yz5QTUMg6pYFV8pqksiMxYvnVdklqTCiR6jA5QEGLiAhgBDkTpOj1tKwrXFtYbOINa6Ov0e7yOMDcxPmgaFwDwxLVZFKCxrJSnguU/58WgCibU3SQn1yk95xj6gDiDl6siZSXuJiuJZ6+Iz6UcUqJEsoumLwv4tBTOHtGXt+qzPDKCLzsDtNbQyfiaSaY9XXMi0KN1OboNXwC2F2xXZwaJQTd1zItEFCgSoH6qYVigTbLYAih9RDQyFYEJ9NFfbLv3fArgtvVS+0G4cigJLl+I5pDpLnVJ6HdjeVlONNAXBk6sbOFJ29THqf1fNVnWxWUj7C4y/SH3D+NAyZiKTGPsbFD2h7KnnFheXiU1zPBfPAIf7JMuE5ciRI0eOHDly5Mhx5BFcyOegyAaLBi3lQYRpKQCgAqhmG7Ktk1WsIwAvqDFW+ET0jgc37cTqcDi1qIBuB9DiU9UpY7V73aB9rWOz2jQi9lg5Xgptgc494R7Z9q7qLiPeD0kkbbvHsjGyasLqveguqACKiH41iDihU1JsA0OFeK5t1yztajh2nie7Jug7iiVwSZV0D2TC0OdssanRhaSwwDFZ6BJv9yyfcb5Y8aKd80nb56O11W03X5tbpAVjRKq6Vu3CMWXMAclWqACKQkSqCjJzhGR654RzweobWQUjRROtVcUgJR56f7afWPWOhlYoXCMwjBB5kmwIseaNiATGLl6RlajjTHXGFsNF+TWcK0TMdeGlSPGQ3I/u8/NLTsklAADbj0lEQVQXi/DWdwxDBcvatNYjKXoEqiEFRbpAB/c+ilVx/8Rz1Gjq1qBFbh8VHmXMQGABrWXbIIcIJAWFjUDBdXsgIYaCPBQFAdHV/2Z7bT13JSYALIGkUaoByXjhnsXuDJCUos+6j0ztFsmC8ZzjhXzmoMejxSgR9u9ChhNElAuoTG0hyY15CBUSAPRsSazpCZnTx0zMHDSyR+1yZbgIbevN5mHOJtkwjSBKlgx91IH+6m3wHBbZNV2Ujbl/aSVDRQ5SF3rhWQKEdeBb9hqEtrBZM84acl94f+t9J7JoTnbD/B6IgWItjE2NIHOWU+ZQpxixisc5fzE081ho+rJyDaXYxAbXwWRtgv0e2u49DyWbisw1ofc6K9BVSOrdH4eJzMHNkSNHjhw5cuTIcUXFkUZwx6MWeRhMrFSXlu4Rk4WI8opsB3ghWtYr7gByXrLCixxPbd2KxZKsSsp0mwRFKMlWUq0vsEqCbNSNRWuxe0txS8LBhcA7ODiQ/Lq/aqWVzoQWxarjXHnOWPR6SDMjrbJaGjgrwZFFo0TuhySH+PzM/stusXhBNOJq3SCtQM3Bf2V+mD52tNsVm1MSbDerQIC9sT2efIkgV5BgoW09xIDlonCNtdwNxovwvOP+YZur0TSRb4vjU1a5WlicLEvRjyK+rrnCpe0rQdgjbxOGHDpgcIJVN44zm89Sbny8b3Bs087CNxAQ/qKyUkZgvIMfN9+dJwj2Trlj2iBmCPG21GMEaK5wcCGLpw8dd715vAzPeWYZPvDBIuzsFj6vFv8GGA8TGFe/Dh1B3yXUVhu43FDcYMxbtM04+mu7aFHp7eG24dBqBBcW0sjmwFQEfQbbZN03guRRJkSfLyT+Ej6xOn18D7KAq9vR3ssGGQXiQ1kdg34BYSR7ZDPPEdeWETfDGyQDCpGlIklKg2zFTYGECwdfc7pZFkwAbMVDpExaYiqjUE+Zh8jq10OP2fpY2ofsjOY/Yk7s4RHL+fPYcK4PI9VSGwAOp/FtD74phDbX4ITPgOQ2VT2GXDOaGwVpVhbveK7BjEnmdYxxxwxEakximwz3lbKBYlmM3xoe51wFW/tqow1BTWHMw2YUVbqfrfWqmcc++IFBO485fcuZA8iHGtOleBD5jKnFajxKn+L5hWytY8bSydu/DNRWR0Zwc+TIkeOAqOtzTp2smtccOXLkOIoxvMrmsSON4AKJYEMGvXoQtEzoYIXhx+lVk3BByg4Rac3HwiGggw0LWM3ngeg4OJ6VX1mp/w1h9o1ywyC34BTqivOz4azhHcJ+F+YO3uqOuaP6M1llAikD4qErcSdDW8Efi6sFZdGcL6AcOG/i2RlOD9BuoH/E79L/htmEoB6glTpcN+EIgZulUQDab8L30TQiFp4mNMhFKyqLVoi9677iNEf0EUgZrvNibPlU7YdU4eugP4ye4FV4rAqtYM4Vji2VukZX3aLmuP6uTTLZUUr2RFdBizuoRUpkta+vO/iFkV8KDnc5Ly3fuj7PZUSS4ynAxIKVLfT9CVQX12I5V5bCyDLMhk1/1GhcWdVXPT1v1WAzvtG/Hi+NET0g9mKfWqMuRYvmnqxOGlRa22ueWZwx/OedhUVuBWlR1fQwuoCpCJBGPX/I98HL82yH6Z6SewJ8W1iT689gpe3cPxxsnMDmA8bymG19e5BHfiZ4nEWp3SDUz8xdMB7BtaSshEHmJHFo5zBPyL6rctxkizpQWbkmZsh19DE2rQ6uOTBGHITY8v68dvF9KO1Xu2ATEDE9UigvmzFJn4jDe8o9BjKJ/YLnbgwkAtn5siGHGuse55bfZwMTyaxhPwcgk+DgGmUGOq9kH9h1pdqKzEadVVu099CyLFY1Gk6tC34HoJ8M/xz9TNk5uS9U1+ismbHppme0fq8ry/JZRXD/9E//NLz2ta8NN910U7j22mvDl3/5l4f3v//9yXY/93M/F5761KeGtbW18OxnPzv82q/92gPaJkeOHDly5MiRI0eOzyqC+8//+T8P3/iN3xh+7Md+rPnl/t3f/d3h5S9/efjQhz4Ubrml5Yq+7W1vC3/37/7d8NM//dPh1a9+dfiZn/mZ8LVf+7Xh3e9+d3jBC15w6G0O1fiIOK0t10yFuKBfqpKb+VFYuehVDtATqVwEhw4rjCpdhUhlJxY3apHDGn+s6GB4KrBGjIgRUErogoIvp9+7PbTatveF+wzyojnIjOBKJa5ercdz4BUVvqsRFEErcG6oLgVKrVfiXTaKZconkv3Tqt1wy0ArK0jbVlktJv0ZfBRdczz1ClL3lUY8xCaXkGVW2tB9I/sDohP72dUQjW/NFjOjh2yQYfDC0EdA1lUXid1ybA+0kXEfaLUCvCdIG6EgaEPz1mzpWjIDyTX89ILQKkbcPSUIcJyRYVBogfDq4tgTbtgs8oBnKguzsFkY6aMynfGE6whOeERuBSFX51J/Vo+zYjlsP8duNReTtDM7ERavWhiIRZH2FeyMzxXnzNiGxXYdZ8oWwd2torZvhLAFjS/SebMcl+Zv9LnoYmutSrJl9RRGVgcIBnHX+s3oY8wByVyodiX3kdwids426A6jVtidVr7pqOD3VFOS72DeQxbCyF7bOZVrGvT8gv5kXqKZa5At4b4mxFm/xypBnhV9oplLaHzvNY3hqigQyulyQLnqnlBVD2mWed5R40D2Qa6vkhZnZRzh9UdEMrHP1dM/xg3maugeY57XmQY0i7JYZp6j8xUtd7Kh1udtAm/JtLvsVPRIlC6W6jPUjoyL9nlZ110s/DGPfkfm0ZvHWOkCGUh8xzzj8KzEc7rnnDjT/GDjshDcX//1Xw9f//VfH2688cZw/fXXhx//8R8Ply5dCm9/+9tlmx/6oR9qfrR+wzd8Qzh9+nR43eteF5773OeGN77xjZe1TY4cOXI8UmJ3L4QPfHDQvObIkSPHUYzdq2wee1BFZufOnWuQsJMnT8rqpkZhX/rSl5rtapT31ltvPfQ2OXLkyPFIisWiCHfcVTSvOXLkyHEUY3GVzWMPqsjs27/928NjHvOY8MpXvrL5u0Zzd3Z2GnRXxw033BDuvvvuQ2/jxXQ6bf7XMV/OGyicxezH45VIusiQxFQBIHSkv3T6HelbpIggAI8UprGUYyFipM20ADrSUJTyFrkXlUYBHQByXpD+QkGZhuwvFG1q8kJ5wViOsuyLZ5frmVZw6gApSk9aisXrJf0DOoOWSCEZL0n3oohNnT+bSghpXaU35ZhI88R2exJDSYqD0nBGhLwjlazTLGKCwOLrjs2nV7Si2+fZUiIlloy1VbY4LXRB+kwXmelCLtXXSLGOxkp2LI4JyGNJegkSMKo4QMbIkigeSMupMSdpUki04V5TfS70FNyqZY9sFstQgSYRt5WCRy15VPpFi0aqDIWHkKRDUagaR/j3aL0MN99UhXvvG4X5vFjd52qYCc0AfeEUU8qxO8YP+kxbad9T3WOMKXBuF4u0GAz3IWyMEbqIRNLkUZpO5jkq+DOUF0odatMKyUyPiaYUr60eR1IQyPJgnp0tFdYk94aTfud7TlNnML9zUZTMCY4pAhczIZ1tbLNB6UHBU0d6W1PkhDpGxjbG2ID6Bt/1TDa6bMdNf1CBF2+jt+XiMi+SY9M86o17fCbnwlQFfV92yKSZY4AWVNIYcUwT5N4XBbW0EJEpY0nfKzocitLlNwCesdq+26GgHFTYqEMKvkCJ1MW3kN0CVaH0C7bNPDZp57G77irsPKaCi63ZhEmPddAlmWLpydMxtcj7LSLFtzCB6DEA+qwiuN/zPd8T3vrWt4Y3v/nNYXOzdcTpivoE3MF+Gdu84Q1vaJBi/f/e9CrB2XPkyPE5jY31EJ79zKp5zZEjR46jGBtX2Tz2gBDc7/u+72sKzX7zN38zvPCFL5T3jx8/Hra2tsKZMyujgTrqv2ve7mG38eL1r399w9XV8dhHP9aiqnFFsDZoi86awG/muV3xiVGB+o0P2TGR7ImrNrG1NfVOtkhCLDcVSoUVI0s3ScGSQgGwkpoNZqZw7MLyQmKKgJXjtJjaFRYVWJj3sEjCKk+tMlkSRVbMEeExhgxYFQ4taoNCH0HXvIKPQcffehVNCIlnDwiZKA+55WAxblfUPIbIyJD1pn6PZUsE9dF9ztbHyCKM0+su7opYdTNyopoJWSwMWUZRjXQPCvzoXMyKHV/frwzSJsUd+qSwMIdYOoqEnKIw6Vu007HAFSvhuUVgxLRBnZMYr6wXppDMRUfosrIRC9sym3EO+RotzE8SVXXBXFlfP+d+F5tknhtwbtrymmXwCF3TEmDnQltcdj6ct5kQzwwD9+qACjm0YUocf5BvY0TF2IGiyQJ+peOd5wKWydNzghSG0n3kFRLxfZ0gt3rcd+zPnIt8je5v9L0jxSTZonjvSZt0TSUbEvTYBMtczcWFTrERF68lRVfOPNEnMXYgcmtuo/T7fE4sHcbX0BT4kayeZPEcm2DsbzSwhhnmemMeBwIOaTEHEZcsIzJK9DyG0Y1uhxRVAnVEVkb3EdBefJ0K2U0f0XzJdrVdY1UsevkZ72RIeb6pNDrMY7v+SuH3LUt0SVbVyThLYSVl0c04QYEbMhNk6a0jQaWde/0gabUHheB+//d/f/jhH/7hBr39oi/6IvNZ3REvetGLwu/93u+Z93/3d383vPjFLz70Nl7UcmInTpww/x+ECufIkSNHjhw5cuS4+uKyENwf/MEfbBQQ6h+3L3nJS9xtvuu7vqtRSKh1buvXN73pTY1W7k/+5E9e1jaHCUZChyOLSNQxmPtIkdiRKn4pJJXA4RVxdAFpUzSxixept+lCP8z+4goLqCx+vMNO9DCyGa41JBAo4iixxIj+ntgIglfrcZ9I1kg+doSw2apY0FnNW43vwWIRK3wteC/i0uDnwJijJxil8SRxusTi9QqYUTkWlNdIH/MqcW4il6U5uOD2FZa3KIYMupnoxohgM6qq24N+E3MSgL/TFDEArxrtYykbcyy6pl7WgFEK4SRW3RajjKKaVTraDrQDzXIyAcKDI9tYsdZW9xGshHuF9TU3uGz7uqwF0uN3PVRW/ubMgurOxDAAaHcc9zqmg6nL6TdzAvUJrqlnPy3c+iEh1qKGqJA3hwufWIyyNWtBfNtpN0c04UZ7nGaWaMKLY67SJ6klSCuh5p4JCMsVyrzWM+WIkQsyYp6YPyNSDkLVZTjTx4tNzt8Zyl0yYR4flJFll9PL2RIy9jFzIlua4znsoNI8/woq6CDXnlFEs60DfvGcJVkdz+DCkRHVx/Xa6c1HkvFCXxDSbsJ7i8aQlpzD84+zkt4YKFZ6ck3f1/vV07uRAuWGAHXXtThk/INnh5u96MAhOdPjZQW83ymXE5eF4P7Lf/kvw/b2dvjiL/7itrgr/l9TFhC1+UOtb1tvWxtC1P/+pV/6JaNve5htcuTIkeOREnUd3n3319XHn+uW5MiRI8eDnMeWV0cPFlWfR+IjPK675rrmdbzewl6D9VQZYbSISBZOE1XgnsnAwFaao9p4r7J2n6a6ryC+rV61Ap0imz75jhKUF34KOJPxM6B1ImCvVpfM+XP5NoX9jvAstWA3eDS0aheEHNXRdURyOlcIl/tp1b+sVklIXUS/IwdQmxgMRlbU3wQuWQtqC0rHyKsOoFWCFIBHpFavjIiJJaQ6bVYGEH4YccAMihjRaNgbi8JBD1ojfV2kiLhU2k8jUjQrEgSX+YSCjEUg3FQrE18Xfc9VuXocCtoxonN14IcEPXeW0zL2Fr4CgT4GG1uI+oGy1gXXvpxZ7lvCu3RQB4wvo+7BWRiYF0yKhF8q3yekSIw+HE4iW1wKd9qxBZdsESlamH9jimETEC16sGGP0Yc4YgzLOI2orDFXIUBRjA5i3wh3XF9vh3PLIdeu9PvRtccmrqGZj6mKXsaVw4PlSIxnCuezJWUsnLlGnju4hPFeM8emLFNi0uNkErusxD1UltFt14bXMSNK+oQvnnRvmn3ylCrcfah7YDwYmzlLz13MTWX1HW12JOAlmajAgtb0EWWv0K9iVe1Yx8t4wrhU9S2M0Evm2KufIAWYOo4/6rj5zGTVKLMlfeHZp1f+OGHucttdNCeBY22LkLCxfWYCUNeKJIQw8z2gVXAwZ8jvFG+uQ6LgED9dH5QObo4cOXJcHVGFYfOD8MjiATly5Ljqo7qq5rEHpYP7uQ5Y6oK/B7R2s1jJlm0uN42erFjeFg6vBFXFbEvp6ZcCfWQNSA0CyCKtsqtKrHQ16kcVzLBJZV6sfo+5b0AkhL/ZHtyeSzy4sVal/XZpSrqWiECgelaNyW6K7hVYl4WpV8maWGE6YINUynJlu9koHFhVzRxrfCb9qLqct2GUQl93XFccW5CCWYqMMp9UOH+6urUL0YBmsIPuC2esJLRaVekLWk4oAca9QXq6OFeebSo44TFnJuPIyKzSOAfyiKxJRJ71GBkOh1bblvicJoNCaIRpf2zy8eNVeMmLq/CuPyrCxYsWZVkdXBpsvptw0fXumcPmZATkGkYUHdfSQ5qFO4j9kJqGQZhKUggBB1tzh+NYW8zxDzpXdZ4SaDqmO60rTOgQz7GejnZizevxGAk9THi2CsFjK1zhN6o5kZF75vCbsQx0G2OC+Op6rHTWQDjDqYsLaXjkHTebN38yGsv71+ckyB7VdfRxNRNUXj8LCFln5Qkzz8djiX4yz1OqHXItaf+aq8oqCgjJxqmfQaznnuiwahAT9xaNYaNYgmfB6uKZ9rvPIxUJv1bd8/guKw54VtZFbNvxE+089gfvaucx+U2iu2/gZxf1uIO9d5IVAUqr+hr9KyoW8dyRIdfjrg+FfiCREdwcOXLkyJEjR44cV1TkH7g5cuTIkSNHjhw5rqg40hQFpBPwul62FVCPqh4l22yEjeZ1p2itL+8d3Gvg8bF4hYYwH80tJYHSAzoNIkT6igpMVOEYw+tCHRC1I0V5QEEXi3ojZa+KTqQdCyJ6x7SsJ4CeCIs7qRFOYSUSOU4KlGWoTEqdU2BoNxVR6HMQmgVSjToVvLApVk5HGsoDsmUwOID1JgqrVCqUt5UiOE0Lienb8drYt2UN3SkeSdWCzqGk5HAIpIrEktFJ3UlxYUdKSveJJ+3Seb3RBsmfhbTvqYBK+tGRVEvaItmmdBzJLYBmlra4yfQxLsfQp1boY/G4N9cbUflFbGYcqTR7PcxEJoylnHRaVxeZOMWl+hiYE7joDOPNfI9T8z1pbWmLU6zJqX6hmWCugbyXospwAZ5Jf5IcHhdImj6KfdFZZKbT2nSefYYunZQCp9CJqUMsa6f3x+30bKfl0FTIK32lTRzovnapWB3SXH33WJfkly4c69oPF5955+/d555NeVd00d48YwBug1cExxQU/r6Zu0k6kW1lvbGcmG04fYTUO+YnyHYZacvCn4d7pQnthuY6aMpEVxqfTYPYNKTuuiL+5z1n5L4lwyJtYJE8c4mepY8tcmZE2UERqXdOfc+ty4mM4ObIkSNHjhw5cuS4ouJoI7iw+4urj/VFi+CeLE/KNuvFupH+uji62LzuQ2uqSH/uA91lEre7Koxka7Gjc8jVQkaHXWwsFtFEeBTKAFUT0woguVreCNJcUQpJCoiw4lWoYpc4uCdQn5hVxObpdnLRDpBniMZ7BRUsPO1Jk7BxgqykNXqMwiZCZV2bT5KlSRAZryhMFTHw34KOwwUaH8260WgpEIwFgyxPpM1E2MRA+lXJ2cn5sgi5Bq6x0o/7FWtqkufR7WSpO5EEU9kIPhaKLMWCUiGOPN6lIK9M7x/Olog0lLZ8jigkoz2CdmvbaeobRv08aSkUqXqZAGyzfXEQ3v47RZjVfVP1IzBJtoTQbn0uiXxZ3GQ0VIUvkJJCsZqHHsd+Y6MIlvox36NMUmKkofqWJcQMOoSCRiq2YvRP94n0fWw3Qs9dXUWqnrkKF+56smEs9dVlfKDbniB4aJ5uE5SMyOq5s8jWQaddOS8KniP5315oI56uOdEt2lt9yXzmXUs5J5aDdCS1kr53ENguNNozWUjGnnMOQB7lPorZsqQgUaOLyLbS9dZor8iOUVbQK5hjaavDoN76nN0izJ4iQY5lPHfMY3PKMnn93/VM4XbEHZjfCub8sDsaZ8m84xSZ9WWrrvgfuDly5MjxcERVFWE+r+fZwz2YcuTIkeMRO48V4aqII/0DV5CcKPS+G3YN31ajUtvLbYPcgm+ruX4wGwAiChmyRJxcIbeCHBCXTn8mCBTxIzUCsV6tG84w0FOsmrQtLVaFs0kLHy6mC2MGoVfZ+D5WVh5KJavEyKETQwKcokLyeOWZ2Nsqzl+yugaXGRxXoKK6H+N+gJZrBEJW2kNCrdAGtRIUGRbiMotBg7Z3nVh0QVbZmiuLBT2QxmgBLcL3qp04hvRJPJbIenmrW9BflyTRpe5Q7G9ezS36pbW/yfqSuXMGKSJZNFk9g+ur7ViBrKLfcOiR5e3qMYBtgfZCCsyYAJCEVoJ+qbHL8niC1irOKEwFWMYLY8TjcXIbPHRlfXMZnvmMKnz0o4Owu7virnk21sxd8/h7jEIywqWRWNiM8zxkkDwtbK8Rt3hPuAL1q8bYa6s/BmKLvvbhSDNPJBkbx0BAOOIwuGEun5N18VBEhKD7PcYEXftzOb6Fz6P32inngoxCD+p0kCyUF122uR6q63F6+ZyQHUqQUa+9zjGTz5B1JMkuD2FPTAS860b3ka6T4WPLnN+BDuo+wrWU/cmlTe8jlpX05k+pm6FzMjJhMGxCNi/OZTLXauSU70t9XvTsNJtQpsDl5lZ2Hvvzjw6beUzGbuQjm/NCnYTDq03MR2hOcmUjO87FMzl5sMgtInNwc+TIkeOAGI1CuPGG9jVHjhw5jmKMrrJ57EifJtA0mDjsVy06e++wVUqo42w427zulDsG3RVEVP3EL8d2JYsVqVQBaj4Tr0AdHqgWkNb7xQpyK2zJR9cW1zav11XX2dVT/M72okWg69itWqT6YtHyiXeLiFxXO90i5MTP8ZC8YlRYu1xwhhXqwHahQJdkRapQT7GqxapVGQd08cOS6lW1P1R747rj2ONinK4E49dQ0cpKGJozKkiygAHpalnsN7Eij0ihUc2IAT6yIOKLgVWBcMwWEu6RZyRAnGi0z6s4xXlLliO2SXMeWTUC7fTQzuXIXt/BZNCJ4HIFv9xruquYwoXrTGoNzfdjx4HDC46wIESqq5j/yRRFj+so43voIHlyevXWZfzP56t1VsbjVtac8y7L0tR/ZWVXKS8pp3clImDnDUGndTYCm4AjHftsuCQDBBUyfwDU8TjdFXH2uU2aw0/zm2eGIWM3DgrO6uhqdb5nXY60gK8+Z9Kgc3GsscUp7h9kUfoQ4cMgrn2WunwOXoYhqa0gpNU7NnPvGQV17c+d6Yj5tGKkETM2Zu7uoPa4ZjgiNmSr7GHdq7dnJBHfMVxVOkZSh6FvDXpeMhfXtJOMnASR9H4nMH+akcqOPkqyNXo4ExLK16FwVBQwj1XxW6v3VX/BrIEyo252umOMGmUf/GboyF70qZe4qPZlREZwc+TIkSNHjhw5clxRkX/g5siRI0eOHDly5Lii4khTFJACRgoLKXqdPpJUxYC8puFlHeW4dHEQvi+pWxSQKSi9qxjK8zNHOk7SJ/H1WHFMtr0h3NC8Prp8dPM6WUzaDyKqv12uKArbg/bfZwct/eKecE/ctLQSaD2pIeN1H/uRC10koxWpC/GkrJQUpRqNrFf8ntABsCkkSlRmHd+DpEuxlhLlRTIL38OljZQKvOp2SWFSTL8jdYJ0rHkvUhU84XfJEMXiKDkHJ4OCNCbSnCIFhmIHnYZlmgBEyJEeisVspsANRYAxxqUqwkCzQC+BhA1SbTqQYovnglSgpJlUIZ6YVGAsYObAJrpOIFITWCLHMEhA9YhFHXIsKkbxUlxSOOfJ4lAxkBR8IQ3vSP2tGh5SSb64zd5+CB/5aBFm+0WT5vOKeTpNJbiIy0m9ybyBa6Jk0qJqYSq3o6lILM0EagXaooYIS/DhXhDajfK77xSi11NCmcrA6XZqqTtsywVZXmqzS3bKK9rDfIZngVekwvQNGdNOUQ7ayeL02L+RNlJFRaaLnDTrgcL+zjZ9cmZdwfNKL+XB2ZbnKrmPnGNzsar0q7qPEpnGGF5RUlfxmqHKxevN8yVogbpoKjEXoXbrZ6HQEYkSkNAbnBD6lmNIIXMYnZvenyf5JtQdSGM6aX6+Nixxp2Nvv2rmsfq12VqYXCkNkc2MNOWEC/cSyUnnvLiwjgv4zGc9hY9XzQ/cHDly5Hg4YjYrwic/lfs6R44cR38eq8LVEUf6B66sjoZ2FTeD+r7aZjKeGAF1IFF6lTObxe/h6tMCyJOg6SON8yqYzRH0yvF0ddqgKZNyYlaUMKxoN2pfJqOJXR1GtO7c/JzqpGBWT9ifRmXFqhOrRJDkaVXmygaRrR8KDGIHmPOUlWBE7zw0QApAJinyNJgObJERDAUwDhRKKcVGsRCNEVe9YhUEmwppNJIlhVeEeiA8ZFDMQOJt5snnSEaBZGlYYk4fMynuUBJRkiVAoReQzNIxAUGBXGGLg8QkQpP/oxQXznO5ZwvpDNkJs8qY0HQUSznobldxlD6XrnvNzVLgUhLiogvy2JJZ2qn6E309Glbh+utCOHNfLcen+sVDHDukqjy7YBkLlN3QBZkiv6XGY3q6FrkVVAcZByWlJsgiJO64iE0Vycj+YWeM+14JxSeFUywLqLI6Mv7o1u8rbOOCNs6Eed/xkKTkWITOGRF/mOlQe3uzB/Tc8DJBMjac5wXHYc0A9H44M6D3kchaJQ+49HsJ6uudC6YAkvzqk/7i8zaShE6mi+XCpFh4NYG4WR5TpEoVnF7xVFLsyui+ananNJ+WxYN8G6QnSUrMldDT++y5njzGWU6xcsbWaNTOY/feX7XzGI1rvV/5s096D+2j/vHuO3l2EJJr5tCOwrnDZC28yBzcHDly5DggNjdDeP7zquY1R44cOY5ibF5l89gVgeAKvxb8KLXih7SIcG2xCISRwnJloACjBJg4iG2ftw4QKqJF5/QqkVe9bO23O2jlveq4vbq9eT0VTrn7FaSsjkjP3SzaUXqqOGXE4WfFCsFG7Jf7Bg0ajoeJ0QFbispq2OObEd8KKPpgrFakkJCa+7xdj5smhgJligiLYQZkt6gNHi+QUS/hSiv7YVnxoj0eco23gE6QCLaH3Ks3zDaQtTM8cgjeY8xhDOuFNVbq4A8Tmm7aSfwpQRC8beN+u7iE+nvMuca11UizGI5g3Ehzu1E/kZ3zuG7xa3JPxHPxZJgSqRxChj2k3UMa1Q7bbQdlKOvxUaNg9XuYetRckyCfRTcCwjJ4klHBfhX3OkG1e8AM5qmKwPxMnTcQ22VHdkLzioHcstyRRjsJRRMEl21+vXPp6Be9P/kO5idG9NU2CV+z6kbDZBwxV9zh4B4Gce3iQHrGLn082y6ubF90yYPp8dnFvfU4zXydJEtIqKXeD66HIImeDGRxME+Uec4ep5eRPTYy0rtlyUSeNw23NB6T7bHBGdfmRDLnVT7vX58L9z1zcvn8kvPE80zzmilbIRx/JxMzUNevnccGzff6xlYfispShcm95cjzsSGFbGNuj44x/8AA3Izg5siRI0eOHDly5Liy4kgjuMz1kcpKxcVkhBEAjqCpEVU0q5yIeklVsLPqxjHA7xHRcbXwYOtCBLbdH6zUDu4o72he7w/3uxwWLXJ9bNyqL9xQtcoLG4vW3vf0suXx7her/d61vKt5nS8AtVmUTbdvNBkZwwtBsrVA/drAivdjETYBkXPV5iJyFdHHguQ4fCZZhYLTG/mB2koZagys+gDUWKOI1ayy158q8Q2HjpAibxUpShjgthKPT6Pc+B6rEnjoJKx5ZSUvgFGVKCYIuu3x/+TEg+U7M5euPPwqXKO9uF+YSwY0UPNrkR3AOIK6hVYYEfQVx+hBzRPUjLiTZrXPNs7gexHK1FsRrRGFOKZq5GZQj7/6s4MANc4shB6jB5hLYEwvUq40zoUrjD2uH3Md5doqziwjq4KmeQgSfeZxHNmGlJUsNFrbxbFLzsPhYrqZNGpDL2ePxg0jSrrPD0RuXbDfHxgHifl3tfey9pcAXj3oL2Uf+d72xoJnyMDzRmLMobNklN1wDR7onDgr6ta3gNMK1NfJMPD3JaNKc6T+DPM5nnNyrnr+RL85qLHsj+Ydvl59qgzefnQwGi41L1B9Cul3MI/V88+gWKnBeLUEnBXx1CFY+UEyKHqeZWUE7MM7Nj1XGaXWnx0mMgc3R44cOQ6I+vf7xYtFIDO+HDly5DgysbzK5rEjjeDi5zl4mnjVvCPh3gJgRQX/0uEkFj43j6svzeoUq6a44jM6uOCM0opKeG1qWbJX7hktX64uX1uurfZbWc3YG8sbm9fNRcvJPb48LtueL8+3+6/2LAITkUO9P+EzgWeEU1GnL9+HggH0OkHrmy0TFFUKZAnZ8ZAI4efG72peqPCQ0fWEypvK7nh+qEZPEFKnclPGBmmneghwUp2vtD7ZunMeiapGYYJRAKALOP/4t9ZzBMeaeVwGceyyZMZqXKEqvMBnpMNcH6qeZ8UAo51aWq40Izvtids2AIUHxw/of+85ITRPGUgoa7N6113p0uowXL+4v73pINz6x21mob6MzG3W55lo+npV5YRYJ9aj2vIaWQ2MU7aG9ZDLgW2/RthlP13on+5vDB+gvQ5CyqgZa1D3KRnwtXQtQ+M9wPxaz6qYUS1PB5YzSDzf6393KS64+42RZGwcfi1v66pIdKCwfaohXePJfA/TMuYW+q45Fum16vlIOLcOasd/s16qaO9yFb7z3GV0Vp8X95uH+CWaqnQtTfYN6C5nBMi+1szHpH+rnwXYt9j4MoqpsjrufVL1qGJwhhgf4d4fpONubzps5rHmuVhnR1FSo+ZvQatpHjPtQoYRyhmE0vYqJDlqMnx+D1Q1gSMjuDly5MiRI0eOHDmuqMg/cHPkyJHjgDhxvApf/mXL5jVHjhw5jmKcuMrmsSNNUYB5gxgeRLgcZg6aoiBQekx9Duft+7NqlqaEyPDAk+hg8XGkn3Xac23S0gpm45lN5ZRpgRvSGpL6pIIfkcaqjRz2z5lt1uetCcQ1i2ua12PVygL4VHXKUBRwviLy3xw0voIBECkKKDrTaRlOb87LuaEUaJoA0h6JsLOTekuKT+J1MmkbyG3FPkaxXjktTTFOHYtZLIJbUqoIqSZHWFzaTRJL3ve5WM07F5OS7yqskKyhnwrVaSaRtekg7etzkQINks8xKbGOggcp3FDpSIn4lshwkXyUoTHsV7bYzLMLBr0E9xjO11Xmo1wZpTtNm/F9TttpShKlLNkswaYYy1AMqlCMBo2kF6gP2pCBizJYYstYH+P6gkJAFBqrstOddu/so4FvLOCdd3IcndqkQize1hwTNCXY8Dr3AaftPWmlZL/UlkOZLTjBx2QKhaEddKSGvRSstKdD3ssruOmTCUuKP3vkmrqMZ/qKzNjmVs5JXwMwXSDJVqTpZT7fRIZMF285smVdlIKEduCk9xODFJqHvcIlzA2g9uFvPc+LGVOwpjeeQQXoiGyy4UkRYls2UXJl8VTI3NFTWCzHpfboWI2ldh6rtx3WRWZOgRwbVnh2ymzy4dKGuqgs6AOiYeptk3iAv8czgpsjR44cOXLkyJHjioojjeBCOms0Hlk0SElLAakczUem+Agrs7VyVbyFYiCgklJIFYvFRApMrSCB3M6H7Xc2Rq1kV3OM0cIgyoIILxzUj1ZSLDUFo4bmmPtDa/cXkcu1ai0pJDpWtGjuVrllbIynYSrbCBoX0S0gwrBG1EgeEOByHldss4EV91coKgvIS9/RytCzTZRVo0aaQYgHwrhYGqthUxQWrzPeEyMFBzEAgiOyXlRo0Iv2xBeRTfOiOHgb7hNBAdTKVVboVJhhxL8pC8H7N6tlMvZg2+A+qSUpJCO5PIPi0wodMm86us5JIxYYU3INyNjDIFp8fQoqUNRNwL8JNTXjFWNuWbT3R/1RoYpL1Xjn9gjqE5FbU8wCZAbXC3a8qrhutVtCArGJujyJZBPJE5n+JFwjQQwHDpKH+8mR9pGMFBXeMeJqzgFf53NxkCTeD5vN6D5KQp1KItVUdbTJQbH60Mk+NLYr+H7sM4rpaoM9TWofF3E5Vr0rsJ/61RufPcfsKpzyZKUEaaXCLA+5Y+TQMxrge0KyBw4azd8V+T2nGIufBa6cGe5ZMqIwBhcdRWtyPE8iy4k+ibxkvsY8tkwzMZjH6nu1LOvWONklKghktFxvw9u6BcpJFSu9qjhMlupyIiO4OXLkyJEjR44cOa6oONIILlZKkOsA39YI6UfuajmzvFfwcIDk6u9BABv8OkFyFTIsPScOwONkf7BUFdkQEqHXtodYJTHnZ6X6s1qLzJdzg6JdLC82r2eLs83rDaE1gKhjvWrR2ONFKx22XW2bvtPIEl5hF7xRbSSmEJeqS83r+cV5Y3XsoZ6yfyAExMX1VvjMgfL4UWzni/7FNfWQK+lzx941kTNyVpgJEsYLTPU3y9owGmQMD2AFSX2DvzEWdbDslGdhyX97XD1kQBKOHxAYLedS+St3fFdnNwSpdvikCJg/CLrJvEqPE4b2YH8AFtT9zlaigoQP0s8F8cfwFiAvRX8u7VXh928twt5u3A7ohjLiAIKJ+SKx7lUBhAhzBFBvGQfKmvswY1gQsnFlshoI3U7Nkz9IvpD7RK6POjUxSOiQAdTXp4uD6/JqmadIKK8n0SZ904MEJbJTHpJE++vi2Zpz6eDe9llU9xoddEhhedzWLt6knmOTeQNZQjxzHHk4PJfYMEXvm+d3lncz+yPJTDHOcZBMroXQqCyyreNq7HK5NRotWSKy+MbraJnOscl1d7IRcn5FN1+W5y7mCuv5XWfB+Pvyt87EEJ85Maso0rZiHtvdadvgcvTltrBzu6kpKfqtwb1z4P73eM19fPOr7gdujhw5cjwcUafztncO7zyUI0eOHI/UeSx0r72vqDjSP3CxWhDLvWn78BmXK1tbILZS7Rwda8Vid7DqAqxUgEAJD4eq15vgxRPz+fSqNaIn0s6IzuiHJdAT8H0FgYgok17dMecNfNoL5QXDu61jK7Tc22Ohfe+aQau0cLFqUd9m34N238cG7TbXhevafly2/Thdrvi6u4tdg4wL+uvYvbKgMxDWRHDd4yZ56A/ZhQoaFLlGuo8SgW5SNHArfOM5sMWusWwkwwePr8roEfNBXVSa+spb3QIRxDgFMuGt5LtWvmaFDfoa8fU8XlzCxSOEx5gtAEFA9oQQPg/lZG6eRiBh2yztGZABgrahjfx2rpx2rxMMCYCmgYvndN3mWhGe8qQqfPwvi7C/X8h+jR0vIR/MHdR9L9kGgN2ws8aYUZw4QdFipoqvWxNxyhtMYiNG3Win3Aq4XYBGI1NVdfcRI/mGe9tRTd8XvYoQzO8jtMizC07QTwfl7UJI+9BUDxHtisNse5j9dvZfT7d2cYddlJMsdXmONNs4tvMJV7iy97Q3z8l1Yl5tcThzg65ji+0wc3P1XA0lpa752Tn2vLIW955aTnJPmCnBPi8Y0TVZHi/TRdfRGEl1oJ0eZ3kQz319UjXz2P/9WGjmMS9byUosUqPjqB10KduYc5FuoutadStEeLz4BxKZg5sjR44cB8RkHMKjbymb1xw5cuQ4ijG5yuaxI43givYsfuZHSVtv1S4Lgoj6YIVgrAedlaf3Xb2NcHOAaGotVkAkWOFFtCep6NeB5sKyNKKTgoJpRCi2d1a2J74TWpvf/bCfILgnwgnbJr20iYvCa4YturtVbZnKaW3zifPrquzVK8ykr2j1ahADZ4XMcZAOpuGixtWhcKPjefdVTIPXJdqPahyIniyt2oV35vDsEu6gNC49NvMCpeJZIYTINvRxcHmscd8ZVJa1R2mlbVBu4u2J6gUsPEuH84asBHFI9XsJZxjcUz0+C4vOCtpdkiW0QnOFpx3PEQoOnjWm2PkCgVXoKaMO9XVahmKFXLcS3DZTExVGpMqaEBF9f3fxYc01Hdn9iz22HsPEn004bOq2lCwRtU8QPjXP4bryPafnI0aBEn3VQ/BVpV+0sgrdRwnK6aBOzP/1EOIufl+ffii3z7ON7ToXL1t0UFvMtodAbLt0Zvvm0yTrppqQqLnE0H9zliTJrDm1AcyR5uPp73E9hg48Q5HNOpQ29OoNc/6GT87PfkJnPU1jtjH26jv4HvGymF5we/TvFeb1yi4dTengPYPwP39e+K9mHFd+1lPmgB473i5FCf1eomv8AKHcjODmyJEjR44cOXLkuKIi/8DNkSNHjhw5cuTIcUXFkaYowAJU5MFgw6nUNiSlHiHzxZAKiJziGCleQ5oGxglqvyJvhAIQbdkpG/GfVXfKEkR4tDMerC91he8gtS7FZlVbbFbH2rA1f7g+XG9SOqcGrRSYPk9Y/KINu1VbUDatVkVme+WeKbpKpLVUiFQLUidVKuHCfdOX3ufCKy5Q8GwUkwIDyHBpUXNKqUmK1iPKUwrUi06rSSc1w1I70k5Y4Cp7Wy4yQ3+Y4jpO7xFlxJMdw/hBKlCugS6CdIremhAFvGGSRsM9MlxYi2pjFBLPT4qj0C/RQKRp314s9ECtGgrTBk4hYpwDugpAdN+z9BGuO6hP8QtN7M+r8IlPFWG+GIRBTf/AJoqigH9DAm05JVk8dS1xjOWM0rs4F019iH0jYy8W3Rkhd1AdKv9vTVlB+2TYVFSg55hCsHmDV0zLhaG9dKOOApk+q09uk7mWzpzS1YbLKQLjucb7TmexD9FF+vbnCuNTarjPbKHLbpzePHQ7uThK6HXa4pyKtrwiWmknCgQp1d9FrdBt8OYjmdcoJe4Z3fD46TKDMVSrjjHtGVJIEXqfwgp9hN8UmHtNe1Tw8V1pzY6iucKR58M8NlsUzTUVKqQzRplmYGhJB9nw9jAKEulKp3itr0+umh+4OXLkyPFwxHRahL/4WPtQyJEjR44jPY+Fq2MeO9I/cLHCgN2uiM07C3MUr6DoSFA1JfwOi15eXcLMYDhcITvFvPCFjrVNH9DCuCpMigYU6IAVLKx0GUX0xJDZYhVI68ViJQF2vGoNHvaKFnk9UZxIVo5MNIct8H3lfe1r1b5qq95FaaXUPCkkkUXrEIHuK8zyVuKdJgaOPAsXuGDFDFFzjTgmEkOMVunCwA5pIa+wQFBYGpAuKk92j2JioM4fqB/LtmiUVgwicC8A3XbOicXGWaDdk2ES8j8QDUhEaXtXQtSlj9SPQ0H5IEOFPot/L/dXN8dyvvQRkmFaVCGFbRHB5LFn7HIZKfMsQWNx2nhYhJMnQri4XWdrCplPtPmLFIHF74+HsVQZQNFIQ0X2VJLxr/pTkPtoSY7MldFd37MotBTe4ZArR3JpuxS6zbuR16RwigpG9TZcSNS1Dy+8orBOBA9IoVPw01dc1mXW0IeceWhx1/kzMuz1BxfMuQVqB3WX2dRHY71tJRNJm3jFcJzd8LJP8qzDlOVJXyHoOSb3IaHKOjBHixyiU9jH1tSYn7RdfdLeGFIcptB/LjDm4+j5U46BzBJJR+r9cX96NvZ9RVdsvd6HREsWK6Tjuk521/PY+e2ymcfcsYZu4t8eelvsuvIzh2YOpcJCvi/cYvuHKDIHN0eOHDkOiK3NEF70wrJ5zZEjR46jGFtX2Tx2pBHcyawlqo2jqNukmqQyGQMrjQM0FSsMsRXVaG78ulj1YlWnOChYXQraBQ6RsyJKxJ6BLilEqwtFlM81CkBIFv4GmgrurObjnhhY5FYjmEBl8b1z5bnm9Ux5pnm9VLb2vHXsV/tGAJuNKHTb2H62q1/0+aFdsjrVsk60H7kGPbJrjKwLB1UPEciW0X404twlUu193mU763L/CD0UK8vCQaUjmtgliaT3LdtAJguor+bV0nnKGCauqznviA6I8QWNbS1nJp/hvtLngnuB7HIXs4VBFQ3XVOifhJRpZBj9BnQXEmUsqdNzr2mZLNlmWTXv1+0uq0LQdJMJiHJ6giZBjgvGLoozK9uW1thCZIBWtHfhxi6HS4vGaqpwRIer/crsH0jwRJF6y5HlVQpK50hDJRJSGNIe37ADiPH4fV3Rx3GV/Tl8yC6LWhdJ6uG0cvTt76DwjtOFNHsIXYLyOtvIfukzFw0klI3rEUyWkK57b/uIn+/VZSRcVuJq6jEn17KgZ4JzTgn32OujiqQekW10DAx4zoYhC6PVXkBW07PITWx8KbPWGYSiuhJg2BQ1BI6sGgLzWFgU7Zx78C2QIPSmDx8ACtt7Lg8xmJsR3Bw5cuTIkSNHjhxXVBxpBBcIq6geAEVyhJvBrwWqCDRWI7iC+khpZrCvanUh3MOI0rgrIV6NAJTrq8gkbiPzYTweD69idVU9uLezYtbJmYRtL7i2Z5dnzft7y3Yf+pjMp/UQHebOMYJiEBjiZB1GoF1Wjw4/So4N1AJ8KwdVTvjOPXzVLlS6V7S6j8+H8y2IUxbRNc0Rl+tM6KQ2C2CrSiDWgnLqyzawSiMJz85ZTbNRRiJkrsdl5KQmlf0OV1Y+i2Yt3j3MPEOglKbaly8DXVPPPjRRvdDjCMhv2SIfNUozWBYrfrlCZRMOKz6qrB1vE3NfuUXuI82vrdEWjTjNUztjRliFe05ZDl1LUI0r1zhCI9iJCoVznyeIDI0bb57jPnfVBIjDztfLoOcdSGufyURfdHFa+5QM+kwrOFg9oA/lZVTSZL48vmsPd1i/x32mFRKAXOI94Yx6NRHyYseymeYoI8coI2ojdJ+wtbvJ1DASTgo9hitLFf6MEHvPDfWGObaeP1hlQMx6FIKLTM9isDAZG8/6+DDopbHIpusnx5WfJMVqWzz3yziX1UjuIs306XNOlHN0Bi7OvaJWxOoHui6iQ3kosQE/AKF+IJER3Bw5cuQ4IOo5erpfNK85cuTIcRSjusrmsSON4AIFAgrLFd4aNdlftNzR5WJpq7V1BSUQJ7yAe4tVsl4OxLfE5hPghUJG5fuEegnPrnRWuLAaRUWqU+EKhBb7T2w01Y5xftDIhUqDXkFfCpeMagI4t1BlMGhtB8p5qIpkqrI1qAWhFIkGcQ8C3Mc3k/MEMBY52Mb6mNA9z0aW3+tDgxKNS/QRKW7oSHhTGINKO5Wr3z2uLM5BVtZALYAUqUr+BBlVaCQfm5UhGDXXY2Rcja0uNVAQh/+LPgI3XPjpldNOOiZXeLdvBr+PvcJuQgt4v7pvti8Owu/+Xp2xif07j/0b/9b9hayO9GvZbbedcNfmjsoCpg9su3T6kzSBR0OrjOFqeFN7+XrpMSEc+w6lBG6PjsOgqB4K2pkBAbLrcAK7/tbRhfJ6/N+ubfuQ0YPO1XvPZLPivSrIYw861nVsb47t4mZy1sf7TPrGAI40bnAoylzo9zibx5bfZp6jZ4BGmAUB7XjueGpGyfWILy7nnDJroh2tu4iVUDBfqkshmtrxPcxzfX3dF6begrSDOas6UNbo6N/ti0Uzj6FJbqYjXk95ZkAxRmV2+LdRouigxwk9O7u06b39PFgd3Izg5siRI0eOHDly5LiiIv/AzZEjR44D4vjxKnzpy5bNa44cOXIcxTh+lc1jR5qiICRxhsVVikAoCKVNUQO+1xA4zAuYEO+mQonIDRI50rOeZamkZ2KKWdumSvEbpxmcAgBOuyP1yYVFTbuQm6xsigRyX3Vsh+3mdS9YG96keE+nkilVh3SDZ47AhHqvAIJTn0ixuxaW1DcsEaTfY3qEmy7mojIq1PHOty/9eJD8kKE+QMYLdItYzNBnOSnGDkMnHbf05cFE6sWzxIyptUTyRdcdxP6bF8ogpONaJpbMuFd06h9pK8hkoYCExrQ+RmIy4M3RPAfQtTRFIjRmEykfc53LsDapmrbU9zEKs1DwpW3AB4uBKQJDMZemfCwH1DdkMWxsMUvahgr0zHUH/QDSd5A6jG3SfZCkA5GeLXvuMacw53JS/0mhCRcLOel3+T7dVnpO7JJd8u7FLmrTYagED0YuTH+vT9aL24X5XKht3vc8WgAFm99wYa/ZL6xhcY/4FaeuZWyfBWvS5/SM1cfqM7HA/SP0BRQ/O1KMB0nIefQQOV3sBt2sr9uApMCcZwLGqDz7qD89iUfbQfZPc3z+DP3uyLQVYv6wbOYxUaF0TJI4POtloc9QQSFoDMZWmegkTN3zxslDZf6QEdwcOXLkyJEjR44cV1QcaQRXVkUKGdFIrEacYGaAlYFnTMArUvn5HxfO5jiVXb2NypFBcrUtMEuseOikIDbVISRXAtlyxi9p5DbpK0fqA5FIpwVCcB2rSZYXcVE/Rjvw4skJJTVB3RJQjBiINWrsb90ekYmLxhSJvJVHkKdzNefbgU4dxjbUW+EL6kHoIctHmfPHfgcOyhuzA4LoAaWIyJtBMIMtIhCUNwqWG/kWFCJ1oATmOnVIS3mmHQap7AgeP4mlbtWDLNDxzH5RNEH9arY151K1c0S5arcugpTrsLT9KPtXiKvMNWgD/mbZNAfd9TIMkkmJmSm2AjUoSZT4kWI1lnvSKBEVDnnWoSKlRuirvO+0sysD0odkivycU5xymKI1jr62dH3fQ966sjvyueoXzNGMpnrnIsVfZHjQW2RWdFsqd6Hx2MRkFB20WH9XH0OyBUBVnWK2JKNWdBcMyrRDqLQppqXsLUuBeeNGTBt6+p6RZimMjsXqZpzFf8qxMZeZRxZlXahQ9MDoQeZ5LpaMRtmdKSziPFa/miJVPU64GJyLCNX+ZAzEecezO08K0h1ZT68dD0VkBDdHjhw5cuTIkSPHFRVHG8GN6AdMDCaDScLN4pWirPDK7hUDVmTgooJXa7h5MBAg2SS9O6DHYhKAVTG20XQekgVjQ4G+Fb63auJzEWQvrtr2ixUHVzi3tKJ3+TkkWSRIK3OXtJQISUwldo1qf8wRNbaHENIm7pgghOr6dCGhiRi/I+PmIq0dfLAHwjM03ChqnyBwuP5a3JyvB/4EAuv0jaD8hFa6Vphkc2vGJ3HW5Zwczmgil0TXXV9XRhphR2vQBW473z8GGLWoV2J3alMhtp2eiUG8r3d3ivCe9wzDTk1XrxSqqs0rgHLDiAU23jDSAHLqoF/CXQNaooEi4qp5tuB8nRObZA2qAeiJ14wNWTz5PraO9uT7eHwfxuChj9uaoH04f4+TS6i2axxB9yGjdX18yMQe+hDZHW9fXcf05o+ubJm5N0iM/zDINXNwMU7NfEznwHOkGeeYqyhT46LHlG1NpDRVMOLaV7OBj1Bjo1FkzDFiL47x5DzfcK9JlpWecyZT15F9M/cu2xgnk07Hv+kYHurJspMi7+XYp1elnce2L9XGNUqOUiHoMncyR9uZZ7ukAb0+SDJ6Xl1ER3bhqvyBmyNHjhwPRyyXRThbG/x1/27IkSNHjqMxj1Xhqogj/QN3OY/cmnF7GuPROFm9zUctijpcxhVZrH72VoW8WmOurFeljxCEUCFu+D5WjLAj9CrZwXtlTl7Cg3F4cLya7atEng2iZe9IKSMs565pg1TMO6t2PkdBkByeJXOFkipeJ5irZpBGRgir1LRD2kxotGfDKzzSPrSPzqmrIrf3+w6XLGknVAUEklDHJrtIRlHjm2Zb5qgB4dDf40zASqSj59cc6GZAZEwT6BwAIkL9wbG1BLoCNFrfRzK2cJ5FtwVkgkYic+M6PciXzH48pGi8tgxPeHwIn/pUEabTYnVd1PXBeBaEiJQhPO4120SjHzRCyhx+oLIG9SMEWLJFuAQOmsMV6MzR1MeU6m9W5/D68zLiMGokXUYM7j1HijduZXoM5s/3cXr7Kvo7t3XmYd7W445yTUVyn3u3JWWf+p5vbAIj7XbQODEVcpDrxFQGKCe9b9rMWTdS1tHvYY5wuceUSRSzJzy7xDElhFExchWFvMwnZwvYMMPl3FPGQswderIGfdlWHfysdOcQfm7HepOBY/QwXm/nsU9+KjTzGM5HX1e+1snzwcmusGW7lznxbN3jBr2ZggcTmYObI0eOHAfE2loIT3pi1bzmyJEjx1GMtatsHss/cHPkyJEjR44cOXJcUXGkKQrFonALtDxvaaT1pOgiviC1ob/XldYyMD5L1cQXTaLndJ60C5toBShK3wv9AMYETlqb5aKQitEUCKRqLlQXDDVhFlqqgk5bI7XBKUsjF0Xtk/SrVwBBMiCJvFcPnUFS6yollLSnp1BQDDhQQBcLary0dpIm7UkBpm93p7UTMwxPJJ4pFES812kmFCkhBTYYptdH0oLxzhZqDlLYqiBNCvtQBMXSO04hkZznwC+W0uckKW+YbDhGD5JapCIKjOl4UNNHXQVFup0sJu4J7CfFb2CFKKqLoTxU9V7aPbFUXzy46fuk+KR0KB4o9CFTFE98XsZ/HAdG6g6ycLjOoEfQ+NJzCvoexTzoIy0RJdJR6CIuqnVS295cIJ/RjdRHB/KMa/R3DlME6u2vK41/GIkiFq33jnmQbJjXBn1ouYdlWNr9esXO3Cd9VAqhwVDq3y3w6zDv0P/mIjPPHEIoUkRN8mTnhLZQ+oVpZj+HMN6QonMew47RAPoekmcyt7B0mYre693RLO/Z6tKosBsyo9Hv8T57aT9VO48V8T/PWEH61JPz1PtRtEt+xplzqTrmcec8+gqyH0hkBDdHjhw5cuTIkSPHFRVHGsGFsP9oEUnkI5K76lutO+R2XmlgP0AQPGFiQdNgqavQj3Exdq38EKadEXERJIaQJ89IACtbWdXFUxFTA4XCnQ/njTzYrFwhuLuL3RSNOgCd7JQwUv0pK2fqVw8h5M9klacWglI4UPmC1J5MmAieU0GVBVH7ERh9DEEpDrE2PMw2nStVB3kDcic2r7E7YAmrz5fHhEhCKTREVupR6mpY2oID7z4SZBUvGDNa3JwK5bxiOEGEGCVAQmXoWAlTkUKCgun9UGbBu6bJPUvFJ3rf02kIt90ewmzabiemLbHP9PfZ+ljOaXXLJfvvs6/Efvl+0ug+F6FIoU+8x/rQIZYkNJsOLLIFIxuTJeso9HkgBgo6umxNubinbaaV1/P224eocnRt0zeOkqI4xwq3qyDNLeDpkEwyc6wurFXhSUW594vzTNTHSqI4RB+hmE2NES7W4mJl06bSLzbzpNSAIPahhEmxM17xzNXnQeNdTJCQhY0ZMd1mRtaNZCJJYzGS3dkHFH1oKp8n+mmuCu1witNp1cxj0/1WJsy7HozIe8V4UnRHGQ0uKDef9SC3auOHNI70D9wcOXLkeDhif78IH/pQkWXCcuTIcfTnsaskjvQPXKATgmRgwaKu33wReaXLpSul5UniCDpDsh0GtYjIlUijDBzOZHxPZI6iEPxKp7xIhfSxUhMwxZG7ITURtmzVK6W95Z5Zle0t9hLReaC5LGbdi+ASiuZxtJgbLXZ+PpHJfAd2yx5fFSs/5la5XB7m3FK7zWcCenZzZdNmp+Ooi+vHbTPvdUiouQYK8w60Vt3RgtRCB13JzCGY2yYcX9xXI3VvRO6uIOJxnEp2I8rv6XOQ6wSEVHdD5a/u2Y5Vf5/vWQ/tTPiEdN20/BjGj2QUYjbGywQMhyFsbtZC6fU1KVwEDegO20xXs7i/Fd1/1XZIv5ExhXdOidGDCv6+8DjpvjLHZiTUQbAZcRwNRokdOqNzbMSgj81ocReiqSNBSJ3rzuh2H3p8OdElUdZnze1tw+fSZQphzouzWvEND/3j+8gT4u+ySJVz02/TsT1EGPNHkgGIL7qdXei51Maovlor1/z+VHOhoNp0K7i20dTFfP/obVlKDc0V5FVlaDlrIrUGzlybtIGzUh0Zv6Q2x7k/urK9A4140zy2s1M185gnJ8dSi6tT6EFcKeutg2UtPaOn3mM8iMgc3Bw5cuQ4II4dC+GLX1I2rzly5MhxFOPYVTaPHWkEV1BP8ACXqTICEBYWyYbigCewjRUdVnEeR0lW0yUJ1iuYBtXJstIFF9fhceJ7iSoDeGiqqpzF8LtsaZvvL227BE1WFqPg7Hatsvuq1LkfdLA97mHEoNm6VS/omD/LKJ3hfOFYxMlykRNCKyTMJv5q1kNp+b2kstRZpDIK5oqlE9ImAInidvIqWcY9QFTNqyX1ANwTCb9W9w1lH6pRlaAWjCh4qEoyNohnuFws0/FOvD0X7WS7TAI8DKIX76mkalh9Z8WxXSHXdZM9kxKck9QELBcG3TZmLYSOQBFD0Fqt9sAnMXSQqNh9rDiA+9LjP4t6Rmw3j0FPAUPQOtU+9J8Y2UAZgjIs+rM+ni63k1GmRJ1C3zdsN+5kavrQsK7os+pFdPEr3ePIrecgch288cMoQySfOygZz7Us2u9t6+1HjBhixod5on0V/5yVwLNSt6fLvjx+0T3vw9RYyDOGzHD0Nkk9Rrxf9f11UDZCn3dX1snjqrqBzfQmPMb5+eA+w1dZP55PEQnnljKbfZlwT+0hqQ8g86peFYUHGRnBzZEjR44cOXLkyHFFxZFGcMWSDihDVCDQKw3RtgXCGquAPc1c0eaLiBGq1YF2agSGuYJSpR6RGL26YYveBOHQKN+AkK2Bs9+ImskqB0BJPH/NrxV0ZmhX4AZxBP+Rqic9u1zhXMZjC3KLTfTKmdA0IOse54v5ap4+XxL0kUbPu7ZJKpOdVaN3zIM0Lnu1WA+BxHB7PeUBWUn3cZnBQ2fApbRjRI9zcG0xzrkC37Sj7NBDLQ5GffSqXHi1QHvLg9G1wST2MS4zhp7KWHQhtl5GQO7nuFu2o9X/rs+l/ncRBkY/Ut+X4PAKqtahiOJlNeTYY2fsoZ0A0Vk9Re17NBoZhRmx4dYZm1iXIPMSZRgMX5d4my7iiGPHDECC3HvZEkK2+hBNvo881LIrO9KHziXIcM992aewIhX9lIXr3R9lT1z+Je3HUxM4aF4yGQvm3tLzSM+fYotOPG2D8lImjRE/r++7MjiegIDUIej7Ww5t5yNPn1i2RfYTTaDsqFGaoFoAURJw0Ea+ZolqkM58INPLXOYDkgicrejjbPciyYWdxzh0pjCx5sWtpbLIjGxzFkzXJnB7eC7x2vNQRUZwc+TIkeMQoWpccuTIkeNIRnkVzWNHGsHNkSNHjocjLl4swm/+VhEGjjtXjhw5chyFuHiVzWNH+geuCDWzvJdOrUICKL4naXjIBemMS5TxqiY2fTaYDhJzBED6Qmtw9of2sC0hW83GD9uXkU1JSApcSzoVlPJHKgfUBMXF5+I6SS3ooqDCTz8LDcOT+YnfR7p8Xs47rXq5GKzPHpD/1tQFLkA7TKEK788rMksKfnpsFLvSQZ4kEKfl+trJ9sV9KXWkimSMaFkayZJZsr9QAHShJO1PimSoCCN2intO5cIWDHh95BVIcKqur1iGCxfKse1rFFLqbbktfdQckR+ie7DZ98KOhaQAVVsfR3qBFMXM7b3iUXKwH0nrg36g5czIOputlfX8hms4HA3N/nUaFrQnLsBNrpcjRQeKki7k7TI0EdqFRzMiSoKki3uKNfuKaQ4qAtX76Urn9wntc3jtPOjVOxdvTugas67gfnXwvZbsF5lnkvwzaWqSnUN4NsHyyrQq5zdUInlHUpL6/LpeuR2GToj3VbNxTwklI/6Ne6avGE7mSKdD2Vbbk5dEkSr6Fs/JxHio4z5i8yWvMKzzGVSEzmccjyUtf8bScF4xHp+rWPZWh5DA7KDuuefwICNTFHLkyJHjgNjaqsIXfWHZvObIkSPHUYytq2weO9IILlYNUkgWf6/DIreXCO9d3wGtbqK8D0wi9AqXkVu8aqQVSBCvulhE2hWHj0UhssIaKkF5oDQokCtptadrbrC6Li1aZUS4Wbas6l694hgsP8Svej9yHJJp8awX+W9vhdtViHQYOTNGGzyrX0Z6vGPxStM7F9ekgwo1uhBHt9CtQybLrKwjuiemBUzgV832JF20mL+xnY5FS2ITjDFCwvL6HPAiBSBaJoxMRZLzd9Aa3IewJgZKqa2pGS1NpG6cAirJLKBQdK7uYSCXwyKcOtG+1v+JPI62Pq4IuZ13tEX3OfWj9FUsJDXFnrF9bOxiLHkjOoshB6kyIzdX9KOpeqxzO73iXLl/CIVGe/U15kJTRvQ8hCpBn3pQ/r6sjmvg4hkVONtyVsdrQ1KsSsV2+vySLJRGEalwM5GU0ofG5eF52Jkju6QYWZpQn2+CtDvzXJfMmFvgR+eQFBs619st0qRxwrayeu6SY8FoiY5tCqO5qNJ5XkgfUbG4J/3VVSzNRVo8j/F2nvlCUuhFRXOFg4xiHiuG9TvtXMZ9INkjvIeh4B2bzlnuZ0/+rOs3tZOJyTJhOXLkyJEjR44cOXJcaQgufuWD1yIok0Insc0squGLLA8JE+vPxuXYolNRYmsl+q5MG8CzBT9OITqCqgDBGPQgCYTCsnnDaO5cqsp+p09WRdCfiAxrnnIXB02kPnQziTO5an56TJwnC4r3oSuHkePhYBmdPsTF49cehht0kLRQH9rLCIcnm9RlyWj6NX5NhNU9bhrkYCKSx9JVWr5FZOVGFhlkOSq9P24Ly9/o/fRxMLvQNJefDftrNB2Ji2Fqjy1oD/qBEMc+G1pBHZY+t8+VbNNZA9x3oMITh10jXMm4BI8Y+9Wc+/jP4dCeg77PcR2QveL7cV6s0CHJLDDvlRAbc36ENGvuscjWEYqGY8LCuN1N5c7DyfG869PDle0aR338V6nPcCSmkrnQQXk5uj5zZZBoU4Mes+ECbeuNo64aA32/PxCbZEbmvHmO0UU8G917oyNcZJjuZfdZgMwCSRL2bZvIQapuEM66FKSETgk9loXzslJs/oF2Cv/ZeQbSiXRmymTcxvlWjGaiXN9SXfvV751FnMvqf6fypLpNYoblIMJqYzsnIQvmSNnxdx4qlLYvMgc3R44cOXLkyJEjxxUVRxrBZWMCz5aSV8PMcdSmCOAeigB+RFFgI6hXRODFMWphOH7xGMxB9FakSUUmxLdRrawpRUCh8PWSjqf4dmwGIRXYDjIoiBMQMULp9DE6xZk1n+kQCEHXNfVMF7o4bnhf8wLFRlK957VJb9PFB9XRhZT0cfL6js3oJq/CDdhLot9SFeygH13V1YbTHMeYIMKRowbuKBQS4kEs5zxyXb0qfbkXiIuphcLZ2rlTNF1fSyCB+GiQzmKcxWCzEg8xYTTFXLe4+d5uEd7//qJ5bT4fOMgR2lXSK4BhNX8YTqzOCMR+NYgebHw7rC41Ui/3D8xpgKZqnjIQJ+wHKF28/tw2vQ3mQnO9iceH8TkejFMDgXgNk+vizCddyJhnIHGYuaUTYe1Bknhc9nFwO/nkPc8juT0dDi7f73yNTZaQEPG5OL50n8vqgGkbDtOfSZ0D8WJNnQdnvHje0xk1ek7iHLVyh9dvnftn8BhfYS6u/gx/UobWqC55dSfUd4LcOvOP9zdHklV0MlDy/CNFFu9ZjHlsdxcXPW1zlwGDm10pKLvo1VsQAszP9s+misKR/oGbI0eOHA9HLBZFuOvu+gfKwQ/+HDly5Hgkz2NVuDriSP/Alcpj8ElBgVNWHbDmlTMF8qKQWwRXAI6r8YF6eYKCEALj8VVl9R6bq1d+QLRE7QDfxcpcI8NR3UH4etDdJPtg3T7R83S4b4JKgIOIZvGrXo2x3l3VvXrt4tV6lZZ8DQ7DyePz8I6JkH7UX60ORjoux9azq33eeXQpQbCFq1dx7OlNcjZD+HDggSpuJyr1wTPlLIRGcIVzSdxT4W5Vvi2kOabmtsaxyv3qVenz9RF0cpjyQfE1QSWVRa0+N92+Lm6mfm9tLYRHPaoKd95ThdmsCIOxVVFp9jMrrWU46V/r4Osr452yJ7qdAiJFvq5BxHGd8RlXnmtQmnVP0SVxG8keaDQN813ZbXEu1xR2405WS7h6hP71ITe8f87cmfM84P7X7x3mHj7Mdw5UWHAOw/OwzgSgliTRf/b2T3xGrps41Pkju+NkYRKerYPyMq9a9Ogpe+a2B38W3eoEiXWsM645o2aymIS0oq89Xj6PQzkOfjdoGzBqu8sNR32Mlzk9YAzrNsv23lyCsUPP4ErNDzjs+qRo5rHP3BWaeYzPT7dDxgDVh+h/8/j1ePJ9GvT8d5+K0AOJzMHNkSNHjgNifT2EZz6jal5z5MiR4yjG+lU2j+UfuDly5MiRI0eOHDmuqDjSFIVJOWlex8OxSdPpogZQEUDQl7SmI1zNkDxSJdhWG0gksilIU6hUE9sQIl0hIvy6gAqpZVWIYqTPlHC1FKJQEUJi16jTA/HYnqj3QVJNnr2pVwQWP+i0AzxMasKTQ+Ft+uTGHkyqkQ0aXOJ9h6TYYY7lFeglVpjUV17fI3WHgh+d5uI+F6k2yHnFgiXdDi6kwP4NjQXyL6DDRFqDFOiRTE9svDlv3c7k3ugYg24s7atJMYIyMaL+iFQFI4dDlA+vuGL1Xtm0sZbqGo6KxFJb902ntaxzXyb2047VKN/vmAs0zUrSuqA6BWtrrKkuiXVw0VNcQvQF9KNXeCo2w3HjRbnoNi3pkfxK5liSQdTFS5cTXfOFNz91ta9v3ug6jhH+JwtcT2ifLXS9+wfBEoxMTfBMB7h9mEdc2hZRALzzlGcpikq9VP0BBVnmeTQ4eN5M2kC2wWYbMiuRe4+kPvU2iWGBM0xBT5J+haWtttftoIp4kmJ9afmksNyj6MW5Te6XoCcRnNeybUu9v/q9ontu4r/7nnVJQXVPcTgXQBsJuYeGmSCREdwcOXLkyJEjR44cV1QcaQRXbEmjAQPQKW9VBPtMWVFBEkcR4WUlChmaqnuFK9IckDCJqLEmtwsShsKRgpAejXrRSoolgXThh8ilxK8LOgeURi+m5LTtqhgyPUZCqPKRN4PKxu8z8uStVBmN5eKoPhH2PqSkqzDlMKYQaoMk+hDhLmOHwyA6nYYCPdt6q1uxjSWpJr3iljEQX+bDuSsn5B1DisFi8wxSFv8J5JaRYXMp0AQYCaAwo+rOEnDxms7CuCv9+pwWqUB/smTHfh3TCc54eLahIqIeBuG+s0VYDopQTAoxxxgt0oIszkbIPeMY0GjDFb0Pc0qYL2DeATkgjfiQdFoizq5r9sZ2zDHy7N3DUsiHa6vtjHGfdxhdGOvwjvsIoedPvr8xJrzCrCSz1JE18trA7/fFYQxoeothO1BzD8HlkPe9uYsLgapuqS4OQTLV52Jc5JnTdFgK92XWEmQVzfSyWiQD590rSXE3Z0A0IkkFtnxOnkQZ7ok+9FwyX0O6P9XNJhkPbR2sUepYkMptlrZTW007CmoHClaRpa7UGC3sPFZVRRhG23H9uQ7OJJg5iTJwqwOFA4vYOTPx2Ywj/QM3R44cOR6O2N0twp/8aRGG6wf/CMqRI0eOR/I8drXEkf6BO1vMDLopXNko76V5YFhFCPqF1b9CNoqFvfBi/BBXSJPQcn4NKosFjCMjgu0ZeQMKthguEnSCbQ6xOtQrwPF8bBASoB5AdiEJ5kqkVD0yTBXxujzelCyQLTrbJwkDtNhbMXd954HY+PWhqbzS77P7PAySmyCtjkTZQd/19nNZdsFVt6i5cGYhGxUcpASIBrhzEZUUGbtZ2k7ORnj80uRewIvDtWI5IkFQtCxex3XB/mFMob+fyFEB3XD4dl3f1ecyXCvCaBTCclTbXBZhNHSMOBxev0HR9G1EaG/CTdTcSULquY5At1OQocgHHIwG5lV/X8bswnJzjZQa5Aoj31e+q7jMLHEm2R1HXohrDJiLqs8JiJ0YffA8p5F24kz2Ia0HcXG99vVFImDfMzfwsTgrZc6hwwTGQ4S75Pa89nch157ZBEt0eShvl227vt8ls0TPGm/8J3JeMJNRiD2ezTzWErMDNb+h9oWlGA3iSs88bQPO5y99BCMbZ8wtCtxc9jtAbjXC3sdd9rjQMnZg+EPZu0rLhMUYhjiPLVoUl8ePJxeKtpqMK5nE8Ng0SHPXtab3+fweisgc3Bw5cuQ4II4fC+HLXrpsXnPkyJHjKMbxq2weO9IIrqw+aCWm0U7m3gF5EA6qXjBQcS6qEYHEni5Oy2fHwjGzIju/ON+87g52ZZu1Yq153Sg22u8PTps2nBuck23Pjs+ac8GiBttqVFYEsIGQgR4XV5vabKILcTTWnYQYHEqImXhRHmLAFrjCW8aK3OFK93FwEwSTq0gPgQx7CgG8Td8qkjmiD0Y03oteXjHx1cRiV1XtynUAcgvENoIUtQpAl52xXNvIT9ddJONPaICEdCgDCTEDiLasiYFID+rjKoGAkwfEhLiIRvWAVSRw/xOyqY8hwvQR4cGr7rdiUoViXDQZlcGoWKGLaq7xEJMupEuuHbXTPSeM+4iieqYd0gbcl+OhMfPQ1xIZr+UwziPTuN/ZIJ0H49dH5ehAxF6QXKgpOIoognID7YVpA66B4llyNot5/+49R5kFg+QdoFjSp5rSZ9HbxSu+HHMIaph7vt781JWh4s+9/XDGweNN8hxu0Hi6djK3IgOgb4cOpNmNooN/qhBmzdHv24en7oEul/oZoKxObUGSxdTAZJx3RRkjnrfOzIrSAlBeUjPS59SXBfW2F9t0skbHPT/QttC4RydlM48tx8uwHBfyO0hs0PWcviREWJnm8DwtmRgna8PnwvswvwMygpsjR44cOXLkyJEjxxWK4IKHA8QFKymjGcuatuASxdWPt2pinhDQ2luKW2STm6ubm9fpYNq83hPuaV4vVhdlm63BVvN6U7ip/TtsmdXhX47+UrbdGe0Yftm8mJtVlNa8BCdGVtdkkajRH0YBxHbY4fgxn4n/1sGalB6vjfUquVLT2+9BSgldx9Lv639z+zykI1F56OHidXHb+pASft/jHHXxA71tuS2mEh9ICfipQPPHjk4zWb4KEhH5msOJowgSLErAPMkmFr4d9mWtzp1NmefVV/mbIMF0TzcfjXzkw8yKcLMdD0IxqmuQ6/8KsTEWlKPHHhnhcUaZG+9x2HiMeOoEwhWO2REZEzhfdXmEn4vznsQ2xHPSGreshMHKEN6ciozXPMxTe2icQzwGkGHvmibqDH2cUeYwO3qoCef6EJz7LoTUQ1G5fd7nCXrqWIczTzlp0yF0hb1MiMwXSqmiU2OVMiFyLfT8IdAeWSrHwabPm7nwfVbSybkQn95DiRlN1n20WC5M5oK/q/sDaC4/31idwtQLiLRISDJARhNX789RKPJ+ixwmMyh8WBrzJWoqdL1FnMdG42EYTYpVZk5n1zBv06GN3jhl0fo0qjnreTk1Lg82Mgc3R44cOXLkyJEjxxUVRxrBzZEjR46HIy5uh/D23x+FA8C1HDly5HjEz2OLxUOrVvBIjdGV0Pr5eG6J8IoMjSItkRFBIUlMB2gDBZEFi9uuVW2R2Hq13ryeDCdl2xPFCWPfC7L2NcU1yTY3Dm40UP2l4SVzPFN0QgLQ1bxKJMw8C10dmlzOUD/SBDrtJykxSuN6AvUILlDok8vitKtn68ppd68Y4TDFG4eyej1kOvIwRHlP5qcrveIVahx0Lt62XGymU5qS5irJ5lULiqM9KFpC2+NwHI4i9WXNkfnBfic2pQzTBb1fkcQpu4sJusS+vfRmMn4oNWrGIW2jdrwKDPt4z0kqXddmRJm++hjNLbMk6Rzdr0h5snmDNx6qjuIMh3Yh54ZtkPbU7WSTl1hDChMcXQDHhXdJilMX6KBwlSk/2h4ahXtDKoyFfJGSWhKjEJhLRFoExoyel0Ronu77JDVcz8MDK53IY0a/J+0+BB3ogWzbl15lWpkU6WhZPCq45f15c01XG3Tau4tSwOd4mP16kaSttfTZSufKb6c2+CguI0XecW94hi4yLtkmWXWDFE1DBg9TK3anKR8obo9tF6tedQ/LmBuQQQIKcRWdQQycnP7po8/xnOeZOVW4Z+I8hqO6dDy2/XYKx7g9XGin7zXpJ8dsKO7ksxaZopAjR44cB8TmRhW+4LmL5jVHjhw5jmJsXmXz2JFGcGeDmZUBiSgnUAFPHJ1Xx2NU3ygUAKsQGEZgFbw/2JdtBdGIBSU3hhal3a1WMmEnqhbBXQstEjwt2oK0e8f3Nq/nx+dX5zKdWcSBEDhd+CGFcxCvR+GHU2SGIphZOXONAHSfdK2kvOItjj75LTkOEfUPg2T2CbVzwZeHHmMVyyj05RSv6e27xNv1/jFeDio+OeyxD9rGkxKTwgxc52W6rRRIReBgOIcmVkhQFRRgyf5jgZZcbn1qMyqkwqsquOiShZPCRseQIUH+BRRS/cFFZdTlug2CMEbbWUGj9XlHlHM0KMJ1p6swrqXCpgNpi55rGKkW9IWsR/X5dRXDeeMzGVe6MARFYFxcxQiURta5AJfRb9UuLjYyckXxvIFGAaUFemxsSodUvAdppVgI5JnKdCGY7j0MySSnz6VgjhCkw5g5XE703efJveugY13yil376Du2kaajIiaN6vG2yf1TpKivFEY6Y8LsQ2cQqOnyDHOKFle3RndhH9u/e/cGy9ixxbDZFl8ni17v+Sb3CxBKSG3p86b5WNrr2d/2mHJ49vaSaaX+7yvKGw1CM481SbpK9YmWAEPWjwpKvQJyLmbtk8TrLKTWyDzmsYeo2CwjuDly5MiRI0eOHDmuqDjSCC74pJCakdW/ASAsKjGqfeo67P/YEhP8XEiBXRysJMDOhDPN64nhCSMldmy5sggBergbWlT37tHdzetdo7sSSbF5aSV1cGzmoel/w6whWe2o8xfkFx+R3I+OLlFzb1XG8ltecH/ycbzv9iGlfJ59Np9dfN3LWRl6+2MkOOFzOcgSI0594vMcZhXOK2GHtyki3bRfbKt5WUDWsHoXBAIyX8Oy+z6KttM4tt4v5KEOJXFDXEQ+D32Mvn7k80wCCINCC8SSGjzAiGCbPgdiVXNtl+1u6u0984ouC0qvveivLtk58zeSOh1yWXFH5j302XwwT3jBIhcVrzdz+vuQJDZfMH1EiJInxi9SQWT56/L9CWHruv/1MQW96uJgq/3yWLncOYHfO2jO8dru9TmjhQfVE3jbepxX5rYyottXP4GxZ+aP4POdvUyi7LfDmttYP4PTzahg0Y20yrMLzxyHly9/kwymZ9DSJTNpZNIoSyDGDw4SLtzg+Mq21vpcTFAfeJJ7MqdVlOmpVFYgZlNCzXWvD7ks2voBKA563HegxkB01dyZnDuZ8Jj5mzn0nMl1+NJZJixHjhw5cuTIkSNHjisNwZUKZiwAwDN0RNKFH8cVfCpk5YWVRVzZTUOL4O6FPdl2J+wYM4f5cG6QiTr2w74xgbh9eLtBf6fLdr+eIDSqt7kyUgcUHHgFrVeFIj5P+kZmhUS8v76KTeynC3nsUx44jIlD13cOg5h4cRj0o6tCuu/YXTzgvvb1mUzwd72/uyqaDRJFqJdUZ4N77Yx/qZSPHHYYPbgVtrCyjEgesifa7lIQGObQaaS545q5HGfiAzLXz/QR+KWs4EHC9Z5driAJGniM3be7U4YPf2QQ9utkzDKE5cKi34bTivHNphPOfSQV2IRSmfMH8EZIjcfbZM6g/K05/Dw+YR/qIG9iNdpT+SyobhxHjFYZZBDGI8TtRLZAqwkkRjEdihvmXOhaepbHbP3sWZTzHNiXdTqofsBDRhlpNfxsek8s6HvUbLrmVo+fz5zbPqQ54cj3tKGPW8n7ZYMH4fTrwJyFZ6Ca59juPckSqrHiobp6v+Zc8DuB0G6X10rKJcxp1p/JXBD374253oxU4fxOQOIEqDDPzcXq5x3ajXlsb6dqJQ9JFca0leZtfWweD32mNqIO0ZHZsicsnfGQxJH+gZsjR44cD0fM50W47TNFGKgFbI4cOXIcxXms6KJyXWGRi8xy5MiR44AYjarwqJvK5jVHjhw5jmKMrrJ57EgjuEiPcuGUR3CeVK0/OryX4dM8Kdr361gP60buZqPYaF6PD443r9dUKxOH0+G0KSpbDFoYfjpa0Q7urVo5sNuWtzWv5+bnrGSXChE6p3SMJyPTVejEsi0emb1PUguSaV4aqlPWhQsBVHSl9y6HQH6YFL1HqeiiEDxU5PW+c+pLKXJwaq1LGkgfI6GHOMUXeBU5Fwj+q5Q6p8/wGdLZugilGtp+kxShQ3kAtaevHxKhcC6mdDOWvlC7l+pK9uPsj+kM3HdaBmxrPAyf/4xluPXdg3BxujJS8IrMEtk9h1rBEjzyvpMuZnpFIjHmUBREairOjd69gf0ITSJ+F0WCOmBK46bzYRyBQkzQoYTxpeZjlo4j2oEuNmJqhnyHKSUqRGi+Iy2tzzcpINJGJFR411vg1pdypRCaxAOgaXnf6ZIMdKkPDmVAn6spzOJiPdq/2+e8rToey24lcl7Lbhk7uT1VMRiel/J3T4EkGxlpGiGfU5fJhEgI6jmRaRyRzgN6oTk/0ADjuJQ2HQCk9lFjhBJFZiy4fZeKloT+P7ExaOaxPzhfhel+saIV6UIvnpucR6bcX0RNYJqnO9f3FJL30ZAeSGQEN0eOHDly5MiRI8fVjeDefvvt4V3veleYz+fhC77gC8IznvEM8/l73/vecOutt5r31tbWwrd8y7eY9xaLRfjt3/7t8OlPfzo85SlPCS9/+cs7V5idjSdUAbJZBk0jMrqstiLZezRcdQEKxo6HFrG9LlzXvJ6sTiYILmTBZssWjd0ftwVld5etFFgd95T3GOQWcmEQ2DcrF5ZUwUKSxNjjSXRKcvDfXQU5eqXL9rhJ6Bom4u54xTvSDl6l98RhkNUutKIP9exCVy5HjP0wbfJkfg5lzEAr9C5JNR19UkB4S4qYyKpVinz02MB4gn1k/I5GSYDgih0lFbiZMQdTlXhMkSFT6Aejun3oviCEhOAJkquR0Y6CQde+klBeLroyUd/mixCW02VYTotVP+paOEY3pXttNqbrPOMHidmEnBuQWwf9lf4nS1Dsx8yJMUOVtIH6QX8fBXmQKdLmDVJEUhJaBXk0B5UR2+U45mR/6raU8UNi+V7XJbJOTlEQb9vVr7odOG+eRzxjF97/YQpuRbKN9vFA5RUPgyKLmQruCUhSOt9lOTs3S0Y2rXJuGmUt+o1ozPMNdbFFd98wqi997qH6hCDid4LcB44kYVcxpCtpRaYNIsmljoVndV+xpmvTXR38TJJrE+ctXM/KydZhHivmRfO/1w5vTtfnq7fpvNedzJa0lzLN3rPzc4Lg/v2///fDS1/60vDLv/zL4W1ve1vzA/c7vuM7zDb1j9Z/+2//bfjUpz4l/992W5uiR2xvb4cv+qIvCt/2bd8W3v3ud4dv+qZvCl/xFV/R/GjOkSNHjhw5cuTIkeNhQ3Bf9apXhZ/4iZ8Iw2G7QvnDP/zD8JKXvCR8zdd8TfiSL/kS2e5xj3tceOMb39i5n3/zb/5NuOOOO8IHP/jBcPr06QYVftaznhX+83/+z+Ef/IN/cOj2QDR82PjOhTBajBJJLKwOsAqEQP1GaPm11w1alLaOx1SPMfzak6FFbjeWG8lK8nw4b7i395b3GtS2jvvK+5rX/XLfthecN81RgsQIVrICEKWcIGwDZAv7FXkeLZECtC8ey1shJdadLCPjIE9dr5eDjPZxZj0UpItHezncNO9vRlM88wZEFxJ8Ofy7vjiMPNphokvGrU/OTM4/ZhiMqHgcI4K0QUorNlNnQhjBxnjSY08kbeJ7gso6tqFdBgdoixmfbMNJKKrJRhDKx/JRup3T5SLcf64M5WLUoDueXJ6MQ0fWiENQFtyrRXdGRMv9mG3V/mUcEudWjDhitksfQ9D+eA3A2TPzEu3Hs2YeLtr5bFqt6g/Md9W5ANWDLBGLydvTLHrnKY0id2WLPKOUBFmPrybDQJbRMnarg7MwyfGcc+KMjTfPYXdcY6Hvoy5ePvOsdXBWU8arFvLHfchSWqp/O63SPdSx8vnaXbbmGj0Xu3HvdsJpU/bAjDnm52IbPC9Dj4V4h5217RL73F0u1fVZVDbbyha9enc9mQnXwAKSY47FeLLvGJjHlnUtUuP5kM5jXA/RN4918eG9/k/uHYDAXsbsc4HgfvVXf7X8uK2jRmEnk0n4i7/4C7Pd+fPnw0//9E+H//bf/lvyWR2/+Iu/GF772tc2P27reMxjHhO+8iu/snk/R44cOR5psbNThD96z7B5zZEjR46jGDtX2Tz2oFQU3vrWt4bZbNZQFXTs7u6Gd77znc0P3W/+5m9uUNkf+ZEfaT6rt//4xz8env70p5vv1H+//e1v7zzWdDpt/tdRr2DqVaegHuAJKtFiRkShjHB9uL55fXx4vGx7S3FLu021YVYhs2HLsz1bnZVtLw0ute8N2vfOly2ie2FxQbbZr1rkVtoCxDVy1jRikKySCIHSqzFZkcYKSF756RU+/i08OdqHF4Jo0Eq/PRTx4rjq2+HydFW4GpSuB7lNzrsDye1DVfoqkfvQlK6+6UKRdfQdk7fpOv8+FYk+znHyfWccrYAie+2kTUBOHBF/EQh3uI6CLGA/TmUyc+c8S2p1UuZYCQ9cV0GD38VKA4RWGrthVP8TSpf821EjMdegg7fpVWB3nZug1Wo4sU0qV/jrYwHtZaMHjZIApBB7TXWdeVug+MK9rsjWuZ4fFzMrkg8+HqtUaPQVCCnNEa7hAe+nOPx92cffXJ1w6DSFEKQRpiCH4EkmRhoOOos29Fl1M+fY45F3KeokmQv1HiPDfM7eubhKKMS5TeYPbWuLjA3uHzJJMGoXFSlqEM/T8Gcp8+lZNCcoI7KjnuoQ39cF9YcaO8Jvp/3qvvJUUXSYc3LGKitc6HtTsjNRTQoZDS9DHGiMyzxTOVa94D4DQXf6NDGV4tvC6X+uHWCr9M9GPGAVhZpW8Pf+3t8L3/iN3xie//zny/tf9VVf1fyA/dmf/dnwK7/yK+G3fuu3wo/+6I+Gt7zlLc3nOzs7zUU7deqU2V+N5l661P5o9OINb3hDOHnypPmff/DmyJEjx2cjThyvwqteuQgnTnz2JuMcOXLk+GzGiatsHntACO7dd98dvuzLvix8/ud/fvipn/op89lznvMc83ddlPa85z2vQWdrru7m5mbzPv+YvXjxonzmxetf//rwute9zrx3wy03NLwv6NfK4tXhc00Grd7tsUGrfnBjdWPzetPiJtkG6Mds0CIS54pW/WC72G7PO6wUEs6F+FnVfrZYLsyrWbEMOyp8Nb8JTR7YtuC7o2Va/Y0KTSwY5+W8E3FNqk4dbhbQGl7xGqSZVqRcOW64N8RFZJSmj+N6GA4uf9/j2/G2HoradczD8GD7UJqu/RhEq+OYfWoXfShvF1ruVRkzr0v6CDxJNUagByunwlxMrWMZeWecYfA45wlC0Yd6AY0kFE3fR1zdy6H3C3vhvgrsFUIxaPZZI0WDqvDVHsCNp+sPDW7NGcX5sr2mlzVhPVDuF3PvAi1GJbeD5EnlemwDthXdTAc9FuUX9LW6jZifyMoNuiaCUTPuczNuHT5l1zklnzm8QR43ffcRR4Ji6V1hyBGS18eplLnVUblI5mY6X91nonLg2M4m+yVUUni2hObx93SbPG5lp1KNpxpCfeP2/YC2QbYQFuBOJqULpU32rVBQ71nQVX/hoeeyP0ZFVXA2I1FYUX3kZlX7+qnyax7kWlUd2YaqbWtZFZLFMvURpCUtPGmvtqcjc2LGXYf2cR+f+XP2A7f+cfuyl70sPOEJT2hQ2VoC7KCoeboXLrSp+3r7xz72seETn/iE2ab+u5YL64r6e3ysy5UVy5EjR44cOXLkyHHlx2VRFO65557wpV/6pY1KQi0Vtr4ekVMVH/3oR83fH/7wh8P73ve+piBNF6v9z//5P4ViUHN1f+3Xfi285jWveeBnkiNHjhw5cuTIkSNHgx5fhjfac5/73AZp/Z7v+R7z4/ZFL3pR838dNXXhxIkTDS3hvvvuC29605saCbE3v/nNDZJbx7333ttsf9NNN4VXvOIVzY/lGo2tZceOHWspBIeJ9eNtGyZrE5tyma+gfqQUYLf7+FFbVPbU4VOb19ODVsmhjkvFJUNNuH9wv5EEuxRWtIq9sGdoAsUiLeaQtIJKrdQxHoyTlNlwElOK7UcC44+mo4T6gEzGfNEeezFfuKLSeluEpCEdwniXRIpOMXJRkLw6lqBuOq+joITjMKl/3tYrkuACr8PImPUVunXRInTq6jCSYV3HZtmcwxQDmvdQXIUiFqT+o2i+tpEsxnZbUaSDlaXePdgGoLjgu6MipQVFJ+pqalNSZmjE+wTjkakuJkUPS1lQZajww5PakeITogKYDHjljxEtt4N/Hz9Zhhe/eBlufdcwXLxYuBba8p3YTi5w1YU0UrzVMdaM1CEX8+DyaApJTFGPq7Er/q4jkf6iQhPPspXb61EoUMiKzxIDCD1PUJq4S27IO2avbBEL/zuSb0nKNb54gvOcVnXNdbjJ1cE0ARyLi8L0vxOJKGf+S8YEfcdk/kFFis8jkUAj44c+akJf6lmKkvBMcIyMkvMtUik8tE/249EvGJqjtLd+BnYVenlGMdLHNH+gqE3Pn7gnFuXC3geiobiie4npQuXfB3ouRNFmHetb691ycOg7PHuY2TJQVLh4jsePx3ns1nYe84rMDlUkHr8HW2/uW20TLFQKLiztu5c6fjvoOMxP18uiKNQ/RmtObU1T0KEVEWqubW0C8Z73vCfccsstTaFZ/R0dN9xwQ3j/+98f/ut//a+NCURt+PC3//bfDhsbrXpBjhw5cjySoi4ZeOc7h2GvNSPMkSNHjqM7j+2FqyIuC8F9pMXa8ZaTuzZes8L0avGAAopTw1MGuX3C5AnJivTOcGfzen9okdtp0VIo9gbtaJiGaYL2yrEW6cpF0CO0K75Mhi3irFVBIHGGJUc1r2xxh7ZNxWowHhMrPpwLVpRGAogJ6VoaJSJELPkhq1nHnjBZ+dHKVH+PV/+eJNTloJ59CGvSzo5wi4QOIefVtX+v0IvR2MspWjsMiuytrFnEXxBdoDZ6Vb8GaDG4hUmmafGjpChsVCWmEBiXxdRmNQyig/eAcJD0ldefYo5ARR2mEA+2oYTO8Ks+Rl9fC5o5oMJRp5iNC1QS5EiDL7EdLP3F56y35SJVN1tS2Ht6VlkJL30svh/dArc4XsZFTC3F3ejCUyl6jWgO71fPXSiEZVTHm2sSVJIE4zWyxzJeXHSnzw9jD9+R/en7nrMEhCh5CFXndFT1oNFUGGTe65pjnKmtS3bP1KkUPkLKSJ3eHxei6XstkVAjFN6VVKO2yD2j5qWuIkVTpApJUHoeeVlTyUzinsVpOpkQILSCdsfviGV1NJXywpO9kgwVkNp4bJhBaDtd3BvLxWpsjTfb+24sqd002OjBM+koqF6Js7bmGe+MBz6vzqxsT6EuZ0y8Y7NhR18c5qfrA5YJy5EjR46rJTY2qvD5n79sXnPkyJHjKMbGVTaPPSijh891AC3EKknkahQ6CdRDth20f8/n7WppNlrxXe6rWmvd+5b3GevJ8bBdPU3HKwRXVh+w+wOnUHHnGFUBCpLIszgrb8gGyTYaXICQPlnzgvuj94u+SZAxNb4ZuU0QTLX4k9UwCel7ou4JEEqrbA8xO4xMyGEMD7pkt7zviGVlDze4C+07DMLKbfKO3YXketGH8vKqlu0bDToHQ5QBSdSNrAFC/KJBHIR3No/o4nA17oEEQyZMhMfVfSl8TbaF9M6JkJxEsN2zY1192WxrkAo2V3CQMUHJh2W46aYyfOrjw7BXpveB3ncXgmuMM8jWl1FV3RaR8Cm6+XIi7YN5LvaVjO3yYOtj4QVq1DMitchm4W8tecb7lUxSvMYeOmTmyY6sThfPmYXjvfekPyP3XLeHM1aH4cHy3OjZGbPl82pXKYqazIXOuDyMAU3XMaXZ2ryC5KMEwfUyGAeh0roNHSYt3jkJl5SMGUyGgaUsHcRebnmuDYAhibruuH08Y4cuS3J+rnnZiAQ9Zptw3RcdmYADn3ellTR0zWKC7R8Pva+QeYvz2Mc/UYVFVaxMaTy5MmqaybjS2EnO18n6Xk7tzEMVGcHNkSNHjhw5cuTIcUXFkUZwBTUFZ4WtR9XKcK9oebRnQ2utOxpEU4dyheCeLdrPLswv2BV+5OUYBCqipcKxiciWx2PCsWSbuArU2+IcFpOFQdeAkOmVo/B9I49H2gCkS/HD+DNpm4eUxP7s4yR28V6Yb+oZPQjCfAgVhcuJB4L6Xi563IfYHrYNXr8exCd+oKvbTq60GkYYj8LJG9rqd4MA8NhlM4hIrdTtFI5jkSIwzFeTbAQLoocUyWS+pkapujIMOG+tdsHX1DVBAdJSVs3/NXK9KAsZ72K2onhy4KJCRN1D9HEviEoBmSXovoJladJOPc+xcUJ8kfZpMJ5RczKSMBkGcKQxl8Vzcivb6ZJ5SBCrrxyGc34Yg5PkO6WD1nUI4/faBDMy7MwDXUiri0B3IHfeNmICQu31jp3wlZEZ0NuSlbKgqF7NAd2H7txDPOWEV6yuDys1yPjvUyMpfDte0y7i9+NZq63pkVFiJQNv/sD4ZsSUM8H6XJK6BNTT6N8oeCbjlqDsK/+bg7O0um3S7/E3AxQflup3gDyf4zxWb1v/L+flZJO72hA3OlCBA8F1Ol1c3M9GZAQ3R44cOXLkyJEjxxUVnzMVhf/+3/97+Ff/6l+FT3/6042D2b/+1/86fMVXfMXnoik5cuTIkSNHjhyPqKjNsN7whjeE17/+9YdyjT1KMX0Yzu1z8gP3t3/7t8Nf/+t/PfzUT/1UePWrXx1+5md+Jnzv935vo51bG0TkyJEjR44cOXJczXHx4sVw8uTJcOHChcZA60qKiw/DuX1OfuD+tb/218Lm5mbjYIZ44QtfGJ7xjGeEn/u5n3u4m5MjR44cOXLkyPGIivwD94hxcOvf07feemt42cteZt5/+ctf3ryfI0eOHDly5MiRI8eRUlG4dOlS2NnZaex6dVx//fWJBTDzNer/zXduvr6pQkYVuLiQKF27STExn6HKEq5I+FtvsznYbF7XipYXsj5o/aDXh+1rHRthw3wfGrf4jv6M/dxnxcxUauoqR5wLPkMFtXZmke/EaklsuzZYS52t4vfQD6jwXC/WUx/7WAUu7k2O/qDRF3TclYwGcazi3K/2m9fpcmrclfbL9n393m7ZeqHOl1GnOKxULvDetJza78cmLZar/hSFCeiBxkpOT5uTz4VdlvR7yd+eNilty1X/o3I15qA0INXpPY4wGDfs+qW3ZeUKXBfRT1RLWlQls0+8VFVr2Um4XcX2YqyMq3GiTjCpJm5VtXYCnBfttZwP5r7+s3bEQ0U3Vz1DdlKpHnBVb1/lPTstsfaljvX1EB53SwifvqOei9LK/LgDN/r0HuW+R/X7oNudDveeKC5otyZ8Fu/d4XBo9qfnOZ4vsa2MESW1CQ3wyai9psW4SK73aDwyDo3YdjQcJXPieDA28w/m4bVhnGvL1byEMYZjbRab5rvrYbUtj3P072wwS84F40ic++JLuUhVPrbDtvkOKtV1lT7aJ3MLKRDgHjEuk7i88ZBQ3vAUMTCP6rkQIQ5jGBNRKUGOqe7hrWrLVPBjG3zHc7vDXCVqBeq+hELHaGnd+NCPeozouTl2jrnf9bmJKkHspP1iP5lj0be71a75vjxrooZ9817Yt9rdUHLA9dKa26TYwEoweu7G19aqNTv3qH4UtZjYf3i+4fmkn4HTRdvmj539mO2rHEdfRaH+8dfHlqjJyDVfQ/+/nKdi4zly5MjxUMfaJISnPrF9zZEjR46HI+riq3/xL/7FFVdg9nCd28OO4B4/frzh3545c8a8f++994Ybb7yx83t1pd3rXvc68941N1/ToG6CfsXVpXZvYg1JQb0czUt8JjqWEV0QxEOtB4A4bIUtgyp4zjFY6Yr7R9yfXuFi12gvh15lArGV/cR2wqVNIyZA9GbDdoV7bHjMrkzrto/atou2Z0TXsPrUrkWTYBFxnJNo/cJzW2kMw9EK6M2l8lKi7YvVtKAhQLA9f/ioZ4jzBjrgIs0AI6G7SS5Y5t+Q6yOEMNneQU+N3iQQezjWke6kRvIGy5hZiGMYqAr0DnEtdHsE7QTirEL3v24fxoqgVuqccL9wH3nanOy4h+u1UbYZDf0eEDggKPr6AI1mZyvpV5Up4HNipFXfc4lLIGstavBV3H3IycpZZ9f7a5pRZ2EGzlhR3xdkPBWGTdop81LsG0FRVTsZle/TJOX5Q9zaVN/j2BhbjORrtyR8D0g7slDSZyorVI7iOB/DEg9NW52M6JRCB3VkxxP+jidqMmcby3aMnSjbgpRjg3Yu8/TOF4OFmfdM++JkiwzY8eXxpO+ghY65C/OTILcKGpJ+I1coXCeDng+tDiz6EYie0S+F1mic13EfaC1UQYDj9ZkM2vl5b7mXII7IkuGZtVVsWT1VNUaALMp7sS0664g+l0xX3HSz2kwQV8zVq+RQadqEuUKPWWR81qt1M2fEzrVIdWzfpXApyb5hnsRzTK5lHCN6vGNOQEa2T0dbssDxPWQU9DgSHVzKDm5X2ym6r69rjPrH3/d93/eFKzHWHoZze9gR3HrwvuhFLwq///u/b97/3d/93fDiF7+4tzPqSjv9vxFkz5EjR44cOXLkyJHjc+VkViOxr3nNaxot3Fom7E1velP40z/90/DjP/7jl7UfrK6B9nhuWkBjsWrHykyvRBGMHs6Hc3cVq7fdDJGvG1L+K1ZpCEbcFqNVG4CM4BxwbkClNZIJrhu4SUA4cK5ot15VAtXFqnNzvLnaJnKML1YX29OMCwdZdavzFm5SRP02hhsGGZ4tFGISuVhYVaOP0E742zdBoBSjGPo9dsPBSlwjfThGl8OKRkbFMYddezRK0+E3L+5vinss/uUDQhHj+2hvc+zl0CCgm+Wm4Q6erVp3PdM+oJFA/dXYQDsEPWFUUnUHUBPell2C9DGBgrBrE5D9Oo6Vx8xYFjegoRr/QITgbkcOV8YxqGsh65xT4iLFtCf1J+45+Q67n6nv7+4W4Y/+JISdGhgrlFuRZ+jFnvQOV5jbI25yca7RdQR8XYRf7YxtyUwNCOVWiLjwfOMxmCeo509sg++Ar6tRSVxXoJOzycxkufS8h39jzkLdAJAsve2x4piZs1Ebcc3imuZ1spwkqDTm7sUw3mOj7r65dnxt87q1v2UyDXVcHFy06CZxxM1cHscAPsOcK+NAjREgrOApe/MH5qadasfwfleHU1zh0dL043w27xz/uKfQdn6GadQTfX4+nDfPqr3F3mqb5djMBZjfsX+NTgJJlqweuOJw3VJZQvBq0T5sg9dmP8uZQaHRV+D/A9HWGT95XsQxIvOxdj1D9hfzU/wMNTfYf/Pvsv33Wmmf/YYrTA5kQKVRE6NRW+O6l+PocnChgfs93/M94dSpU+EnfuInwi/+4i82UmE5cuTI8UiL5bIIZ88XzWuOHDly5Hjkx+cEwa3jm7/5m5v/H0wwD5BRNoO0AYGKq1TxnFZoGr7PaC/QtGuqFjmo41jVogunBqdMhepuaFefGkUE0orVGlAQUSvQXCyqxJRVnS7oj2gMVoGoHAWSojlFUiGN1W/cna5ABvoKFO58dd5wngwCE49xIrQ8uI3RhkFkToaTsi1UE4AUnh+eNzw7XW0KhQRZ0RJ31uXV4eugNymUSriHEUXGKh7nopF2QQ/QbULBrTrHBtqHa2gQHewa7SOkVfPNsD8gHEBwgc6h8ltX4GI/CUqr+bPg3jLKp5a0wnuMfYVzYNUC/W9BsiIvUKqL4/2kESFGWIEGaUQQqLz0tUsv9bmngnaq+0hQUuca8t9cre2B/UC9NtaL8ITHhPDJu6owndUQLh1Po+fI+GC3uId1U4jDK+gxFBM8TjcQIqor0P+WbATQQygEDNWcSGoZQF7Bicecqe8NznKYDBgot6M4D4/i+AHKrTNAmFvjPQAkE1mpY4sVrxbzG+Yw3Bsnl+0cc7xoubNmrh22c+G54blERQFoNGoBpI5iuGXUAPT8fiFcMEiezB8xw6bfQz8IkrtcT3jvUJZA1kzmbtxP9XvLfcPpBRo5Ly06q89pObHPNc3pRYDvivn+eNn238nypPm8jvvD/ea6yDhXaDT4zowWb1QbnQguK8ogtOrBieqEVU9A9kA914CoQuUCYwwovFEyiNdHEFyF2MZGJYF5DnxlUf+I11Qj1mgLrpe+L3GP7VV75twwl+s+N0o89fWez8P73ve+5lp+wRd8wZEuNPvUpz4Vbr/99vDEJz4x3HLLLeaz3d3d8M53vjP5Tn3O11133dH8gZsjR44cRyVq9YQnPz6EO8+GME3VmnLkyJHjIYv3v//94au+6qvCZDIJ4/E4nDt3Lvyv//W/whd+4RceqV5+17veFf7hP/yHjYjAYx7zmPBnf/Zn4ZWvfGX4+Z//+bCx0S4M7rzzzvCqV70qfPEXf7G8V8cP/uAPXt0/cBlVwupQIxCCZMUVnfBuIkfLaPVFVAKrYuG4RrRTryBPhRa5PV2ddvmleuUI9APHxAofSIep8J3Fc5hbHT7NyQNvU1DOiM4A/d0drFBkQajjghZc3I3BRoIqCAcLq+GILujqWmhegp+LCtfjw+MGXdHnf9forub10vCS7Ue1iMc5LRdLWb0a3UgVWBVLVWxcmWsUBKAK2i4IVnxfbytczIjysn6r2Q/QBCgPoG80vZR0SwVxERAkVYYAeg6kA8itRiflWABuwbN0y/7t/nH+GmlFCM9wQDxYdd27ED2pJAZfW+lCSpV17Gt9LoKA4r4kjVtPM7ZL09bbtvM7Hg+WkHaNkAn6VvdF0X7WfI5Niu6+wWcyHhwZRGkPphaAvVqNBQgrXX+TsSDOrYgxxO8a/WpSXMC8KQoZ6rrj+ojCBvavh1H8N7j/QHIxp+n9SU0B5rtRe+xj4VgyL20sIhI4jprLi7FBCJE103MLOKmz0SxByHAuJ4cnzXNC9qOmGsy7GMuY14E86/oBQSVj3wiKGOks15SrzN/J0Umzf6DUuiYAyPf+YN/wVkUzWdFkThQnzByO+/zCoEWeLxVtvzTnOdgy8w/+PlmdTJUc4j27U+yYbN50tDpvmatj3yAbg2ehvj4YW3jGiIpEvAanQ/sc1ZmEc4MWhd8tdhOEU5Qa4rmcH5w399ilanXeUDES9YzY98zF1WMVzzWcExB7vK9rDcDFxe8Enc2TrC2hu+Di6nkTfVHfI6997WvDS1/60uaHYB3f8i3f0rz3iU984kghuXfffXf4yZ/8yfCCF7yg+fuOO+5oqKg/8AM/0Ei/6vjZn/3Z8PjHP/7K1MHNkSNHjhw5cuS4mqN2dP3Yxz4W/sk/+Sfy3j/9p/+0+XH4O7/zO+Eoxdd93dfJj9s6anpC7Vr7nve8J9n2wx/+cPiDP/iDXsOvy438AzdHjhw5cuTIkeMREHUav85aPPvZz5b3Hve4x4VrrrkmfOADHwhHORaLRXjve98bnva0pyWf1VSG7/qu72pQ3L/1t/5W43j7YONIUxQQLEyvU8CQYRG5m5jmAAHeyEXFYgaW9JBUUZQm0cYOKLYC1UFTFM6GlcSTJuwLBSLuV58DTAtgRwvrSincUULnSL0gjT8dTK1Ejvo35GlE9qRYpQJF3iUWkElbsB+1DAJFAe8NF22fXVu0kjvXh+tl20uDS2a/F4tWeufewb2pnMqQipiQ/oqFFYZCEg+O6yNFN9oQgKwwJZUcm6/NQEDjQLoIaVSdUkYRoEgpUXGQSRdTtZKYD8B2WRVAoPgPn6EtoMfo/bI0FxeH6VR1kr7nwjdNGSCDArd4jaT4+Lx130t/xs5GulNLAbHkmcgFwfpZm2HE+4WLQ2Qbp4hJaECw3tT0CA7pBuorVRC5KAfhM3fX92cRBsMiMdDQ7ZAiLqTmoeqmzBESKgK+G1P25jzpmoLaZGSFBpaSIBQFtE/vlgrkhLYVpaB0cRCurxT0RoqLud7xvgQ1AftBcZSWFMP8gfsd9ANQFE5M27nN9BezSuLbulizGrf721nfMbJR+4vVHCtyTtFcBfPe6UWbHh+Xq/1dLNu56kJ1wczrKGrSYxF0BeyPpfr0WAYlAcfCZ5jL9bjBfuej2I/z2I9qmgO9ALQNbItxNJuvnll4rl0b2rka/bG2WEvMWnCeIiEW72Ftt7033DOFfaDzbC43E2rK8XDcUAfEICaad0DmrDm9RWVoLJgTjNV37C+5J+J4miwi1Uv9tJGi3Eh94KLP+XjV9+g3PFPXF+uGQmcoCrEQEdJhYnWvbjYUl+E9jCNci3NVS8PQcf78+XD69Iqygbj22msbLu5Rju/+7u8Od911V/hH/+gfGfOv2gfhZS97WfP3xz/+8fBFX/RFDYJ9udKxHBnBzZEjR44DYn9ahA/+edG85siRI8dnK+rCsr29ld6wVhuoPzuq8cM//MPhP/7H/xh+6Zd+qVFTQNQOtvhxW8eTn/zk8K3f+q3Ndlc1gssolazmFPImq2kI9ENWBUiRQmDY+pPtBHUxD95LxKO1xSjQmbiMAIq6NlpLlhc7ix1jsQg0DStzILlaSmc5jyvbydQUFGijBxRdoPAMyINGTwX1wip9ODXFDShgaM5pYuWIYJd5w+KG5vWm4qbUAnit3fZTxadc04CmPfPSINiLWYoeowgEqDsXFBkxe4iaw+YS15Sk5TR6KLJRZKOqQxBXUvjXxUssyM+WuMYacmjRcrGjRB2eOicuSEH/GctngBMocItviMWq7tABtTfeC0CX9LYikxb7Bm2R4hFVtAfkDqg0zgkZEt0XGFtc4GmMM+J1ETtost31bGi7zBu8ayp9BKRdF9fFLhgMq7C5EcLefhHKsrAWvTgnstkV4xmgveqcBJVlhNUpdJNtIceEMaEBYY0k68JJIOymopOyGAM/Q2A+Q+EuaiqVKQDaBeQ+QXSVFCPQXRRbbRYt2ne8ahG+64rrknMCCoZ+RCZIj6cLkwumCGpnaYujdKHQchaLAUdxDC5GSXEy0E0UvcEER9DEmC3zbLWxH4xtjYgfWx4zclOYs5ERrOO+4X2mj1FwimfDicEK5YZEFfYL6S7YJU8Xq3biPKWYrrRIpB7TbGwA5FJnHS+uXTRoOQqYq1mVnDfQTWzDEpIoKPTuy4vLi6boWRcEI5uB/kMWTh9bsk4xcwb0VwoF1a2D8SkIfXzB/rTRA94D8s0SePrYknWMcmgY07qdeKbUKfpLly6FCxcuhJMn2/tkOp2GM2fOPORFWA9XvPGNbwzf+73fG97ylreEV7ziFQduX9Mx7rnnnuY5bkxvLjMygpsjR44cB8SxzRC+5K9WzWuOHDlyfLbiS7/0Sxvqzi//8i/Le7/+67/e8FcP8+PwkRY/9mM/Fl7/+tc3Mmdf/uVfnnzu0S7e+ta3huc85zkP6sftkUdwExF32B4qNANIHqO7grgZWhzJ5AAhIhtRvdqdhZnhi2lZlu1i24h6Q2AbiBskoZrvLS9ZK8PIEwMKtlWuJFcgcI7VOZBSnAskcuLBDPIA2ROxkVXoBFDe/cm+WTHrQSbIy3DT8Lcgwg7pGY3OzMYz0w+eJSFW1eW+FcnXXDcg0yJqH3lRkMYR+TRtegGBeqCAEEJXCJS2gDRIvub0xpBsAcnO6XPCOGHraEFa9ZiLnMnFZGHQEKCzRtQ9WGRIxOY1V5bMC4AKoB800izvAYUFoj5I+wX9CXQX5wbERF+n7dG2OV+MNS2JI9a+ABGBnpIEnG4zC8oLWqsltXB9II+FsRJlegw6S/Jg+BsGL6b/RlUYDFs0YTAoElRVtwMInpiNIHtkvZ/NsRlp17xN2U9sO/O/9X4Y3ZU+1wYfkMHDfkuSvlNzA9qD/XC9g+GUx7fEOju2RWeAhuM4biYjk5m6Yd5mgI4PVuYN0q44SGDhenbY1jZcmqzm2tnGzKBybGetz7v+oaDvb9Q7aDQN9RKMygPBBEfeSF/F80a/YhwBbTTc2yj1BURT27aL6QEA17hfMX1RQxg1EOuzdTMXAsmejpWs13RpLORR3yD2w7BHV+3E/I7z18g15oTt9W2bucFzUlHm8SxEX+O+keNE/rIef+gHcGd1fQs/kzGfYDxpC1yMVbZ6T2T96kzA6IKV4Iz3HL6jObhA+THuRX5MnzjdIzIHxO/oMYd5o9Z+rX8Qfvu3f3u4ePFi82P3n/2zf9ak7Y8agvumN72pOY/v+I7vaO6Lt73tbc37x44da3i2dfzoj/5o+OhHP9ro49Y6uG9+85sbTu6v/uqvPujjH+kfuDly5MiRI0eOHFdSfP/3f3+jNPArv/IrzULv3/27fxe+6Zu+KRy1uP/++5sfrvUP2Pp/RG36gB+43/d939cg1PUP2pqW8cxnPrOhNNTbXNU/cJlfJ/acpYPoVD4Xz7Ol1O/FLyWrVyBtF4YXDNKxPYjWgXr1F9EeVArD/u9MdUa2XVuumf2KlSnMIhSaBjMFrBRh7SiWnpF/1WwzjqhCPAlUFZ8tVwoP+B5QiZ3RjkEr0F5dpQvOJSpmTw1b44tT41PJqvXi+KJFgnGdFLIBThbQCuG4aiF9oK7xa4I04W+Fzgly61T56/7Q11t42bE/dJ8DTRJRfAjrkzWu4WBVPidXI5lAiMDBlepgQiv1tmLM4FRpo98EsYYRQ7zVNYrIFrCCdJDhR9yxyVToinNdxa7PAYFxpJENCOgzV1jQTnUPMhrNFsMaTUTfCAJOJfia/wwESpB1mUbUtYwo3GRYhtFgESbDUZgMi3TuISTZU27wTCYwZlmdwuM/a2S1U8Eh3mPgg7JFt963zIUDUrLQ6Dn1n7Rvoc4NwGJE2oT/Hvt3d7gynjk5OGkyKVABkKyWeiQhM4Vxc2l0yWSaBhM1z0UEdGe4Y+YTdblXyPfCnre2V+fxiboJ9IlwKKOCgP4M850gtw5PW26B2MUwMTDIaLz/cK+JSU180XaxuE+QvYI1MWovNIKLMcGcYRn3WjUmjhEcS8xa1Lic1PZ+ShkDyjdog+Y/y1ijOhfMufoasLESMp3GMj7+W2xy4/mDyw001WQt47yBTAD6WZt2SFYL9xb49HF/GuVmowg8z3QfoQ+Q4cIrnhHG4p2mh1oqq/7/KMd3fud3Nv8fFF/5lV/Z/P9QR+bg5siRI8chIv5uy5EjR44cRyCONIKbI0eOHA9HXNwuwm+/c2w0SHPkyJEjxyM3jvQP3PW1EFpb5lVxzHwewnR/GIqiCseP12lCyTE0Lzu7Ud5qo5aZCWE4WeUFagmgxaII65NBWF+rwkZMvUwGRVjWRQFNZqMKW8eWYa9s7eQugcy/nISqKkK5eSkM47E2Y7uOzcZhOR+F9TAM4/V5WIspnGuKYSM5NN9ba1J2G1uzOlfdfFYiRb27DFU5COuTKgzHMaUaaQyLRRWWs3GYDAZhsj4PJzZiym2rDHW2aXdv1BR4bG4swlYUrl4uW2rC+b1JKMtBGI0XYTPK7Uw3Y+pvbRrm81EoxmVYX1uEiUoXHx+WYX+/LglYC+PJNKyN2/TzfHF/u8H+dSEsxyGMpmEQ6QzDcUvbuKZYC4vZWlgvJmFtbRYuzFZpvmPlMuzsDZtLub62DIONWPgRz3k6HYS9ZRVGwypMthYmTTqvqrC7N2jSp8e3YiGJGAaEsL1bhKIahI21KhSgbMT+nc5DmE8HzTU7sR5pDaCWVEXz3TpOHqdkbT0c6vEyL8LapAoTlbEfVcMwXxRhOqsLkqqwvm6POSwHYXunbXszRgd1enNFN6jHYT2OJ+MqHJ8omsSyCPNFrclan2sVtuK56tRiu98irG8sQ62CJB7oRRX2m/YOwnhcNeNbUtVFEers4nS/Hu9VWK/HIaXadi8Nm/G9sV6F+rao+7Pdpgiz6SCU8yKMRvW5lmGEYp5qJ9TMkNFOm+69dmsccDvOYnr0/O64uQeOr42adq3E3AdhNqv7sAjFcBk2m7GNor1h80PzYjS6Ob5ZpxTj12Jf7O6Pm3t2PFmGmEmN5zoIdY1R3cej4SAc30rzWZcutcfZ2qjCaIyiwvbDvVk7R6yNirC+Xhm5uOVy0IyJYTUIx49VK4pSPOmdnUHTh5vr9b2MVG2ULpoNw2xehMFg2fRxoeg29f1fj+/6v3p8M9VhZ68IdXa0vqbDCeglUbB+OWj6sB7f9XGbdoLqUNb3xqBJyx7bLEMFST2k7vfb/a6Nq7C2bgty6iz//qxub33N22sGjc66puzS3iDsh/2wOSnDsXVFOxhMw3Q+bIpmh8NFuCZKdZ1G55fTsKwLpooyzDdbuawxTE/K82G6v9aI408m81BuKhOD9UUzZ5V7o6YP1zdjMdMchXRFGO+1N+koznP1/pq+r6ed/c2wrAsJJ/thMFyGMs6Xo8FOKBfjhn4xGJRhPG6/Oxm1c1c9vqd7bdtP1M0u6sKhtk2nhvW9MW4KiYbjeRiOFmEYi63CvAjlYhS2l9uhGJRh/dgqTb4xnDXrqO1IN7l+sh6K+prEcbw2L8NsNgrlchgGYd7M4dWyPZdicCmU9bxYzylFFU6cULQDUMIu1K9FmG2ca87pwuy29rrNh2E5nYRqMQ7LYi8M12bN+Uub6uM190EV1ram4dRm27cXYop+OmufgRtVFYajMixiMWDT1zuT5hlYDWfNM3C0bMfEsGq/M4sMhfGxvbCIx5zF1/nefnMPrI1LeQYi9V9n/BezURgUZZhszMMkmk1sLEbNVLC/M2kK29a35vVAaq9pbO/eogjlctDMEeNJLITdis+FWSnz7ObWMmzEwu1RlJ/bv7QWlstlmGzOAtgMOKfd3RDKxbBp63A9zqUoHFzshNnuOMzCNGwcX4SNWFRex8kyhJ1LOan+UMaR/oH7uMeG8JSnKEilCOGOu4rwwQ+EsLERwhd9YSmDD/Pnb0Ur58971jKcOtVWRyM+9JFRuPPuItx0Qxme8bRFWIuuJuOiDGfPDsOZD7Q/ip/zBefD6fhj5Xh0cfnInzwmLBfDcMsTz4cT18bJLz78dv5yI5y941TYPL0Tbnr6HcLr2gt7YX9nLdz2Z21l5FOfe2/Yiz9e8aPlY3+8HvZ3B+Hax90fTt7c8n2vjVWw93/mdDj3yZvC+tY0PPo5t4UyPhBu3LoQZvNB+JMPtm4oz3rSdjgVOWrHlu0Pi/v+/HTY3d4I195wMdx8Y+StrbU34e27RbjtjtNhMlmEZz75PuGj1XG6KMOff+RJzb+vf8zt4ZpYybwRtQrDJ68J4cKjQjh1RwiP+vPmrfXRPc3ryZ3PhPs//aRmUn3yk+8Mx+erCXBnfzu8+8/a9j7lcfthczP24aLtw7/45CRcvDOE60+X4RlPjnqTkfN27lII7/1Q26f/n+fOE0esP3jfOOzthvCUxy/DDTfYH5sfv20Q/vLTw3DqeBVe8Oyo0hAnwP29qvluHS989sL8iK3H2rs/MArnLxTh8Y9ehsc/SvF/QxVuv3MY/vwvB82PpL/yPOLVzsvwe7e2PLPnPGPe/FAFf69u7wc+PAn33jcIj7p5EZ78eFUNXFbhnjOD8MGPTJq2vOgFqT7zO9653kzsz3raIpw+WZofqR/+i1G4665BuP66ZXjm0+bms/MXhuH9Hxg1D+i/+oJ2HOjP3/WuzTCdhfCUJ83DDdcv5VzqbT7xyXG449PjcOrUMjz72XsrHmxYNj/q3v/edvw8//l7cr+BB/iuPxmGS9tFePxjF+HRtyxMpfSnPzMMf/HxUTi2VYUXPd9WRc/nRXjHu9rp63mft4g/gFfxJx8YhfvPFeExjyrDkx+/ujb1j8O77hmED350FDbWQ3jxC1TFM+aI/92OpWc/fRmuiZTy+jfa4x+7DL/xjkn4xG2jdo54ysL8wL3/3CC870PjZo540Qvmof75i2PW8b9vXWsWKE970iJcdx2+17b7/34yhNvuGIVrT5Xh859Zt6kwi5b3vL/tw7/y3FkYwq0sxq3vm4TtvSI88bGLZszEgdT24R0hfOzTo3Biqwpf8Hkz65Q1HYR3/kl7rs9/5jxM1qxKwx9/eBzObRfhsTcvwxMfDR3x9r668+wofOST42bR+Fef1V6zcdTIDpNB+L0Pttz8Zz16Gm48vlI7ODkYhI/fcTKESyGcOrETHnXdx5v3r122c9vs/Olw/ranhmKwDNc98SOGI7ms7g4f/+hTmkXwzTffFzauWdU7LCfLcMc914RzeyfDiWN74YYb2jkn0iTD7t5auPd8q7H7mKf/ZfN6fRlrDAZb4dxHnheW80nYuvn2sHb6PuFrVsX94cLdN4ZwbwgbW/vh6U+417h37U+H4c8+ek3z76c9+WwYjUrhF58azMMnPnZzLbUTTt5wXzhxw33h2v1zwgPevfeGED4zCeP1aXjCM26Xczk+uK/54fWnn7ix+ftxj7svrNU/lOKQGS/G4bZP3hguXdgKJ6+7EK6/5X7hyp4utsPF81vhE2dq9YoyPOdp7Q/f5pjb7aC4/9Z2HXjtEz8T1k/shGvm7TbDxSBc/PgTwv49N4T1a8+HE0/5ZFiLNSV1bcT+ha1w5/89UU9k4THP+WQ4vtZ+71jRghsffPeNYT4fhhufcH84cd1OODGNz4R6jv74jeH8bdeHjVO74ebP+4y4np2s7g/znfVw5r3Paq/J8/9vGMcfosfjwube950K0+31cO3jzoXTt5Cz3B03hHs/cX1Y25qFJzzvDnlu1hzsejH/kT9sC5We8Hn3NYsiPHebMfHhUbhwdhJuunkaHvu4CNSst9vcfe8wfPT/boS19TI87wWXwjWztl7mZHQz/dDvts/sRz3z3rB5oh2fOKfbPnRtuHjXiXDixu1wwzPuMXUJ99xfhk+87/pGV/uZLz4TbiqjakN9LuVueNc79Io7x4ONotLwzxGLrZPDBsFFcUSNLtTI1860EgRXikHiQ+HSblxtn6pRO2uNWa/YanRmazJu0JmNYbQRHNertSKs7VwjCO71VWtJe3J80iC4YWOnkRPSRPITsxua1evNg+vCaH0etgbt5H//6P5mZTrbm4R7Z/c2P1QvzC+Yh9Bg50SzzVPWHy2r1xNVK/S9PjvZILj3bd7dILgf3Ppg8/59J+8TBLfaqAXqF2EtClRD1Hu4e6JBcGuEdCMiBZDa2d2KaMhg3iC42ib4muE1DYL7xOKJDYL71PDk5v2nVO3ro3efGkJdgFQj23GCumfY3uTvHN/aoDO3Dv6wQXA/c+kzst9zF8816Pr52YWwsVaGeRQ1B6m/Rot2ducNgru2FlGqOOHPF2WDYtU/NoDgavmmGoWtAdL6YQynYUSNmu3Nqwbh2hJFHKA+NeIfkdatekyp4sTQonXLskVw19WPjvqHXY3gLqbjBuHaXKfCqRoZjgjuyc1BswhD8UFdZFOji7N5jQpXYWNNFTFVVYvgNmh1O76b/Sp5tAvb9bGKcHxj0PyYFEmoMAjTJkMxCONRjciVK4SxGoTaX2M6bRHcY8dKK0NWPxR2akSkCJO1RYPUikRXVYXptAjVfCIILhYX9YO+7sPd/bZ9axtTQXDRrku7VYOujdbmZgFRI7lAcGuQr/4Bi/3W16BSCO6xzapBwfFZ0979QXPPbkyKMJlU8oO6vm71PV73cRiUzY9nLhg7v93uo16cQJnp1NYgvPDz5+EP370Wzl0YhsFo0cwRphBxMWiOW/d6jeCyEcnebtuHG+s1EmWlvnZnZTMW1wfDBsHVUSP3NYJbI6v1+MbCA0Uu9dgP1bBBcOtrqwufZsu2D8eDFjluPgNSGxHcunitRnCBguPaNhkKQXAD2UMPBcHdOBYl5OIFHGwOGgR3cmrSILgnjrdzTh03hRsbBPdp02c3CO7Tq/aHwg2hlQkblBOF4LYL4IuD9ofSbcVtDYJ7Z7grTMbzMNtSxWGD+l4ehvl2EYaDMhyP1wU//Oo5dHiunaufGK1qHxPaHz/1gmyxvxFGg4kguBdDe8yLw4vN3P3R+SebhfmZjU9ZK+2yCPv77Xmfjgs7zO83Dm8M8+kkPGb2BEFwj++3N201rxoE91PlPQ2Ce9/Jdr/N+Jucb8b3MkpDXjuZNAju1rL9u54rgOCuV0WL4M4rKXKuMwmfCWebOWIxWWmMrl9q+2J8qT7/Ijx78oTmWfWo6aPaLtwZNAhu3a76aVGjj0BKa+nI+kf3/aE+7zqLth/uX29/2N5Z3Nluc9+4Gd83Lo83CO7pmbKb3Vlv+jFU8wbBhexl/cxunps7bb+Mt/bC+nDNLGzO7O61z8m1C/IMlMKweZ0VHDVzXY3givTZYtn04XRnrTHIqH8AT8s9U9B2ZrHbnNPsmouC4E5j5rCcDZvfA1u7Gw2Ce920XRydnLdjaG970kiGrW3OwwbMH1A4uLdCcIu1WGAb5/cL850w3R2Fi8sLYfP4IlwqLxl76BrB/eD5/7PqtxxXL4JbP1in0/oHbkz9irZt/QAswsWL6Q9cFLDvxNTzIHrNN/+O+6nRofr/RfzxO4/ajdFpPOxsj8IWnE3G0dFpPaY2mjRvG4v4A3cLeqDLYZjtDMM4uuNMoV8bo0Zz92bt/vDjYzP+KKp/LNX/1zGL7mb4AV2njqY7w7AXc1g79Cuu/qG7jO0dxNet+OOlXnE3lIJG07eNebxfa5pEneotkBtrkIsVmjufrckkXMUf3c2P26bBa+3/jdtM/LEaNQTra1P/SN6NKcP2eqzavDcdhP1ZTIWS+sFiWYTZDrkqqW0uxc9Srd0q7E07rFaLqvkxdGnHV+Woo/4h0L5FlbJFnc4qwlz9GFyK7m2bGkWbRB9VtQ0/oBdwPxLUtGp+8NQohJyBWovWfVgjn3UMo2aybnT9Q6ttC1fO1wuCIsy3hyFKcUq72uFfhO3t6L6jzqmmItSxH/erf+DiXOsfjvV3l4qqEb/cnuuO+jEoqgkrCkp9LyOmCj1urs12If26QqxL04f6M9z39bWp/1/E/Rl1gtiHqSLCUn44FnG81NeloTDFTmv7sP4xlao91Huq98s/cDE/NT+Co9vT6gdjRLbVOETo8VKPpdUPXHXsmjKgxveSXBT1+F5CK5fHd+GoPwyqMJ0XzQ/lpi0DO2824zv2/zhShvT3d2eDMJyurvuucnlaLkdhPmt/DC6iUouoXFSDsNhv35tHZZWpcvuazcdhb6q4J3LIMizLgcyjIarT1IFl+mxvwxyzobzg27P1ZlTN44Joplwha0AAc9a+UZpoYy9+NogZuulw1d7lvKapjcN8r20FfpDWN079421/b9XOvWX7/fhoCdN4nqP4Y12rlCwXo+Z/7G8/atHWU3Y9vvUcW+62/z4ZW1z/+G5e9zflB65suxiFcnsU5tE9sJ6Lmlivf7DVc/BG2I86sHvR1RDjaT4dh/m0bvd64qJW//Cbbg/DOLp/gfKCVs53NsIw6qXPxJVwmjwD6/Vps9/4QK9/qO5vr8k8DEUHxHRnEvbie7sR/S2jCsdsVtOh2n/vR2oK5r66D+vn/WY87gQPR+x3dxwKaAUL7hLpgPNhQ8lrr9nA6ADXfbh7aRx2Iq2hju2IAOd46OJI/8BlyS9JS2ubS0g+QYaHZMPAm9GfiQUkHgCrXwkSZ4uz5ofoRrGRWsBqjZrmodjeWLuTiDyo59ha/OEIGR2RIIm8qQvVKpUBW0IYOpyvzhtOqohzNxwlQoogx6IebpAWggwRRMjlR4yyi9XmFM13RmSCoeeVuClQLpwj7C+15Ir8aBGfB/sjVvdXYsCAftTbVr6BANuoGjtnoOZxMtKyTBgnkPNKbKIVLxLHxH6k/+LujFVv/IG4erAHY4WrZWR4DGOs6euDzyBVJAYH8eBaokxbSur9awSW+5OlbASV1opVEP4n2S19b4gcWHyQiFxaHPeQ/9HXB7JGYv0L6R7VRyIHCAkxNvhQP0xwnZjTqvtodd7qB+NgZRus5YjkxzXNSyxZp48tYy7+jTSnMVJgm2Hnh6hIqWF/JK2mr48YkMRaAbWTZFu9kNPnYOyRaQzgmmI+0jbOoxrFq6/v1Mo7IW2sn0iQA4PBC+TmYIajZef4PCE1pccGMlGwSsc8hzGyE3ZWC4lhi6ydK84ZeUTMA8a0I/6mxGcnlu1i/3Q4nUpWRWmqS1W7/wtFpGYMlaVwBFbQr0A7Ty1PGSk0I50W5cakb+IPNW3xLuYncf6EnNfOeCcxPMBzJ5GJU9J0QjNYxCxm/au2jngp0CYzH8Wxh/MeD6LdbQRt9LOk5nDre9aTgYSBxFa1Rci6kqCMPyoxf4gEZxyX2sAJ1xDPOdznkIUTu2M1tkTaMu5Hm95I9iaOb9QYYOxivtPv5XjoIjOac+TIkSNHjhw5clxRcaQRXARbd5pVplqVNttGJEaQEiXGLTak8TsiPh4RHVgR6pUdBLoFrVP7A4oAQjwL3muBaaBpWGVDLH2niJWkqvgG5hI4T70fXmUuatKm2i8W5HX1Lq+usWqF/SPOUe9vGKuesTTC+Us6VptsVLZ9KMzYLXcTRE/QLpgYOKKjYkgQr7dGgPXn7WkWdhsW7HaQUUYc9dgBUo3vs9mCvu5sHKCVDLrOiUNMR9Tn+DcQMkmta/RY6AZ2v/jb9HlsD+wiMS49dDJBuclyUmcEYCkqYu4RtfJEzYHuC0fWQYSBiOCYa4M1g1JxpkR/h6+ttp3GGGMU1VwTqD7sF+HDfz4Is/1hSzUAmKr6HtdM7DcJ7dYWwGJwAcMQ0h/T1wmImBg+OGg8y5fxNhq5ZqRZUDocRyHNgtjCfjrOmzAhoINaBDdSZ7TNOObY5cxWw6Pwdn+0ssAFagoUFW2QjJNJ2QRrChD3r7MUyHydCqfMWIPN631FW6SrEVaYVKD/RqN4byjeO4C3E9OI3BanTb3DBBxNhSICIcacuBMVA5o+iWQx9BX6b2O5kYy5C+MLFo1d7Jg2aZpRXZzWnkz7cm58ziD5p0crzizuVckEkKmOzhRuTdv2jedjc0yNjAK5RF/jXkPmE7bwels8NyQbo+ZPzBe4vkBy8WzQVsroc+xPrKTj/iblJHleJvN7PHH0s/4MlBHc92K1XCO3kfeL76Nde8VeguDynJ3jwccV8QM3R44cOT6bUXNj77lvmKRsc+TIkSPHIzOuiB+4zKXTNp9AIIBKrSrZQ8IzFJ3SuHpjy16NQGGlKFxZB8HEe0B+wX9dK9YsV1GhC1hNY+WHFeqlYlVtidU0VqBYQQKRAgLbtDkS68XyF3xAZZMrlqURqR3EwiZsuxmrgnUfgQcGnhSqV/UqGxy3MlaoAoXGShf9YK6D1F6MEhRAuNVA/2L7xFpWBxUhcMGP5mmLhWfl2zr3hTvmkCUAcovCNIxTdd2lcIzaK8dWTZC+iJcX11v3o2xfWYQU+9PopHDacGyeDpzTx/eTbdWtIkgjUD9cJ3X/CL8bKEpEuYC8ar4d+gSojdhpxqzEopaAoP4UdBKZi9gfeqwACWQE2IzhOBbWx7V84DLcc9+oKbjhzEBzDii2ibHSjF10Wuti3EuWKKJNeoxgWyDA6Ad9bzDXXI6Jce5cH7keGGoOUiZ8byDBDj8bfY65Cigq+J/j2QpFHcRiHrF1jWjl+fW2jmClg1wX/Oyb98DFRTs1bxOIJfYrWQ7V5+g/9AnmIfAj96qVLvfF0UWD2OG7deU8Z4/AK4ZiA6zNMaY3Rqt2ol4C8ycQYo3gr8XiLSCLeN2IhVk6u4V5B8igZA9QEqGKrSQzWQsV6+dT7FdkBpttUVgdsyUYl+aZCO5xfG7guQM01ruPRL82Hhvt9eyh5T3cwmp/mFsxNnBfb5fbyf72BnsWjYb1sVNXAllKmddjFgLjHvvSzzfc954tPOaxWTWz2cyYzdVor7Y2zvHQRMbEc+TIkeOAqKXgnvrEefOaI0eOHDke+ZF/4ObIkSNHjhw5cuS4ouJIUxSQsuBCHU3WTgoo4ndqq1lOJyANh/QWJEyQztdFHcXIpjAkLa3SnVL8hXQRyZLguzrNLGkYSsPrU0RBgsinRMqCpGBUCgtpQsjHIJWjC4gknRfTorVlYx0wutCperiarUetQhxrf7mfFAugLyDUjrQe0qgm5QQ9xJgKROpJH1skpSB9hfNEOl4VhYG2wdJaHkWB07ue9JdcMy4m9OSz8BEVWRnZLewX0mxoH8Yj0saqnUgBY38o9DFeLUzxQAFVmUqfoeCjS0JN75e1YqUozCmMwLFEo5KKg8wxV2+Y/etiFr4HRFoNFBBVFFVbqup2yTig4kDdt6DoiPalOricX71p0ba7VH2vxwhSnUKHQeoexWX6lHkoEGXBjD3qK08ejosSQcnCdfJkx8y56X2oayr0HUgo4lpUTgFjPH/cI0jZr0Ut0Gab2chQm84Nzplz0hQFpGxBQZGisGgJjH1omgAKs6TYUulIYwxg7sf8vlPuJFQXjIlibM97fR5ltxQrCoV3oEyAonC8bM0LpgtVBIyhHO8FtFPPx5h/cX8yvUYXuKHQCzQy0OAw9pByb45l9LJXczXmhM21zUQuC9cD54/7S+8Pr6BJTKKOr6EkoTAwFuuChgFaiB7jPHeJ/JYqyMLYwDEk9R/PCZQKY2wCS+F4TmJ0oybv2mFO30eg1UlBq7pOaCfahftAt1MKbOO9hc9kv2pbTcvK8dBERnBz5MiRI0eOHDlyXFFxpBFcQTIIPTXIYHwPiAYbPWjpHl20oVdfKCwwUjxADeOKTlbHql6F0T4mkUtBgFoxSrFNlDLR0mTcLhRAYPWKFaSWpVkuqRimdI4d0SggBzg3vQ0CsmBY0c6n0RM8tOT+S7XJfAysorerbYMiQ07GFJmtxaEYuwiyQeV8dU0EYQLSRtddS+II2k6USTY30H2SyESp4ZAYOwBxJRMHr6iKMwxa0FtQXRLvl9W82q8unDCGFHojkq8SB7NYbGWMOriIjNBoV8KMEGJB+1Q/o+0sR6ULVNA+KZCM35EiJm0Kgf1FVArXXdAP1S1cMChzAlBVp4AKCJxXVCftLMtw5uygsWau35OCQYWw457FeQqCHdtvitnoOnGhm5Gow1jgzIAaD1xMiRAk00HPpQCron2oPhI5M4wnzBWqvbhWYjKCYrM4tid7q/kIiCLkwCD4j8InU8gb3bmQqcH8iTZslpudGRbMx5Ch0tvg/kPhDwp+8BpPxuwH8oj4W8+NyPDJeeO6x36GsY1GWIEq4nzH0U1S95sUDMZxJe1UWTJMJeg/LjLTc2zn/BFRWS2BtRgvzLMGiKvO6gBJRn/iuSOFZLrYKva9ZO9IilHPibivuSBNo/uYm4AA41pKNkIVk0rxFxX0yufaOCj+U9pDxej6fkdxIhdI68IxkdmLfcxjUN+vnuxdjqv4B26OHDlyPBxR2+v+2UcmietZjhw5cuR4ZMbR/oFLqJeHqiQIk6gvpbJJzCWT3sFxFAIlpgjEV9TcH6AmskqP/DCAH3qVCT4ZVvgs5aIXd0BRIbEjq1ZwjdQqW1anlTWf0KtYrPqxLRAtrNCBfuvvYUW6N2tXsfeH+xNEHJbHF8uWgzvfs3Jmxqo4Ig2bwxUq02yif1BghQx+buQMs7yXMUWABSoZPOj9YiwIJyt+phH9xHaV5KiMkD644UBISCpGn7egvHFbjB+010iVAXAjJFPzwlaOvxb9EiRX7Y/NAIAqePJo0p/gppFskEYfmJ8sfa12C/ky3AMYT0DutQwTc+USFF0jjuAexvZ0fdeTyUI/mKxO7L9iUIUaxCurQeNPD96i4bIDPSSbXPztIa7GrEGhoeaaDuyrSP55BhdAtQv7HW0fyjJzcn0wVeoMWLxOMjeiTkEZPYDTinsYSKacg6Kg4p7aHe2ac9mab6XSZ7E/hXM+HhjDAm1+g7kKWRxk3XTGBnM2GwlgPtWRGGQs7Vy5P9tPULr14brJbgkiqgHCUWVQP1jM6j6HtezmaNPWTzhW9OiLY4tjpn07y53kWYBjYh7C8wkyZBo9L8ellc2KAwp287r/MGaBMHs8cpkviPeN7J4354gcXpT1ghSl7gOxvCWbWzw/9fc4gyrnFLNIrjRoHHtAZfU8x23gDLCRE40oPJveeMh1jocuMgc3R44cOQ6IY5tV+JIX7TevOXLkyJHjkR9XBILLf3tpREagPH4hIyLYRni2WswfiC1WfwCtlIGC8CkjOsUVyRDRNryqwiK6WB1DjFvvF0gT0CTY/+lqfanSJWtiD+0EwgylBKBo2jhC+H+xyni6nNpqaIVIARHGNuADo7JZI2WoaAZixKiVbifzVt3Ke0JAhYtdOOhCoEr7+KpX/Pi+oByUETDcx4r2C2MCj+SJbSPXGtdbkE1VWYt2sei+Rn/AgxN0FtX0EcHTwveiiAB0j7lpar/GZlf1B9ptqsCprwUxUqgfH1NQZKed3NfCIXWsiqXymniv+I6p7I7jScxa4j3t8X9rFKk2YSnif66trwDXlrfqGUGwIoaYv+jzRn/G8SPqIWTQoc8B7cH8IeNSZw3ifc1oGver/gzvARkzGRBkPOL3ZZxOR8l9tDZaM2gXKu+B8KF631idQwkj1ghgjtU8ZVw7oJHCbQa/Wu1nd2DtdzGGNdqJ/TCfFGigfhbIPVfQPQcuqeK2Yp7HdcZxtNoBrK4BFiJTJxkB/RyCaUe8poZPSja0eE5IeyOCLwYq6h4WNLKw1sVQz9GKAzw3SPZEoZ2cScXcKNkzta3w8XF98IxVwxLjW2y8IxqNvyW72XwYTL9hG7xqPrUoH1V0TzhZQlG3iH0v87F6FuD+Fnv5+LdwcNUc22XbnuOBR+7RHDly5MiRI0eOHFdUHGkEl3mFHjrL/D9GZfv0IZmPo1e4wguDUkJcOYt2odYMJI6scDEVZUd0AuPKWSo/4wrPIITQKwUflOxOzbIF7q7QTowvGqXCShnIA3NkPU7vYr4wmrxAIMAxa/Y7WhrUA3xdsQRWiB6QFtHXjat47F+fZ1KlH1fVnjWkWEKiwhkV32olzmocWIlrhB0amWxnKhxXVaWOSNQTIqKjx5EoYABdAA82IjxmDJKWs+iOKt1S0b0Ndn+si9oexHIocW7gEGrEkdEPtlL2dCyBogCV1zxQRqrl2GivygQY/qi+Bo4yAsZUorlcpahfYl+Na+ogT/XlqOeHun+1i67ue9YEFj5tD4Kv5wuj26wQUigBYFsggl7VtSg5wAo5OOcEbivOP957gnpG7ry5R6np+vpg/OB8mdPvZUvAn8cYRtZItxPbMqdb7FPjfKrnPnkGxHPUx8acipoAnBP6VXOkZVxGO1aZT+I4wjlrhQWgzzvFjkHldRYG1wPIKs5Rb4P7D9dS1ClivxouKWjkUA2J8/yx6ljCU0afi+pBbEOSjVTXBfObKAHh2aX6H8cW7jl02dXcxVxZuT5xntP1KBgDeG7IddFKLWRJndTYqJsU45xVbUR7WakeiBoHa8pj/xogjx8xn9acN7JD8V6QZynQX3XejITneAT+wN3Z2Qn/5b/8l/D7v//7YT6fhxe+8IXh277t28LJkyfNdh/60IfCf/gP/yF8+tOfDk95ylPCP/7H/zg88YlPfKibkyNHjhw5cuTIkeMqi4ecovCSl7wkfPzjHw9/42/8jfBN3/RN4dd+7dfCi1/84rC93VZL1vGRj3ykeW80GoXv+I7vCGfPng0vetGLwh133PFQNydHjhw5HnRc2inC7717vXnNkSNHjhyP/Cgq4/P54OPixYvhxIkT8veZM2fCjTfeGP7H//gf4eu//uub9/7m3/yb4bbbbgvvete7pPioRnFf85rXhB/5kR859LGObR0zP9ORNtNpSLFEjK+yTUybSlGT8x4Kn/Cq5bImw4lJBULMW6fukKrBZ0jHIAWoU5aQRxI5FaS8ncK5utilOVYE4FFcJja3QyU0jaKy+H1p9yhNreI97LdegHAfHQ+t/eTaeM2k97B/LfPFsiygMVwoLySmEOfL883rzrxN712aXTJ/a2me5WJp5HSQ0vMkhnBOm8tNk3bXZhhSmBBTvyh80ekjXBccgwu8dJqcxcxZLku3UwobK6LQ0PtGfil+JsWPap0qKW+i5IhclKIoiPQTW04ixaZ+yzEdAqk7T6oK6UGhEDiFTvg3S755xRe4DrgGkpqO3YjrrwPt4zSqkUJiCTFYVTtzArbdCCvRfu57SfWTfBn2oe93sQGP2+DeRWGVlrcCbQcpcMxvGKdadP7CqL23tottc021fbeMa5r5x6NYtLqu7iNIScVxhfNdL1bFRhg/MrdEWgOKpWAS0PTBpDDWssghYn86VY++YLttnD/mTJ1uZ4kyr+BW6ElIE8cxYSgfog5m7dXlGqjiNaFbEEWD+1efH647LM71eId5AVuGo7BKz11SnIxMOmghoFSoojMphqLCJ7Zq1/vDHIv739CMMCfg+yjEirQOPeZYThDtxvua8oHzlzkWBVrq3gWdgqkPYhyjriXGAtqObcQ+V80fbGWPbRPKgtqfFP9F6gxk3dzPIsVDroG6PqBk3Hn/nfJejkcYgqt/3NaxtbXV/KDb319Nxr/zO78TXv3qV8vf9edf+ZVfGd7+9rc/1M3JkSNHjgcdG+tleP6zZs1rjhw5cuR45Mdnvcjsh37oh8JkMglf9mVfJhzd++67L9xyyy1mu/rvGtXtiul02vyvo14x1qtbEb53ik64MEekXHDqZtG+NCiAFAVBYkstybF6A2qBlZkWa8ZKPpGWKi3Ca0wLoqUqiO9AdnQBBMtYYT9ybsqOdTFamKUMVpda+kvkxtAwFB/Fwg+NXIs9cETepAAmogoaVUK7gKLsl1baRffn2qI91vZ82xRLTJaTTgRCbCpj0ZougADKDTRBjC6W60kfyVggIX1tDYk2y7WM2+oiDoRn/mBQIIUqcV+IoQQky7RlK8kw4VXL3IgQP0lgCUqvLVvj9YG5CKPRYj+t2gFLUSmUw5DR8jnoByA6VEDmjTVBVSLiyoVlum9EhggFmdruMiIsIgsW0X4PpWOETPaP4lDVnmPrw3DdiSrcVpahBloEtVTjk5FvHGs2tMV2WvZPUL94D4rZhEJwJ/OJ6U+gyLrPp2M7N+LaYgxq44zVdFRZiaXFwhakKnQOIcilehtjbG0ZUbihLeqaj5TE4Wxgzl8ky8iYRd9buAZA+aQYVGdYIKOIuTXOhfoexpwnaCGKdWks67GKORBFpox+eva9UsyEbIeWwMLYRfFWRPB00a+gh8jmwbwiotzaqhfoo2R+4vWZLW32zHyGZwCZFEHOUT+P2AJZjw0ErqHIAZLRiSfliPNmtFbvTxDWeC1MEVZpx558Ft/X989uaec39D3mHFP8SYVjbK2r50Q+pqDS6p7hjJ/sL143fV8+xMn0HJ9tmbC3vOUt4Qd+4AfCf/pP/yncfPPNzXt14Vkd6+urFFcdGxsbYTZLb0rEG97whqZQTf8/m3dvnyNHjhw5cuTIkePqjM8agvsbv/EbDdf2jW98Y/g7f+fvyPvHjx8P4/E43H9/a+2KqP++5pprOvf3+te/Przuda8z7918483Nikh4gFiIac39iCIIukIoqkZcgaxhdSVSSBEN0KgSmzaIsL6yCGRuDT4TTllEa9tmVUbEXDi3ZL3ankywciwRKcCKVyPDbBfrGSgIpzG+AEWChJW2HwbvDcfcG+yZ1SfsGuvYqFqk6UK4YPaPlbOWpZkvrdC7cN00YgCnW3Alo/A7DCT0Ah/XXYTzC4sU65W4mAzEsYDvGFtbWomzraL+W76Hr9O41LI0zJnDdWf5LI2iYpwCMdKIMPaH68PSUlp0HuNkf7hv+yweU8vdsG0qEHCMV72tIMwRMfL6TLhz8T2xu0Q2QqE/LB0GVJZF4/U4RHaD7TQ9Qw5BcCGXFIX/NWpWH3G5W4ZiexAG2wPhfGoEl6WKgCriWmiUFfcckFsR94/72FhsJFxU9DGut7HQjl+HtBTOAXx8za9kS25YoY4mo2RbfAZUmwX6dTtgeSuSdEMrUaf5xOAMox4BmR8tmwYzGaBxbKWteZuY+3DdWcaujs2i5f1ul9uuPKDmVwovvSQTkNj3Gk3EGANfVUxQSBJNj2/m6aKOot0o2ExifO4AiTRcYcwpEalG+4Q7qx7xuO7oE7Qbzyd9/owsA/X1+gjHEjOMOK+z6YQ+JrdFn78gwREJFUlO9dDCHMrZ0eR9Pc4hLcbWupp1FC8Vso1s3qIRV76+gs6q3wmC1JMUG85Nz5v6eZjjEfwD961vfWv4uq/7uvDv//2/D9/6rd9qPqsntM/7vM8L73vf+8z7733ve8Pznve8zn2ura01/+vwHMty5MiRI0eOHDlyXN3xkP/Afdvb3iY/bmv9Wy+++Zu/OXzP93xP+M7v/M7w9Kc/PfzRH/1ReMc73hF+4Rd+4bKOJasqCJZ75g2o6I6rdOFSRgQF6Ijej6yQUdkeERhdbSlILa/wFC8MiBu+j5UyUBtt6yvc1cIipUBONBdTxLHB9SKFCINKo52oqo/balQWK2MYG4CTiWpozR0UHiXtb6eMagdqzbFb7ZrVqwh4R7RWr4bBX5ovLLoLQwmD5kLbO/Yf1BkMX7CwCBQC224ttuQ9INVAJDxxe6DEbPnKVdE6hMtKXDzhBWujCCDtQBVwKppOTsdiBKaO9XLdVK4Lgg1+seIF7032DNK2HFtlCGOGgexGvH82lhvmWhwrjyVtAEoDtArookbacGxRqQBH0RHHlzFBqJoeRwk/F/c9iebr7+NYQMz0tcS9tF+thT//P6MwOzcIxbwQLrK2lhXDgIg8IvsChFxfJzm/+HWx7I081vFixSHE+YHnLuegCWYLyu6MSnv91TjC+MP5F6PC7GMxVvMHVGFI5UOj5oK6D/wskUbeZqNZYtOtzRKgFGBNNgbmnDwOv9QqxH4URQeFkG1X2/aYlBHxlCa4LgMIoZ6PMXdpZQXPAEEHlGTEDMQxERJlgDhuxFpbcdlFQSaOeyC5HnoKXq5U9mO+dEwHRHWE+LX6HKX/AYTGew73sp7nWJ1A0NTYfq3GIghr6avRmExNbBdMZcT8Sc1dUOuRc2IetZrnhRsLq3RGuxXKyuY8cj8pxJ7RYlF3wf61sYmaH3I8Qn/gvva1r21Q2loWrP5f/6it/6/jW77lW8IHP/jB8NznPjc86UlPCp/4xCfCd33Xd4Wv/dqvfaibkyNHjhwPOubzItx+xzAcW+SsUY4cOXJclT9wf/M3f9OshBGPfexj5d816vdTP/VT4fu///vD7bffHp7whCeE66677rKPVa/s//bf+dvND+qf//mfl0pXrAZf8sUvCc95znPCW/7XW8I9d98TnvikJ4ZXfvkr7U6c59W73/nu8LGPfkwqPEVNQVdBQ28vIjGsGGAQQVSuE6LhobI4BipagV7oY4v1Lyx2YT8LTq86J6Cl2A+Oo1Eq5tyivUCpNJoG7hx0PAXRif0Bjp0OoABY4W6H7QQNwOoVK3IUI2p0TvQFsfDGKh2AlrasxYo5IuA4B6nWdzh0K7lWW1Wv38P3ZBugAJrTDLQiXjPhOBPa7/G3BHmm6mW9XxyLNVR1u4CagnMMTqbh4IJXGavcgaYC7dRKE6J7G6+ZjJHIHdXoOfijaDvQFV3ZDD4qkFxWo9DcSc5YIIztcAeixUiuAdPwVmw7zl9QTzVeNgfjcP11ZVjcMwiLRSH9urVcZQIk00N2yxeLiwn6I5z9OF8kCL6aQsU2lTJL5vwxpIY+eiiosqdzDAo7+NVqDpP6A+JMa/4r9sM2wWLRrDJKg8XA8nWRdYoKDgbtJO1mzDmCOCqrXmSfJEsU+1rrkneh0oK8Kcobxir6EWNY+JUaEQ++na/he1PfJ/qq2koZ45FsXvFdzeHvGvd4Mag1na/wYIOjvoNMJzILUU0C/GXddqkxieOmT4uWkXHJYKnrnigXkE243oa35b91fzIHdwVAK5ULj5fbwcGVuhlkkhx9aUaLWdNXKyd4qHuOR9gP3Nqh7LBx0003Nf8/0KjTxu94+zvC3/r//q3wspe9rNHXRTz2cY8NL/wrLwx/8t4/CXfdeVfzQP7UJz8V3vTTb7KFNHEyrovfXvP1r2kK4C5dWBkQ5MiRI8fGRhU+71mL8NGLZdi+lEol5ciRI0eOq0gm7OGI2t4XBWqPe9zjRILsy1/15eHee+4N7/rD1i0Nq8XZdJb8X1dlf+lf+9KmiO2P/+iPw9133v05PKMcOXLkyJEjR44cj2ijh89mAOb/37//v8MTn/jE8KpXvSr89E//dHjFK1/R/Fj9hf/3F4RYjwIlFr6vaQIvf+XLw/U3XB8+9hcfC+95z3tWFqYxlSXpTZW2QIpW5FmiFI5Ok0uRBCRBqGhCUwmAKIs1KNJGcb+aUsCFI7INJMZUitVICemCGqT7VIqNqRRoi06T4/ts84p9aKOHpJgH6Z/Ybi1YLoVEVICmt0E6S9JnkEXDhXHSz1K8UdkxszNYWQBzGhL79QqS2EAB7daFBaCeSF8Jp8Ceq267pDcDyc9p++Hgy+bowjFQETYXm0aqbafaSSkPsY+FmhBNQVCYJ3JcevzF09QC+nWcXJ5MxtzmfNMUG+4UO0k7kWZmiSGdsuRiUpHOi9fEGEhAzi2em0i+RfqO7nuRaCs6ZN20AUE5CEU1CONyHMblMKxX66msFQqc4ntC+cF9r+8jSiVLyjWOGX1NWQqJ6Rea4gHaCcsDGsk7FBmhXZQm1/vl9L1QdRQ9AEVFUnAXT1MKs9RYEVpVnFtFki02zxSfoWAOqWXcczQW9THwfekPbTYQz0GKICGLB4qB2qEU2sZ+ZBF+TeNg6oxHL0rsXUH7irs1JjXxWJi7pLgsfldTuzBn8RgEnUsXWyVzS5xPZf5TFrNynZGSBw2sdOYPUHKIoqGL1pitIXM50QX0v5mGoM9FUvw0/3qmENx/Qk0iuojelucWoZKp8ZTQDiDt6BWywr49zjle4Zy+73I8NHHkEVzcLL/6a7/a2AJ/wzd8Q3jqU58afvcdvxvOnj174Hef/wXPD097xtPCmXvPhLf/VrYKzpEjR44cOXLkOOpxpBFcLdt15913hlvffWt4yRe+JPzlJ/8yvO/Pos4uXF0h4g8koijC4x//+PCFL/nCsLe3F978ljeHnemOQeBQACPSI8qYQcwG4rYg/hvB+yhiLggpI7cKgWBJMS6c0siwnAOQWoABQCSUPAtQWXwHyIlGWrENzA9wLKwyNaqCbWVFGrfBfo3tYfwny7eJ8L+6fozy7i/3OwtpkpU4ECgHeUIAIYGgOCOQ+pxEhkih5oLkxVcRUEebyPjBLTpxkCdBYVG8hu9AYkwhJjiGyFkBOVBoGq4V9gtpKbTz3nCvamBwTRZWrpoKaY6fAa3DZ2LRHKWwdJEn7gVI8enMgljywuiBrilQZd0nQJZZnsig0lHOjcc9F+jp9rBZi24nZOUWyyqcv1DL2JWhTpQAicQ9p9sulsqxH7g/dNGOSPxFu2kUau0WLYLoFUqhrzTqJ0V6QEJhG+ugSoxYCgKLYjZtId5RXMkWvl5BmvidqOItoNooMhOb2zhuPcMU9IkgmmStrLdBYfDKoCNF8oB6ytwFUwd1bCkALu25YbwbxJUzAYxWqiJdtqqV66a/g2PiOuAzKoLVcyibDkhRoDYnwpwYd4vv6CxFgjQD7SejF/Nvap9ngSuoNgroUEAW//YMWPi7+lwYlZU5wkFBkwwit18FS4lxYacpIINMJ/rGKRxjRJgLEA0q7bQnx4OLKwLBxYPiSU98UvPvG2+4MWxutunRrjh16lT46ld/dfPvX/7VXw4XLkS3rRw5cuSg2N0dhPf+8aR5zZEjR44cj/w40giuyJEVIXzpl3xpuPmmm8Nv/OZvhFe8/BXhVV/+qvA/3vw/ZHUqK6ZB0SglfO1rvjZsbGyEt7/j7Q3iawwj4updBO+BmCqepSBEQEMK4rGq1SkrNrDlpLdNwv816jkWURbrXwfZEA4uwIW4P40KSbsiYgAOoSAyCtlgaTJGATV3UATUiW/G6K8nbu7xAcVemdE+snLV5yk2vjEgUWasRgnB4dW2lkUyNpkK7dOWmMzJ67Ll1X3Osk6e4YGIoVc9Tn4FSSwBJS9STrZYPdM9wgYnehvcA/IdRywdAeQWmRCdCQDixlJKMjYUei79Bh5cFPzHfaqRD+ZV9nGaV47KNhvj8QH1va8RaM2BFEQ93gPC34N0m5JJQ4gJRpQ4FKMDDWjFc8J8hz5Cv+pjCQcZUnXoI3UfyDxB5iSC6Ckba/4OxqCWqpLsU0SyRB4P86kS8Zd/xmHJJih6vDPPf9WYpHlyf+KcgCJqKUY2UeHMkiczyBJg4LJ7qKzURMT2oj91P4MjzRJYnv0ugtFOjwfK6B/uGfM+5uplzxwbQ7jwQCcj31ZfC6DYgnpC+gvSfA6SmZhKOHUJzMFleTN9LO+z5JxYfavsfg4l3HNGYD2kGW2I15nb4rbhoPdzPCRxRcARj3/c48OLX/Ti8O73vjv88fv+uPnR+vSnPT089znPdbf/6q/86nDDDTeED/2fD4X3/vF7H/b25siR42jF8eNleMUrpuHY8ZxGzJEjR46jEEcawa1XP7Uk2Nd81deEM2fOhN95x+807/3xn/xxeNpTnxZe+YpXNuisph988Rd+cXjG058R7rzrzvArv/ErsprVKIWsmAsfpTXi21SJbHibChGIO0pNG2hbIIJAhpgnaNohgIRtg27n/mDfIhlog0I2BOWK3wM/DsfUqJ+sYKnqmSuzNYIh/FzwpFhF2+G/JtwnByEDusAqCMZaNqKyiT2lQoGAhGE/ntGDcBkJJQeioY8tGYC4jVS2e6LueK+Lb6euZRcPWHi26ntASOfDuVWcUPxKsSrFNCBNSPm/wn+MfYSKeekzjXDGf+LYgowrvur6ct0YhzBPXYueMz+ZeaHmnos2y8zT9aqWme8uShnqvKVaXmUqFqGS6n89RkSxA9tCsYV4pu2bxMWNbZmW04QjDgRUOH/YVm0jnEvKgABlMygi7KZRIY9uiP3rGWgw0qjnI4wttBPV+Jyx0goA6GvmF+t5iRFgqSOAgY7iNOMexvXCvGfOgfAcUTlxUFRGHJN7wuHRc9V/Hx8U5+ShnTy/Sc0C+KbqXksMTcA3VdlNOSfiqfYhrp5pQR37pVK+IaUBNnPwzpsVYLxjM3LrKjgwgkumC55qSIIWe0Crh76qbY1CAu/gctDYjNw+LHHkEdxX//VXN3zbX/pfv2TScL/ya7/SDNbXfNVr5L2ao/vSL35p2N7eDr/wP39B3HNy5MiRI0eOHDlyXDlxpBHc5z33eeFZz3pW+M23/Wa498y9ZrV66dKl8Na3vTV83dd8XXjRX31RePd73h0e99jHNRzZGvX9f/5//0/nft//gfeH337Hbz88J5EjR44cOXLkyJHjIY2i6sTkH/lRmznUP1j3p/vd26yvNenO2XwWRsNRGI0OLlioC3M0uitpCZOFtenSRCzeKRxLjqm3JSoCF3UYOaLgS4h5MlSS1iPDCCOkH98DdUJSwbFNOm3IxWpsSOGl3410mNqHJ+HDaTOTEkLRH1JtMcXIac948Pgl+8pFAzokzUWFSV66UF4dUwiWS+ICJy91mYjCc2rdkZ2CFJIu/DgZWsOF0+VpY/SA9p4bnZNtz4/PN6/TydRIc6GASlLummYS06Mbi3a/42Wbdj+2PCbbXj+/3grqx+t2ZnRGtrl/cH/zul1sm3Q5aC1mbPC9Jb4Zdgw234tZnKSIBYVqWgIMtBUap/q8UQR27dYovOhFs/D+dx8Ply4NwlaxlRQMijQVCi0LSxfRRWHoTzYD8ehQXJwp8oVqzEiRJ4T+1bF0v+pjMBVBxqU+NKV8xfhAj8s4PyQFObhfnUmW6RxM+dEh8xCZtng0AZbqMoWSfI+B6dWTzme6EktD6XsCcmtCJXKktXB+PM8ZwX+icGFM49z65BA55W+oJHRPJLQGtV+Zj/k+0lQCFGmB2gOqhzO/CbWFijV5H+2h7DzP9AMTCUugm36QjJvD/PJ5sL+OHsD3j/BPskdcHGkEt/7RelBMp4qntlwYzm3XD1z3vRw5cly1sb1dhD/8w0mo9vPkkCNHjhxHIY70D9zLWoEVh9hHx8pOkFGjEFIdiBhIMQeKZMju0tjvKgMK/erJJvE2nqA6b8tGF0bwHvuDVBWMHxh5VkVKgkARqqTRXkGJpSbOSgF5qCeL7pvCEEKy0D7P7hFFUF5BGx87kZJyCmm4IEXOESiNkkfDeyyTJjJKSjZJjkXXTiONst9g94trsFa2hUo6IKjPRXF6HE2KiWvvKgi7OiexpI3dOV6MjTkAXo0ZBCS74rloJAvFVZAjEkklB8ljNB+W1Lp9CMksMJKFflDoCPpTrJXjdzSCuxp/g7C/X7erqm8UsXKdDCadBZi6oM/uSxUlciGNJxsVg8e5RsokO4Bjkpi/VzAp15kLigx4bPtTUEptrkH74/nToJ1kLsHFXBpplmuH7FZE/wTR1fdR5RdyetKO8nfcViTF1HWXojIg1vQM0P0pxXmw0kXWzUEe+T0+jtk+vrCBgJEZZKmrqjsD5Epd6XNy2in3kXMubEGuLW85+Jz65lre9rLigaCyGTC9YuPIF5nlyJEjx2c7Ntar8HnPnof1dX/BlCNHjhw5HllxtBHcy4nqs/NdFks3Iv/EtWVOkSf9xYib8HgdzqygPoSUehxctv41CARLkcnuLNdVo10spQa0zvD6CpI5gvwNvqOFwIHyRS4m0BZPskjsV8GHY6MCh8spvDiSfutCERIEruN3DVtZ6v6S/RKfT6NzjB4mfFCFUuE9oKlAnLysAc5fTDoclB/yVZAZE4Q9vq4VK2QYEj04FhBYr50wK4BkFxA+k4WoyPyA0D99H8k1I5k5kRLzsjOVvRbYVo8R5kp640i4p5NluOHmRfjUbcOwmA5WnExlk4w+4WBEzxWHp3MRXqiD5mI/+t6Q9kBJBtc7Ipi6PxMJNeL8eUYliWWr3qbyZajQn5oPzBxeRkj7bE7FtALyYRpxJcMRuY8U2tklJeVxRrkNfI5m3ncQdfO+lh+jPuL9m3YSKsvPD3Pe9LdnBcv74/nJ208imagO15UdO8yzNml370P24P3lyOFFRnBz5MiRI0eOHDlyXFFx9SC4h4nP1krR4W3x34wEs42o5hsyXxMonSBFGimjqmxtu3tYTq/HRU22KVK0l7+fqD3oNgBpAsoLu1C9KVXPM+KmkUx+j4XBdX8ywizoBVX8ejxVz7xBqorJmAFIplcpLqYV1GcapUoQ+xjGNjQGEFy0SxBWdUqMYA6XDtIYA22WtldkqKHQRKDx4CSC62ssdaHcoW1c1flrPl/CA4xo53gwTmxjmcPKVrD6eIyeilKENnQRRCy2oGj/91BEMQwhhRUZG+oyJVmM+CLGJNqy1kNNO+xIu0TtTfU7MgxUwe9VtPNQEAtXnVEia2uZs2AkodvsHUO3V89dbI9M5y+W3SoEjfS4soSWcubGtWGlvw+zba/pgKMO07kNIasPWiGg4/nmoqcdz6zeyEhrjkdYZAQ3R44cOXLkyJHj/9/evcf09P9xAH+rvihJKpWWTElZIotSmehbidjIpY0tG4uZS2H+yB+yYY22GMtlrFUmco+0kEvNXIaMbmpuqRjKJVQq3r+93r+ds88NH999PtX59Hxsjc/5vGuf9ep1zuu8z+t9DgNTougZ3La2NpaSksKSkpLEPXFBGejWbYibMiF2yoXYKRPiplyIXfdS9IMempub2aBBg9jnz5+ZjY1Nd38c0BPiplyInXIhdsqEuCkXYte90KIAAAAAACYFBS4AAAAAmBQUuAAAAABgUhRd4NLCsuTkZCwwUxjETbkQO+VC7JQJcVMuxK57KXqRGQAAAACASc3gAgAAAABoQoELAAAAACYFBS4AAAAAmBTFPsmsoaGB3b9/XzzoISQkhP3zz/+fSw895ylz586d09o+efJk5urqqrbt7du37O7du2zAgAHifTyVruu1trayy5cvM0tLSxYZGalzTGNjI7t9+zbr37+/iBON/S9jwLCqq6vZw4cPWVBQEBs+fLjae5WVlezx48dq2/r27ctiYmK0fk5paSmrra1lnp6ebMyYMQiTkT19+pQ9efKEOTo6Mn9/f2Zubq415suXL+zmzZuMlsrQcY6Od/9lDBh2X0n5Rg+Y8vHxYW5ubmrvUw7RPlDTvHnztOqUqqoq8TcwbNgw8TfQp08fhMqQuALt3buXW1pa8mnTpnEPDw8+atQoXltb290fC1S8efOGFi/yqKgoHhsbK3/duXNH7feUlZXFrays+JQpU7i3tzcfPnw4r66uxu+yi/z48YMnJibyoUOHcldXV+7v769z3IkTJ/iAAQN4SEgI9/Hx4S4uLvzRo0d/PQYM5969ezwsLIx7enqKXDty5IjWmK1bt3J7e3u1HFy6dKnamLa2Nh4dHc0dHBx4ZGQkHzRoEI+LixN/G2B4NTU1PDQ0lI8cOZLPmjWLu7u7cy8vL15ZWak2rri4mNvZ2YmcDAgI4La2tryoqOivx4DhpKenczc3Nx4cHCyObXTsWr16tdoYysP+/fur5Rx9ffv2TR7z8+dPHh8fzwcOHChybsiQITwiIoK3tLQgXAakuAK3qqqKm5ub82PHjonX379/F39stKOAnlfglpWV/XJMXV0d79evH9+/f7943dnZKZJ98uTJXfhJe7f29naelpbGm5qaeEJCgs4C9927d9za2pqnpqbKO+e5c+dyPz+/vxoDhkWFzJUrV8Tv+ncFbmBg4G9/TkpKCnd0dOQNDQ3iNRVaNIGQmZmJkBnBgwcPRGEq6ejo4NOnT+dBQUFqeTls2DC+atUqeRvlp7OzM29tbdV7DBhWdnY2b2xslF+XlpZyCwsLnpubK2+jPHRycvrtz6H6hY590vGRjpcUty1btiBkvbnATU5OFjNDtFOX5OTkcDMzM3GQhp5V4GZkZPC8vDxeUVGhNWbXrl3cxsZGnKRICgoKxPe9ePGiiz8x/KrAPXTokJiR+Pr1q7ytpKRExKm8vFzvMWA8vytwfX19eX5+viiI6UREE822r1mzRm1bTEwMDw8PR8i6cGaQTiokdOJCMX327Jm8ja5S0jaKpb5jwPjoCkpSUpL8mvKQrpoUFhaKr/r6eq3voSsms2fPVtu2fv16MasPhqO4RWZlZWWi70W1V8XX15f9/PlT9JtBz0ExSk9PZ/v27WPBwcHs33//Ze/fv1eLpZeXl+gJVI0lKS8v75bPDNooTiNGjBA90ppxovf0HQPdg3oC9+zZwzZt2iT6BXfu3Cm/19nZKfoANXtuKXaIW9cpKipSiwH97ql/3d3dXd5GsaP+WtWc+9MYMK7nz5+zFy9eaOVPS0sL27FjB9u+fbuIT2JiouiRVo2vrpyjvmzq8YVeusiMGrsdHBzUttnb24t/P3361E2fCjRZWVmJhQ9U2JJ3796JRUerV69mubm5cizt7OzUvg+x7Hl0xcnW1lYsipFyTp8x0PXCwsLYmjVr5IVHJ0+eZAsXLmTjx49nERER7OvXr2JyQFceIm5dIysri+Xl5bFLly7J23Tlk2Zc9BkDxl1IvXjxYjZu3Di2YMECrULVxcVFvL516xabOnWqmJiLj4//47GP3sPiXMNQ3AwurbCnnbIq6TWt3IaewcbGRi5uCa0UpgPtxYsX5TNZxFIZdMWJdu4/fvyQc06fMdD1KAdVV9XTgXjs2LHswoUL4rV0xxJd+1TEzfiosF2+fDnbv38/Cw8Pl7fryifNuOgzBoyjvb2dzZ8/X9w15vz582p3R6CCVypupRycMWOGnHO/ih3qGMNTXIHr4eHBXr16pXUJjqheqoGeWfR++/ZNXL4hiKUyUJzq6+vFTJ/k5cuXajmnzxjoOXkotQrRTNHQoUN17lMRN+Oiwig2Npbt3r1bFLmqKJ9oJo++JLTvbGpqUsu5P40B4xS3dKJIt/e6fv26WjGrT85JsdOVc4MHDxZXvqCXFrgzZ84U/Sv0xyWhS97e3t5I6h7kzZs3WtvOnDnDRo8eLfdpUizr6urEPXBVY0k7DD8/vy79vPBrNPtAB03amavGiS6xTZo0Se8x0P15SAdRut/txIkT5W2Uh5SbNNtOqAeQZpuio6O7/PP2Fvn5+aJVJC0tja1cuVLrfVqvQLN8p06dkrfR/83MzOT7VOszBgyro6NDxK2iooLduHFD657uunKuubmZXb16VSvnCgoK5Mkemhig2CHnenkPblRUlPgjmDVrFlu7dq3odcnMzFSb/ofuR8l69uxZkcgDBw4Ul+KoJ5cOpBIqfBYtWiQu9WzYsIG9fv1azGYcPXpU7KShaxQWFoqevZqaGvbx40d2/PhxsZ3iYmFhIXrKaIaJ+s02btzIPnz4wFJTU9nBgwflBYL6jAHDogekqJ5Q3LlzR8SLZoekgyk90IH6bemLLqfSok9qUVixYoX8fZs3b2YTJkxgc+bMEflKJyZUOK1btw4hMwJ6CADlVmhoqDgBlPJN9WEA1I+ZnJzMEhISRMFEvewpKSlioaCzs7MYq88YMKxly5aJNjv6PdPxTEILbAMDA8X/qRWP1qDQg1eoTYv2gdbW1iIuEqpdsrOz2fTp08UxkB6yQ4vVpPUpYBh96FYKTIFnURkZGWJHQf1lcXFx4ikg0LPQzCwVuTSzR09HWrJkCXNyclIbQ2eulOglJSVip0DJrtq7C8ZHBSnNpOta/CL1aNJuIicnh127dk1so1kMWjihSp8xYDh0p5Ft27bpXFgmXfKmy6l0wki5SPkVEBAg4qJ5AklPhjxw4IC4bEq5SrOK0qIXMPwdEw4fPqzzPTquUZxUZ3qplYFyiyZ26CREkz5jwDBoIoZyRROdrEgz8XRMO336NCsuLhZ3EqKeXKpRNE/0aTKBeq/pSYQ0E0wnnZpPRYNeWOACAAAAAPwKrgMDAAAAgElBgQsAAAAAJgUFLgAAAACYFBS4AAAAAGBSUOACAAAAgElBgQsAAAAAJgUFLgAAAACYFBS4AAAAAGBSUOACAAAAgElBgQsAAAAAJgUFLgAAAACYFBS4AAAAAMBMyf8AnL1XrtWKE34AAAAASUVORK5CYII=",
-      "text/plain": [
-       "\u001b[1m<\u001b[0m\u001b[1;95mFigure\u001b[0m\u001b[39m size 80\u001b[0m\u001b[1;36m0x800\u001b[0m\u001b[39m with \u001b[0m\u001b[1;36m3\u001b[0m\u001b[39m Axes\u001b[0m\u001b[1m>\u001b[0m"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "# lower exposure time, but higher illumination power\n",
-    "sim.channels[0].power = 10\n",
-    "sim.channels[1].power = 10\n",
-    "ortho_plot(sim.digital_image(exposure_ms=10), z=9)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "id": "f80f9b44",
-   "metadata": {},
-   "source": [
-    "## Imaging Modality\n",
-    "\n",
-    "The default image modality is Widefield, but we can also simulate other imaging\n",
-    "modalities by changing the `Simulation.modality` attribute.  Note here\n",
-    "how confocal imaging reduces the axial extent of the PSF and increases the\n",
-    "contrast of the image.\n",
-    "\n",
-    "Point-scanning confocals illuminate with lasers and detect with point detectors\n",
-    "(PMTs or hybrid detectors) rather than cameras.  The illumination `power` is the\n",
-    "*peak* irradiance at the focus of the scanned spot (typically 1-100 kW/cm², much\n",
-    "higher than widefield), and `exposure_ms` is the integration (dwell) time *per pixel*\n",
-    "(typically a few µs):"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 17,
-   "id": "bea42434",
-   "metadata": {
-    "execution": {
-     "iopub.execute_input": "2026-10-21T11:55:36.099535Z",
-     "iopub.status.busy": "2026-10-21T11:55:36.099450Z",
-     "iopub.status.idle": "2026-10-21T11:55:37.565837Z",
-     "shell.execute_reply": "2026-10-21T11:55:37.565621Z"
-    }
-   },
-   "outputs": [
-    {
-     "data": {
-      "text/html": [
-       "
\n"
-      ],
-      "text/plain": []
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
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aorJaC/cbvuEbgp/92Z9tuLnf8z3f85s6DooPhAgPhEcRzEFaxqoViAaDNYLO0g+WmB+PY7PS04gJCPlYrYM0D7TSXqiD3PLKS6/aXT4xVpBCelcrPdwL7g1IR5Zn5rN63zzObfGALq7jVf5wm1ZlBadhZWWr6/iYyC5kfi4A0gie3ANfH4p5yoFzT+oz+Tq3BWl4bhO1wt2uDJKDwg9B4kZtGw4mjHxPYlM0AGQMiAzfDF8wb5a26KyOUULI7aBkAn9JbXPHgIpuHoofkn0fKunfZ+IzZjV7XBGq9PkRFcLo1ezVCfHP0yQ1qBDaTiM6KDKqV+HN9W7a511dqUwRAZ4TEFL0g6YtwsIUkABdkSImRoya301y09bFmj8DuFvV5wiyw90H4zJQCRggZIIs4PfcnzSYAbQH94DjSh8ByqH7OYopIouUaZQEY2qYDQ1qALRGF7DN002wXBTBM6tnguNVFBxNj5rfb024sqx+zjtrUzwKxOjeNWWm9g6oAKOOu+K7mu3d07ub7eN7j9viV1XohcIWtEO1rgzapOcjtAUyV+jnWdHCdUB20kFqUP7NYNMpfgVih/GTjeg4B0lbMDcuxhZ9qejcd8R3dJ7lpYyKKNcRtVW2xUWfw8ocn3aiTR7R8a7NrjXbi2NCvQ9Xh23BcbTfbG87ooK+94fv72Q3Pjb4mCkc3MQb0z+jucqoVXZOic9iEqdNvFSFiCjOdFBECdXFJZvnhC6M7iCClR1zaBfdr92ipSjiPrjVRT2Bogeo7QG4p4vMcA1AmHHZ+vJxaICxPHdL9kTN72gbyagwYojfmwwlFxjhneoW5mkUVgqy8PHSQX91ASYK+vhdK+9u9X1BsqAobnLe6+58RRdo77EvOs+Hf9YZXxfd1eeXa1cIOjI70u5bfK1bSae4M1rR5+fFqpnH1teiYDUP20ymrt+XR26f0aBqEeHhkubM7YiyNTs5FU6fKemdN1tT8ZmeX66FNH7nEXXAdbg2Gck60kIVNlOjdNvkNyH89UVBcB977LFG+7aeGH78x388OHPmTPDhD3+4MXzw4cOHDx8+fPjw4ePUIbh1vPOd7wx++qd/+v/qGOByjgdjgyZpCaxBPjDIkHA5sPDTqCwjjML5yx0uruYfMRqLlSi4fZo7iBUQVqfJiJu7h+IH1ENW3nlsVitA2zRXEmiPIE68XDFSLhvLVyySoiMfk+xYPhxWzOAzaiSvnJQGJQbqZyRhXA7ZLq8AzwzMCro8UJJNB4lZ0aLtkqniA6L9GQkUNJZX6MNxy6UqBoXh+qVhatpXI8PSjmO6l2SenMh1mx4Qj2ivJDTu0QFJFb29JA6SXsVCduq1wWvN9o38jWb7dPG07PtaRX/LN7nhGeP6wI9trjOj60wXLO1yteigSeHaoihFyijtuLAoqJZZ4wwFuKxojyxsxxHQDvRDIB1oexk7zR95g0rdqIteifwSPw8AGSJ1p/scX7Pw7ZzjlmkPPytx0GNID0GiTp0rG2SW78V80OYwSzrQtbQI/vv/qNu1RuFDQSDBRdNjFhzUFxKSy7qcEPfzTEj9QnPZsRWkoodzJtkdcP4YGcuSrHNuzHdom2w366DnkvGYc1sf0c+jDe/UAs1BuGMzH+tjuu/LC7qn5rJGpUFsxzHNx2nFaIwCZYFEob8sI0aZyq5EUjpODYoOrvDnQ8qAnJ21Sjy7BXFwdyPa3rGma3n7rB2X8yEhR59NPmuQ8WzKGbq9dhxhbGH+AR9dZKO0pBgeYejIIQr5s93VpRKKRKPKQgjKV1rkFvOpbiMcT9BejCfsoi4T7yF3jhWUXiOu/F6TTEh1MqLmnhPjB+9P3RbyTgAnFfJeqt6hg9hWXeROskyQsOJsBsa7lvrDmEf2FtmM3qwjZC/RnvwuxTPVx9XvZH19moOLtnbRWdTRaORa8+7biw9s1lMh/ZAQy6e5yThv+AtMqeYxyOgtrtI8tm7kI0P5rqP5125mTN7tmrPNn8uHufneAzQWCHsdFwKqQTkXk5zg5Zjmjp14pyMThixap99pSrWWhv1SRHB9+PDh43RFGBTNy9grt/jw4eO0RnhLzWNfNAT3tyKw+gHCA2RHUAyNOGG1CjQEoIhWHFgxWjEsenlIegWJFZXL2xPDAsXbEf4jKjEZbdEreyBW4EEJcguUUq/0eJWKlZagxqMuSgW+KrhD4HaGM7UPRBNQPY7iZRYY12MBgtdA+8D3QdtrdAEIBPiwg9nAtGe6TjtoWjhlXmQ07Kg9gHME9QCs2rGS1eik8LIZsQaHFv0AvEH9u9VsZRQTwB3SlesQs394TdWidwVEq7kQ0iq1jq1wy/Bpj4tjgzxdqahivo51te5VnEhy2maHXYUEoL3g0qUbxVtiEEC4mNw/gUbrDINwtcFp5vUu0BGg/8YMAF0ise2LSnqTAeG+K8gr+LUq+9JBmiIHeVWfl+MxoiCoiObrcp8T8XWHiwskxhwXY6NHlQFoz3RYBe94pAo+9XQYLOt5ArsoDwMg6SsmNx6Wh4Z3eiFp+wj2WQ6XhjMr40DNIy6CDyRFI9fgzUs/guoBZ1yiHTWOmGMuyAxzOgXx0YXirPhRTkszJhYFqUgYviKfG8gMELM0TjuobLqVmusGF1A43RoJc7jc85KR2AEhsXWc3yUVk9+R/I5mO1sRB/Btw7e1N8NDfhNRB/3s6rMmyxNoafbM9pfkODFjAoowur2E3+5w+nUAgROUEgo4GsHEeEFfgKGAQuRkXx6HLq9UnonKQolaDs+xeN+JaozKUMo9SAKky413DS3kelEjosaaq5YgiCu/n7WKkIuEuqYY+vNAQtGu4IlqxDSpEoPYQw1AsiSa0iliA6XlE2OuUEYPUt8gqRV7/Tqk/VyVIJ3V6kGUXTRbo5c4D7K/uC9RsQlV+3MXH28VzTz2xMdoHgPCrDn6UqfkXI7uo/gesMyWJlvjPlf9Dt9NKbuyHWyb5yvjT2UD5Jk7/Zn/+KbDI7g+fPjwcYOolQfP7VcBv5d8+PDh4/TOY0lwS8Spvk1ws4BKCcqpeEedylas0LDC1XZvDDTIiiJyVouaH8bVflLhDI6M4lK52ndATLD60SsX4QQzuisVrXxLRhfTsWUUDg5WhVyRrFd30G0VO0XF5cEqydWdFJ6kWjnj2NAHlOtklGU0bMl+4C4D5RPuLaPmGiEV7WG+B0HgNDcN+r98gUC98bNetctKkJFloD9ASIU3po4D5BtcXKkyrvmTOfEnH9omhYS3xm9ttncN7+qcG9d+MaJq78+PCbl9NXrVVF0bbWBw0ZgXKSjq5arDo5LMArQ6p+rcx5YjKAgHI6YaGRXEhXm78iwxfoqesQarTQfZMOhP7KAP+IxaegMJcy02hZOoEUx0E/zK4WvqfSWbg3EfOveilvQYR4IUQdmBMzg6O1BTbeu+X2sRR3kobVcsVXuyjip0hNHWQDeuVVRFXMfhiNDdaxP63XqzNlxxPdfguaC2AONR9FabDwZGHUXmGM4E6OOJGgerE4DvDT6wUZrg5w5t8XLfXoueA/FM58Xc1CWgarqO5ZQRn2lqbJeR3dLzMZBWjBHcCyyqX0laLfVPB582qhQPhTROx1mbqXlw86DR5byYXjQIu77v4Vma0NJDtp2+mlk7YzXmNC/ToFegdivXKMmgYOpHM+ricRcBFpq2k/Vw5kczpjGOGOHVf5NsIY8V8PSNUg/mGAeN7LNMlXHI7xStxiDH42NLW/E9oU5Bv9/wnkRfELUQc2qbMRSda2iuq2eC343TsVHWQBW/5gq7x8ezFOte1fjuO0qsehVyqrmtps3QRnqO7aljkfcXv281gitcb57/8J0Ec1agan2ADtfHq+exMqyCMmoRXKPIwu8MV2VCtGnV9wrYfR/EB0ZdBTrcWt0JtQ5QFQK/WY95uSduU+Ew93DU30x4BNeHDx8+fPjw4cPHTRX+C64PHz58+PDhw4ePmypON0UBqX+Q8Dn1rVMkIjANCRek6J3CFVPUUDifRQqC03X6d5K+d1MPCvYX0XBON4zCUUfUGAYCrlySpEqUwLSQ5GGFCoJ+3E2J4RrcdjDkdkVXoAPTZrPedG2ESU+9TQtzrQlSRdpIAHSGZJBYW1ZuIy1CDokTkWOBTJo2wOB/Dqe2AA1Wf7rtJW0KoWy+B+kryiYYKQ9QRkYx0yxUJuS+/L5m+77F+5rtwwUVmY2mtO/FitKddVwuSAbl0zmlTZ+tnjUpMSPWzXJJ4SI0gtz5KjeFZUaai1NQoHXolJjIFzlFVejvWt4IhXNoN9kXZiA6/Rnb5+4WQxqKRuRQHWJrqUwftPckZg4ONUdfh5uOFRoKrJvVOWVuwPU6hi999ykyaSiyUM9qU8TBk8+HwbxOmo1CoUOh4LGOUUp9ITtm++UBFRO+kJJc2CRv7XIPK6IovHJAafbVkFJ9+YhuIB22cwPaTVL13E9BzeEfTHuuk7V5pmvlDgBpM5EMZAtoHENLvqGwCQWTSE2O8paKlC7pb6uU7mEWzUwKXEvd4b6EgsOmFaAo6MIkEbfnzgL5IxTTotisjs9mVDB2IaJCvklFbX02bSvHRkv64H0JjeWPLj9q3xvot3VQnZwU5wklJ+wa5UjxF2/EmAH0NTV/Qp4R/UoKmNWc3aEDYF7HXKiGgUtXcqk4upg43mZZqcO8V3bO0Ov4emTrUJJ0CMUHxWF436l5DhKZKHLG+0zmNBRQKqqLSB0yTUDbbMvvuNO6hhS60Bq0ObzrpSAPc456F8hzQDuCSQCqgmojMW/A/CtsyC5u2Nmn6Bo9XNeqFx/XphRO4ZpIsHFfiBQND1J+m+OomceWeR7UXyM60ovqXB3jDU0f4rF4GHIh7YBoPpfHlzsyYXi/wj57ns2tKY/+/oF/ut2sp8/f9F9wffjw4eMLEVkeBi9eDG1lsg8fPnycwnksU2DdzRyn+gsuVmBibABFIFUUhZUiVkqDZHAiMoqVC9AFII+wzQRZWqOoghC6qzn6pQnIlaAIxRDG+eRYZep76Pwsykf9DBNNVpfVEVAAkPFVgRtW2iKBwtJH2SbriO7HC77vcWUMBLC6gzyRaWMUMXBhBhBIGEnUsUk3Fq0b8XajEAiUsDOCg3OJ1SyjS33i40mWmOIbI8mCxSZf+lZCMl97cat4f+8x2a3es7qn2V4YXjAFK0Bp63gpe6nZPp2SocPV8qoh12tUulrwvxmMwvNHm+mCSaAIIOtHi8gUC/UiQpEjh6fFuqWx+jMWpqjDQbAE/XWKAnQ7SnEmF3MZYXQBH/hzqOvk4xrkPnQMCq4jAN/WsFhUSQpXFFLh3icyNH1W1/GsDG47EwSvHZdBXoStEQmPaf258WZsCpzWKT33K0ErD/dCRqjutcU1I+YPFBnyWabwsrIIM0w29L1gC8tbmHig/xsDD/SNWWmzMDxG6Aferu0z3VTK2xN+Dhkd9ygiG+NROeogNJiHyyOLmgo6pAwpIOslfY77u1hpq+e+CCmV9Lnic832geKBZntWaX+hDwxXQ4MaQm4NfU+/F8Qqm6eCeNMtOHaLnKtZZVBEI0zPcnqSNWCbbWOLze8fke+CHTrQNjUwpdAJ0nnc1iKv2DpJS//EOTEnCOKsbWMhZxY4BVQaYXfeeTJHuNlNZRgSbfHvjhz5QRUuMimmSvzO0eNOCpVC+w7TtrKbcmPeD8hmuNkjc26A55w1wb3oNuoArnjMGgxF25wgfdZ7333H7Pk+KpJrPB+IpBb3zUjdlxT5DWgee/VKPc7Ddg5Q/RnfbdwMufTLesiXNOgPSioqe6l6yWSDXh3Re1H37YshZTmvpTTnHS+PbWamJ3PQ3yRv/su55+D68OHDxw1iOg6Cdz1SNlsfPnz4OI0xvcXmsVON4ArniVcuQO00kueu0oSf4sp3aPmJ0q6cgYJo9AcrRdeOUfNexDqXf4fjY6UvFrvqHoCsunwawxOC7BKvCjVnsMMlwzUw90nMEdRngBpmy8wgGUByTFvhn0Sza/mgQBy17AlW/cxRwzkHo0GHgyxi84xggVepUWpBFRhVg7SSK0qu0QnYb+LZiWyQQjLBxdzKCe6YDejmzkckHq9tBscRff7KiNC4z8SfabYfLYjPV8fL2cvNdpWtLDrtyGbRH2mT5qm5Tlk1qz7iym3hORvrTkgTgeOHPtvD4XIRTHDc+mR+RJqKnweeN/qrlm4ZV2ODLFejqoOQiSxY5LQJkjEK9cI+rtGD9A1DFY6tsQtQpbJHNsnhhIu4uMosAIWr963bLi6SIC7CVvpOtecwH5q+i+tOg65M2Bsp2TYfbA6sHCDLjmmzmmDXSioNWZMPSEvzOe78IpwPS2oeK0XWlWECuhQPrEC8rjWI1halEx5jD2cPfQHPBcYx2rwBx8Z9itEB9xGYjuhsG9A6tCt46cYMhDmxb8TUrk9GTxrDhzqma4JPLxYXDcot892Rmo+ZCz/Y5ozfhK+Pp494rjijQ8doB/Ue4LarsSHIKkArvgVjaOMg1O54NJxFfEwonpW5XkGgtf3u0qKyog5Z9XC6Ie0I+2A1ht2QLAIshdV7CO8vyXhCggp8W+PWEpgMhWQq1OWJaQWQSdRs8PveIOz8Ht8UG4sSQupP1+HgXYesFrjN4CtrnjKyltxuup+3t2IRW3d7QzQSjwgyXjpRBslL7jti4oTsZ6AyJ5iveB6j/7rGQHSrtiZDMhNqzK+qlXm3v1i82GwvR5c7MmGD4cDUoMDkZh2vO/JjLgWsF+nu4aufFB7B9eHDhw8fPnz48HFTxalGcIXrA3QWqyP1DX8UjQwKC4QDlcK6etPlBQqyA8HpHvFoWX2gklFzESuLJgqazCsuLa4MBAbnQuW0rM7UWgRC1cK3BK+WEThdbYo2GQwG1uCCq5f1ahjIKqxgYdSgEQT8G9ynVgi/hzPjoAq4J+FxqeXVIBtYrhLft+YDro/WZsUcj2Jzv7rtBVnk68XzguHBOFQ5Gm6unZRKp8+tCa2dpq3/7NWQeLSfHpMywuvh6832ieKJZvvqpuUcbfKN4SlJlTWjq5r/XK5Ki6ZxHxP0R1lJoyrdRcYNco1VN/oW2hgC9Yp7LHyy0kGTepBRqBHgM4KqcR8EuljHqKIxN4kIjpuP5t3MCpA7R0he0CmNsPM14xzgIPchzYJCoi84iLCpQnZ5xZLuaI/Xqo3w/YdFUIRhq5CiFUZghxlT39outg06/3JByH4dL0aEeCxWCyOYjuePanuD4nMTw4gkWXTROag6iFoMI9ZG3QUZJB5bbjtohRWxEIbNMvqRMtfA38BXlHHJNQwaoRkuh8ZCFkgQjGI0ijg8GvbeA+Z3PY6QLViOqIDg07NPd2osto/pebyUE1/wcn7ZIPaat4n5Eeg2lG+AJmqONBQw8Dt5t8DOV3fxY8tXRlvh/o3dKaPcwnVV1syd8QJzHn6GyS6je9tKweEoMkijIOA9tSsu91PerUoZQVQIgJZi37InY3PI7bmyvPw+5YEOWhl2+5w7v6GPYW7U6iZu1T2eocxBqr+fqAjhIM8msws0turh8EPlwkFuERrd70Vz7fRj0HtXIci1uS10zYMLZdaHCZVSiUZFq/7PGLMYviCMX7TFslia9zn9MTBzG9QT8MzwXjPflRzjn97rexPhEVwfPnz4uEHU360OjsNA16T68OHDx6mcx8rglohTjeD68OHDxxciFqsw+NAnQ6u568OHDx+ncB4rlrfGPHaqv+Ai5SlyRJwaMLIfSJcglYg7jmx63qQlOJUOgj3geJOOBBEeKWVODWsZEaQ7kGIUORZODZnUCKc+pHAEGf+0x+hhyimsAf+OswGSBlFFTMk4sfeLNI9Kic1mM/O71SVKO6RVamXYVIoqX3PbT2whgBbzl3QK0kicEkWqcTxsaQJI77le5ZLKqv92NTamGJMtSoGf36VisK14q0tR4OeyWRFtYFEsOj0f94T0maQR0zbN9Vr4WrN9ekjSX9diKhi6klOx2XrVCunPV60AfR2jwcikO2GgoX3Q8VxAb9DpOAl+zijeEFmrntSRSL4hBQgJGZU+QzpYCiYhpdVj3oBAH3YLSjTlY1gOTcpMqC+qYE4yiE46DH3DpOKcnJRLSeqT+XFTjfJ3XWSn5ZtUX9FpcilEQ4EojFOQBlSFTlusybS3Jk2p4YLaYbOhZ/pKRaYOzb9j+vdiSv2x4hcOUtfJTtKhfODZZZOsUxyDaQdGHig0kesb9NBYOIWOAjTIkekiM1yPzH04XNEeUNKRUPHjdD5oA0aSkBcIq83KFJ5KQZJSHwPtCQV3KNoUSoXqIzLe+TgYn48nj7fXGQ/MXJCuU3NNmto1uEz7jo7oXrZKerZbky0j+deca0jn2sw2ps0xto1sFMYq1xZCskun/qUoE5QBeLcgBa0E96UYDCldLopMzjJFYaqK145RDRjY4kK+Tv2OQduCzoL53cwJoDRh/LmSVjrbAenJlZPWbzUv23DS8UIx0MfDaw1thM+H3dQ/KDTo9+572MhpgVKAQjTMJ3wefVzQ3sS0wqEq9EWf1Nv1QlL0zrxmim+lUsyZowNVOMZ0NqEoolC5R1JMCp2d94GhCeCUvA+kT0HzAbVJF5nhOiH9Gc6vI3uH+wYNs684+k2Epyj48OHDxw1iZ1YF/6+vLputDx8+fJzqeWzr1pjHTjWCK5IgKL7h1YSsnBUKIHI/KPTi1TDkRfRqRlYLjjSIlhgSOSLneH1FVvgdiNhivamE2kUSBkgG6rCYqI8iMX2dME7AZ3HfuhhOVkBAd7kYxRSOsY3fdEZFVZspW/Qed1etIrfE5hdYGULMWdtyolBMkBZWBZPiCyVCHu9Y9EjQKbVY246oSOTchorA7lzd2WzvmZD5wtasPSBQXqA/64wQl6sFFYtdmbWi+/gbxPaTJQ2LoyGrkdefi+lzV4OrRuoEKFC6aSXPpE1QKJfkRhZNI8MoMpPiR0Z0RMpJy92wpA7aUVAfLZ8DVLJyEEjuV8YcxCmqlL5bdVfKyCzAxhiIrQj/j9rnjmteD9fGWMDYXDqIIMawSOr1mC2ItBCQhLBry9lBHQor4aSzG4L+YKzh3LrNVbFJWNUjof5fKIiHtssd59QmZ1dkLjBZU4bhKD0y0nJ1LBnSquY8dueFRVcP1BjmL9VSxNRjnQmUCgUcuDdYpCIbQwe3bSXFQJj2lLxTkiRGFg5orTaOQDEq9oUdL8YBrLQ1aobiqnzJmaB1bKS7zBxb2vkN/R6ZEbowe095lpuiFyOZhuwGX9ZwREh7sq2KP7mga+vSljGO2FrSz4vdRef5XB1eNfeNd4+WaEMBGp4PEHJtaCNmF+P+fqqfezJMbNuAQoOEihruWZGZ7JAU63Ef0SYOgvA5GRWN9Ek7lg7y15N9kjHlzDGCoqoCNxwHc45bQKbnd7QnPiNyZuo6gS7ivYt5WGyXe4xIkFkQxLXHqtjIM2qUt2f+EGTyOrJgvaiu8yuNZGKcSpE1UE/uA5We62CKxfNYVNVzWGtYo8M19+gzsEAAvRaZNhTkc/G5kTyFRTIMe3gc67leZCjbiufOub1MmA8fPnz48OHDh49bNk41git8G3ASGSECN0ZzOGX1wEgjJIf0qhWLBrFL5S2QBG1MgNUHjgP0R/N0scIFKodVZ98iDugHVlQirYPLU/RFEexmRAKrWOEPaW4viz+LmDkjG1pyZl0y0lZmxpJPVu1a3Bv2kSu+hiO+mR3Lt6Fdc9M2QCnF5hjSQ0qQXDhBG/rMLGmF2u8e391s37F5R7M9V50zckzTbNqRhwO6NMrp53VB9zqHN66SFrqYkQD8GxGJxV9OSEaojs2EeXsx9YFiURghfFh41jEcDI1tIVA12FJq6S8IcON5CPKIttGcRJh+wLKVOXTamtnlY7ur8CIuuugkpG8SB4FW8M+AD7xf7DfbnXLHcB+PqhbtXo/X1pKaMx9aYsflCLsov7HARbZB6OkWwdUyMxiXGBsipYOsCXMK9d+Ez1dZxL2Pc1tnH2qjB6A107ztc1sZZxDgeF1Sv7qSXDEi6M1tpqkxKwnXoeHBFqv2OSE7INfC/UA/S/RH4SkOrKSgtoKVbA5bnwpHlpvGCNYv7JyD5xOuFEea51YxemDZLTEJ0Gg8MgyuMQHXGqAdNGcb9wBUR+QGx+1xJ+wQIf2eM0waPcUYrab2uQNt0nPNYJ8acC8nPvX4mCDR8/l5g9ZrCcFVuTL83GE4NPNrc8qUTppNGU1dWHTLZCEKJ/uCd4wyE0KWCPUY0SQyqBkQcp0dE3lNmEvQkDayldmcr+/YSl/pmpVWZbA0yK3w1VUmUZBQIK3I2AC5VYeFKQT6oRzHvKotCo/jggOKWgYdeK/J+wfoqvoOIJKBQDzVnKXvzXyef4cMrUZpZd5wDWjepNGDi1bqn93vHObZOGhv5WRy63dIWYYtim0egL1XeXb6eKhPQjaA5wfUACSbdv6WfsZzh3y/0O8t2Tmwx3Usjjt2yTcIz8H14cOHDx8+fPjwcVPFqUZwwTXBigzIlqBDuqoc/FRepWoLTrWz5dJg1Qo7QMUrEf5s6IhzK1RlmkyNML1bQdoXQLukKhjInr5OrvIHL05sJAEmKYWE4dbQILdAEHTFbLpKLUcW1bWMCmhEXBAYLI0chFmjaWLxF9tVGAwQtB2pVP8ypwzHvTsi1LaOx6aPNdtH14/SvUVDaw2qKrtxzWejswbJGRdWhF+34/kVoTPPhc91BOoXo4VRaiiOC2N7KaYLyoIQyBu2yCZojrgIbUfOChuC1wrZEQQPfDBHRNyg+0DfeXWP4xkOrlBvLZIr/HRlBTspCCHbqwjRmm0I7ZqWU5MpqOM4og6aJZmxyHQRBv07INYw4tAIpmt1Lfa+jhi4/reL5MpMp4cekFsof2DTY+M9Pw6DX/r1MFjzWZOCPjwqWx7oLJ8Za2aIzV8aXDK8W83DlufC7SccVcXPxz7g+8IEQvdPRLWgG8yizHDjNFoiVfqM9mGcCzLMXHSNxmLugwXnsGgnGXweqjYw+MAcoxFMgHHoW4MxI27lpmsz7iD2Mp8gQ6VoxeD+g48oVsWqbwgnniu8pyPqu+dHNO7PpefafTn7ElB3D3aSHYPcYozXsVXQnPDG8g3zDNIBXWAyUxzkYWEQdXCRdUYNBg/I3gBhRK2E4YEuSovynuGxstOdPyS7CMo1I/jR2cgcqwmmiwsHt5UnOHH+EDSwJ5PYgrA2GyOIne6fQBvB0eT7N3ay4KrzgZA5xNiFkkcdy2xp509kydCvFHLtIoh4D+Pc2kBC3vmOYY6ej13VhOshuH1oLu5Pal/UHCrzAfoSv7el3SN1oNDOY8tFbVYTttmVsAcldmo0zLWiLgnzKzcLMhKi8KTmdC5bkflMVBU04g0FH0fhRrdp3/x8UngE14cPHz5uEFUVBst12Gx9+PDh4zRGdYvNY6cawQVfDUiG1mtFiF1d6KwOeWWLaklzHCBYsM3kla/YKmqEpXKQM7USzfLMIAbDZGgqZw2nJXYqDF09T3DgNK8Qen6o/ORr0nqOQC6xikpHaQelEatNRkjQZoNtWhUPFSSczlODuIYT2g4r1vzMWu4TtDiFfwRUjQcX9Cibc6UDw0ndHew229GsXYlfCC802/143/B8DrcOm+3FwcX2eIwMHeeEJu4Ve5aDzDwvzfc8U50xCJdUIqu2nh8Td3d3Sdc32bAdbdRyeq+kBH9cXF801scLJjSa586omfCV+XkDpdSIVkcJAX1aHQ/PXlAf6B5iVa8scF01AvdeNYLrKi2A8whEfD9nIp/mWjH3eB0R2rWuWtTLaEprVBboNFb9mu8FbqJjyW14aVjd4/AA9XE4hUAJao7P9yAwmAu2plHwlvuq4JmXk2C1CYNZMOtYUgLtBBfvMKF+eRgdmsyF5vfLNYBzzUNNo18Yw/kiN+oponGtEFBBsHMnI6B4hoLKuWi3g8AZTXBU3MPyehx2dHqByiGDhvlI85SX4dJWek+d7EEP1w5ZLcxL6CsYy7q+AccVBEmLhpT2HqZDuq5HU8oI3b++v72nlO7plYD0itPd1HA7we1v9k3YmrqiMZGsE5uFUAAhNKFF+YMTSdWxmhNYWQPPEH1F1Ci0hnfmjIVtO877NOF56LaZESi5XFNqD4zmCnLIfcNwUE/IRGKe0sio7IupCzxgZLD0nAgUz+Fo6vlIamq4f2qrcGMdr+ovwA9Fxk7QVV2zovjNus1Ey17XEYATzm08CAcdxZKT2qhPD7dvXyCsOLamn4p6ksNJ7WRZg7bGZzjNm3nsyeMqWK1bNRhzHc73C7fmQf+tY6fO86HJOOcO95bR8Y5+suoPuCfcv57jXW3z64VHcH348OHjBjFIguCO82Wz9eHDh4/TGINbbB7zX3B9+PDhw4cPHz583FRxqr/Hw/oVKXSkEbTMDdLjoCKIZBWnffS+IijOf5NChagrCC1yTCy+D/K5ltQScnxuU2y95HZkFVh2yjWv0MVbIusT2fRcts66BG/+PAjpuN5opVItjnUwirdGE049quyPSH7wpSe7iaFjJGppiFS/pERZukckQFRqaJ1Q+no8ppR3MaFryrbanPrRjKSoXllQ2nBVEWv9KKLfX01IrkfTSe5fcNqRL+twQOniSyMq/Kljm/OEt6W3NdudMRWU3DG9o23zOR1gdUDnPJedM1aYoCM07TcfGmtM9DEUnehlpaSWkRZG7SIXExiyfdRvz6nTS+i7YluND4Gpo0TY5RycApbjYKPSQkgBorgKh12H6w6NZRZS+n4drI2FrbZvRHpZRNwdS0pTSIN7QUoV6XZRt1LjCKfgj8txXIkxLRfEKXoRmFfjEimz+hwRF5WNy0jG3A708VQxFSTojoIj00/NXOMUXoo8FmT4QJOp99mxqeTRksZlOlWpUOwPp2uW2UNhR58tOD8eoXphDtMmMLC3lZRw0qVriTwY/y1ljsq4HHdk8UR+iYvqhBYFSUUt28iBfgMJKBGXV4V40raQOOKiz8GmnbxQ7DidEDVhZ0PP7nxGRWZ3L9uC1p0VF5Wt6B5em5BVd5qnnetE+nc8oX2TBc+JR7bQT1MTxrOxMe/QRjFI5eL9JlQ0vm9thy6UAWR72TAC969tl8XClWllYipzjX8+LLuSYqBKcZ/Q/UgoLaAvOKYQxkIc4xv9CNQE0I9U8ZQrJYdxqtPi0v547CgIh3mJohqIJCjLaYopRtg9txQygh6CvsbXoOdj14hCqAI6g+7QyK4nC9b3N1fmUVN48J1GTFf4VSkFu4FqU57346BqjhDV29roga9Lz01oZ9c0Q88LHTlGfo5ogyRXXy1hqMIFquWwNDRBzD/a3tuVZzT34hSgXS88guvDhw8fPnz48OHjpopTjeBiBSrIA684xOa1h7gtdrz4vQJ/hNgMK0xeCckqWYELrk0fJHK0VJUQ/7HagfQIFzVpQXmgE1ihufaZekUqYvUo6oDsVA9KJWLUMFBILXpj0B+Afbxq3SxYumeq0AqWvAESgdUYVmHxOO4cF8Ux1boyRTNafgyFD0BZRgWhVNeSa7LL57LPNdtXpq8YC9h5TIjZLG6F2iclHfDCigrTHp4/bFaIH68+Lvt+avCpZvvS7KVm++D+g812J2vRuTNXzxhEDGYOKC6bLPkG6n9fmxgEa2e4Y1CGo7A1RYBtMQqxZCXNTWMKLfj5AM3vGDU4RSAGcenqnncKsATh6bHlxDkhuu8iL7rPYfwAuZ1Xc4v+6uI5AKxctIOiO730FuMA3C8XqAkKBHtSbfoC0XlkQoDSaMMU2Gzz8TsFeVqIfjMKXnyhCJLFLJilUTCNpiZrpKW5FtXCCP/jmZpiEKfYRorLdHGGcw24b31Ot7gQMoVAPPoQUaeLyDwHZFDQX4W+ikkCPwOR81PPDHMUEF2YWGhzDaC7QGwFuUWGSt0aPicoMgqqUFyjJBmB+AgqueoaHbjW3OEsNFJ35/JWJux8RajuJKOxPFvT3HKxpEzN5WFr2rG1S/18b4cKWQ+zQ/tOUAVQGFPjmCtY+fKOw+NOHxYreryP+opr3F8xipesuu8YMXBBgSc+m/YUYAI5Kx10VmWAxDIeY0u9S91iRRfBRDYTc0IfMor7lkJxda+SxcTHUAfF16KlQmUMIOOpbO/17/UYhemRW3ArxV7qmmXehJyWli3kNnDnZWmXGxSZSTEez/GwSG/+zVXQk3DSW5yXcVbV/HsTNfNYkeZBEoYyHnXm2UWipdCrpxCtTZDFVpYwPNmWXX7mR2hkXSOnoLSnGE/3qxuFR3B9+PDh4waxScPg2ReTIMUC0YcPHz5O6Ty2YbrgzR6nG8HlVaWgm0nPN/yy3863j2cITpfsU9rzaPF5d6WCFdZGQWVAYwWx5eU6Vr4a0QIPFqslWdVA9UijdBBnLpyVNMSX1epJjCL4hoFuG9F9Ac0iw/2CmUGcKdH53dLIOJ0oz6OuAwLUkNgp53z9rXqQyItg5Qa5sPWwhZrfiN8wfE+gxkBIgM7WsbshGa/7lvc127cu39psFyGha5uofU4Ho4Nm+5mtzxjU4+FrD7fHW+ya1fpmszEI0eEhoTbNvzeH9v4ZiQIHaSdUvE1GboWXzfeElbXm7wnPDM8XvFr1LIX3zbxa9Am0q+5HInheOvaZ3A+0RBnabRpODQcTqLlGHrHPIl0YJBcSUZqPDORWROzB6eKsh5GUglRe4owDBXwIqsuooiB7yLhoZNixCUW76izMIKF/bweTYHe7DKqDWVAUodhCL5P2niADJ2g8cynFVEUBuJDQE9SLT4nnrzm4COHE8XVDmk+juoL6AeXn4+hMgLQRNxyyR8JnZBRU/w59IhtnHZ4y2kvMJdgUAs/neN2ik2gLmeci2y/1c3efC9oI871G2vF8IQUFFFpzFoFS4fOQNIT8Fmx5tezd2ZyMYu4uiJ97MSYE92Pxx2Tf1yri5wLVn+5PzT1BJrCOrWrL2DoDaZb+UO8/zc1zgIkFnoXOUMo7C3MAwDIe78OhknhcpEYmC9kjGefq24CL8so4UrbLLdBnawGkr+nvUGU/vxbHM8YhDmIrCKz2Y0B9jPPOAwI4zNrjIdMn1wlpPtTc4Hz6XJhagJqjG6nuCaRTMkHcv3SmxuXV3uhnN/B3yeKorBoyhHtr6rfb623zvskYhdZz8ZXg9WYee+2NqpnH0JcwDk2/wJzpoOR936NElpKfp54fICmIvgi5RMh8iqmKzq6As4221e8tbSByg/BwhA8fPnzcIKbjKvjyd2yCyaQ/1ejDhw8fp2Uem7L+9M0epxrBlWp8VENy5adetYu9J1Z6EK7GzxDc1kL6iV0toXJWmy1glQaER/iBWlibfwdU110VA+ExaApzfMQul/mqGiET8wagx3xcEcvX17ng61wOzGf1k8dqC5XtUkmaYnnW7ptPcmOzK6jpuMsVltUnKq+BAqBal/msdWS7tNocTBgNGmZmNVnHIlkYzjH4cSIOrTh5t21IEeGu9V2m0hTPe3vQWvXujHZMFfzly8Svm1xsebVSTcuI6mJF13LpkNQYDlaEAjd/KxfGqhboGnjBsL2tY5gODaf3KD4ybQck13Ch0NeAZKm+0UFIILqOanWF/sjnIeztIHsGKeLPXyuvmWcJO2pTMc3jEmYQ4P4dxG0bwfREEHp0NeZ099lditoDEBjmAYOjqUXWBRGEcQR/VpvBCNrN4wa8Pl0BPMn5mQ0mwaisgu18O4jyJEjjtPN8kBUACiGV5471qB6j4LJCmN59XgZFXVgFAlitmufuoC0u303HgCFRaZOia/WNvwknjudPjVLpqv7m1KvK8P50lqwcW+QWyKPM0yp1CoQHCD4+C2tSw2uEVejI6f+sZGL43SwOkw/ZiGTJfVDr5fMtnR+eNzxlzPcvjl6UXY+mNGavxGTwMq5oMsz36fhnlszfr+edlOadM8EZk+1ZbNOcUcd8TZz1ecrc9aXNAGpzIlcJAGhZvB93DG2Kq3yD7EmDLKHM2Rqhc1RckJmTrIfKDkr1vrIFpsMpLjtMA3C9jtqBmT9g9cv79mVqxAiJrwdo5QgPt+r2c8luYB7V2QInXI4p2srwih2DGKgp9HGl0VfBVZX+fgMEV5BQPHJ9X5w5gaLPvYt7my1MaI7ZMr2O17PXm+1r5WEzj0XBpvmeJMpQ+jJwDpffrDLDHXtmcGUx1yX6QmlTjO2YR7ZOW0TLHA+jGmy10UNPncJJ4RFcHz58+PDhw4cPHzdVnGoE19VeE0RT864c61OgNKKzplYDm8qWmmOVhc/oimRZgTLvRhQT1OpNNHcZWRSukyz8ym7lKHiWDvfGVW3gm7PWvKiyV9xJ4QWB6+ZW0GreDPO5cJ/C+2HEpE+3EmgCrlcjT7JSQyUonxv8QGMXDC1SRo2HIcFIxbBbKQ1OFZAD/F5zEu9YkYbtTkrobDpm/UpOMUMTUVf5L4+IT7l6naDlwbxFBqH3ul7TdrWhfa5VhGguY8XFjFs0RnOwYf8JjqpehQPJFfQMz1Jz3hzeGvqVyRr02Cqa7IS2yHVW5m7/1LMDKsKxMj8MD42+8nbYIuLb1bbhNIJXOitalQtkNaSqnu8FCEdWtPwx10JWEB5GZDR/DG0t6glAKBgF1RbAUnGOOYH7slS4KyWNWVXj0VXT9vV/QIwOkhaVXlZLWwUf2DlB6/XK36BG4dhr6kyIWGmvYotGq3FZ7VTmHuS4uF9dOJ5a5BWIO6yVtSWqILc8lgWlUlkiIHlSl8CZNHD5NVIm4xnuvpiHgdSofXHtboZBEDjNwQ1s/0aGwFS0QxOWh18y4XHJF6Otf9Efa91jzRU/Ozxr1GR0BgG6utBBxjiHtXgdW8Mty21ldQqtXAElmtnM6klnq8xm1vQ7sLDPKT7brWYPqIQhyI9yq5sOfV3Fc0R2EZlEjGFkY+iDuBXHZh5Ibs87xhUK6H2v4fDQo+fnbnToXS1r7iPgF2tdV4xv6LtL/QWuRV2CWy/jopg6cyG1C1AoctQU9LyJeVK+q7xJq16MP9G8VcpDsyH1j70JzbP3JPc02+2C5t9F1r6HkAk9ql5q5rFxEAZZEIlGd5+ChvrFiSEqTVD6ALKrnpWLEiMDBX1rXW8ATek0tJrxuobAvBNvEB7B9eHDh48bRFWGwWoVNVsfPnz4OM3zWHmLlBKcagTXhw8fPr4QsVzGwUc/shMkiv/ow4cPH6dxHlsslBD+TRyn+guupObD/iIc/TdJc7Sed11TCE45uPJBUhCh0z3g11ec5hHNpnYXXAfSXEhrimi2tiPltKbQIFInhadTd440imsjqC31kGqSc4269AjQOEBRgASU0BGUjIqkh5GeYSH4ZM0pmK2iW1gAGginBof7bNl3UHZFyJGa5fSxEZ3nggnIjCA1hGKmB3MyaKjjnqN7TCEbCO7LAaWRXyhfkH1fOKZ/X7lGRSLlmo77fPi87IOiOqS3cJxVzifQmW+mUIhkTUn3ux9QqnKatxSFUTYyfQ59BWkcXTgnqXicq7CFWc2fGGEElUAMD1yJMV1UhvEC6kzcTQGLID+3+byYm6I9nbqD8Pg65kmUL08bcYikFu8jJgt8EZBU0/0ZW6TrxGJaF7dg6EImDbQlFEKpXUfRyBxvUk1MkYaWddotdo0gPwxIhC6j03Tc9pLGl1NXJ0q0idD6sJu6FfoSj7VBOjBjThdgSbqvPGHeU2lYtBuOW3FlNeS+mnNPLCVJikvXqkCW+wnmNwjpg86g2wjFdNJvMLeAFdLW7HXkD5M0OXE+lr7AbY+5QtPVIM2F53t7eHuzHQ24H0yV/TAXGh7H9LxnUy7cmdHPy72WkiTFWpzivzO70xQ8DsbK6IEt0tHmi3zRoceVO867gJs6XseGSmLE/fFOAK1j0qUJhNv8twP+zCK0hczqvSlti8PAZEPRI9pXnpPVQJMrlLBDwXOkOM07Bu81pvSIPbwKoWlBgg+f5cIlXZyMbzkwhMK8LHQ6XUTNNBWRIcsdao6iNIqcokOz0MYFrkwhPtNns94XQv2DkUIPBRDvv3HExkLljrl2Pf9hHns9oKIzeXQ931vk56Bb6IU5xJVblX6oLeHxDoKUmLtVD0DkwdxCPXV9mpJ3o/AUBR8+fPi4QUxnefC+r7oSzGb2herDhw8fp20e29q6NTgKyc1w9VhtCbJT9qwGmSSPAAqoVwNYXcmKHDZ9EF/XdqS8AhebXDmh+iejFC6KKqhCz6pJSNqJXTlqC0uxKawskR32ttocQKTUIJYPBEUbPfA/h1sEH22NtswKa7ls0Yp8LsrvBinBKmwwUtUssA7mVT+kuiZnacW5mrQ6YdmCrRG3GMnco3tJh2nHmhBeGkA7H8geaLbvXL9T9t05plXsleCKMYN4pSKb349tWqH2zx9/vtku1gvTj2AbrNsYz0lsWPF8NFKCIiDul0AglvmyI4KNNgK6hHOiKGE0ZMhdFV6J5Ayv5nXxoxQ7Ap1jZFwk5NTKGFkBl7Qv/VRLvgG5R1ELywYtokUXteDCFAiRQ/oOklt1DMdDYzIgBh9A55RclCv55RaValRDDF2AfLBJiaAt6l7xO9hfAt04k7WyTkB1l+FhUAxWwWGUB/MwluIMg7yp4k4jS+Qgkfrcgrjzc5NCLVWkIQWYQGd5iBnpHNiBA53iOUvaTnVQtB9QoWLKtqmjpCMQL/MHj2ExgVHImfQNRoCLSWGKmPAZg4wlTuGpKyqvCtJcRA+FWTCdMHM+T43YV7fj2YoKxL4s/7Jm+3BJRi5fEXxFp/jzWnTNILh3D8joYTFcdOQlUdh0JqV+kx3Sda3ilRkPOgNwNb/abC9tSGbwMGqNYsRMY4uf4bGVh9PInEjoRRbBRZGu7iP5Dj8HOBKvrBSczti4qFu4CTvvDckqpg6K12NZ2ymugoC/UwTOv7THAyqtLbTXjjGIUwSmx1q5Ks21Q5oPmS8xOlGfEwMERrclK6rmeXknCIzZ/k3Ozf1a3utOcdmNZMKkfRw5LlO0iuJjyDEGXPhaquPwd5lluGjmsaoqGx4ujm9s2XmOlIyUg87qfdz7kM9oKS8UzvJYx3VDYlT3KTGLQfa4LzN+A9Rbh0dwffjw4cOHDx8+fNxUcaoRXKA9sIYUaRzIwahv+0BR3VWmlhjCKgHHAToHBErzudzjCCdVo2GQsXK4rK6toD4OFmWCuGGF1GPHKtwVoTPxzwogxHFE9iTuEXNnlEfkgfi6wUXNshYpgXg7mkJMIfj+N0ctoiVSOgsHZWGnWoiS1zGZElIWz9iqdpJaro86NwwTLqwuNNv35u9ttncdkamDlt2CmPsrE0JuPzz8cLN9Yv2E7Hu1JDQFC0MgrZrbiWtH28vKPu22OfoGkAGgssIHVWLpHdMPAaISi9br/gfnV7YzNiAAFFkcYxORBNMIDO4vdJATGCmwdBNdYNA7bpAR0PJjxwNCqd5ISZdor9qzIux1F8itfBuME2Tlr5oInGBYWwMVEZ7lOOogT2L64qC/kApqricZGVmdvZiucytlKSfNTxxWTXttyk2wLqOWB6kTITAtAMceyCMj9hp9EUF0oFLIdvSJzwOoYYk77JOP8i7KW/ajvL2cOEacBTWHCY7aV/pTZKXJtJA7kCOYIMg8N+hmzzBHuZao0nZs2VzHKB71SqoJH1KNTxkbGE9s2Ttct897Z0V97qHVQ832sfFjzfa+6D5jJV7H1ZjmhGzCNRYbi0CmWZtZwjiZrqdmvlytCSI9nLTo7NUNHff1NXEgD9f0t3XaFv0A2UKWRDIByBCouVvmR25i8J8xXvUYRhYvOc9SWFdzw8XtM5DA53sNAQBqAiWWxKTN9pg5D8+bxwaepZ7nJCPgoIMaQUQGFn8DYo2xlxZppx9J1pHnE3mvq7kL0nFiw4v7d5DdPtOGvhAJtRP4un376pDMmDR/2wYwEILM5eWCDIp2+AV7paTsZR1Xs6uSwaufSz0v1v/JPBSebBoj96muXazlwZNGDQEHssl0ofy7fGSPy7U++juYmHtwX0f/0DJhv5nwCK4PHz58+PDhw4ePmypONYLbato7leNqpQeOrPwu7hcoNggmFjOVXSmJakMP2iUrU81TgVVn5axwUSkY9HDonNWTa72qV1JAT+V4jKZha/g0vGodTUcdDll6lVa72ZyQh3Vl7VPFjlejCAx2xPPYcoiXivPFldZoV/BrwPnSaDdsR6NRZBA4XYENVPbcikhkv2P5O5rtl22IUzdYt1yq4xGhiJstutCPTj7abB+PH2+2l1e02tWWuuAZArUDCqQD/UVE7Pn5GwtHXvWLWDVus6+PcHuCy+nyq3VVORAdcPDkuSvRfVEPACKG51V2EZ2OMYrT741QO4wTYNUKVQV+hrryHhaRw+HQcq+jloMLfu6ssmL2i2rRqYKW/sPPCdcAtEqQbKUEIpbUGPaMTmle8U5FSMduSNzbWTnrGB3guVxbrIIPfSwKrqaboAhC4d8Z4XeMAXe8O6onfVx71x5ZV46jLcCDBIJnFGACy1cULiKjsfqepPKexxjE1fFMjcUqt5ervKB55IIo8zwJUwTX8MIgg2znKxmFHqgFXOBkkJh2RDZK92UxrcA9cZ/TGSCYquSb3CBIUGoRhKk+91Zm1EKgppGUibF/1fMSVBPQHgcL4kK+cpGyR3VcHRKStoqYw51Q/1qlbT0C5tBqtzJcUczZhoPLzzuchYanK9RF9Bk1NsR4hJ8hEPc+FE+MjPC+VCieoJI8N4hqjjsOmh8Ca9oB5R5wpfXYKB1eJ59TW2iLbTGPDYxHHBdGH/p9iPtHX8sTa8KgP4/3EfoYMkHa6MJVnxHlEtWZMQ5dLu6bDW0OY2o+1Ht6XlIfvVheNLzxZdnWzlypCM29zPPYtXUaFFForrW9MedHzBdagcdRMsB7EDb0YlxU/241Mc9PFJNYUWQesXe0Vo3icwJl1/d9I96yDo/g+vDhw8cNoijC4OgobrY+fPjwcRqjuMXmsVON4GLVLpwsXkXoVY9YVzq6oFK1jFWdQgiAMAo6gwpNVSkuVYRYkTLi0ldd7PJH5DPaNjV0qowd3pFGilwdP7HUdVbbpqocSBHzsGAHqa9jvVpb7lTcUx0+cFa6WOEyCqLtd8G9Dc4HRmdSKiXVc0JlK9oYK3Jtv7tbEdL29vztzfbd83fTJWWDjuLAYkwnf3bybLN9fErI7cWUVrlZ3NUvhQ1vvsotv1ZpKHb0HKE93KMrLKt9yFnyPa1Qvqy4YpPBxCASaBuoFOi2Ec1kvoa+Clh5PgqVoQtW/0bCAvuEjt2tVhzgMSFcTO4zuH+j18uI6mF1aHivmtsJDdqtkpCxdb42iL2g35pHmjg8dSBaWhGELxmoH54XxpVBkXNCkbdLthlGMoYRqea6Ch4T41Vw7z1ZcPB6EWzSsJ1PNK/WRfNBV4cFqq4EZlRJFA2AroFvqquQneeCz2TDtg8PyoHl/QMZc3S/6xiFI8P7RmYAz1CjnpIlQ5U+35vOfAEBxt/Q5pIBaZ2PW45x3K9bbNRi+PUkxwMfz7E1rmOYD41OLxB8PccextQfL45oDrgWklLCa8lrps3qeDaleSONUpNp2E1oDtoLiK9dx3FwbJQQLsWkjHCpou2Vyy0X8mj/iK5rOzI1AuGR4lZyIwAlln7FzxJ6p3Vsz6jvJmeordbba3P/4Upli8BvhnoC5ghW56g2CsFtCzt401URcLOMLt9f7yvvW4fP2cfXFW1oRqOFV6vSWTL2eU7BGMPzhg2sfjcLCutozfdZPgM5xDjdpJtO/YSr1dr3LujoxEqhDzbqvnvQXcnSIfOh53N+NR6Oqd/l2zbTXKkMx9WAObg5zWOHnyqDzSZs6y1c3Vn9HuP7MXMdMkYY86z+gszJuBh35tmteMsgueBR6/kGFvDg5SKzp98Hvxk+rkdwffjw4eMGMRxWwb1358GQF4g+fPjwcWrnseGtMY/5L7g+fPjw4cOHDx8+bqo41RQFpOogHySFFFomi0n4SI3AWlcI8T32mUgLoKBAJKE0wR60AE6jiEyYSk+IvWGrQm2vTwsxI5XmENYRWkZFpKq4yEQkV7jIA/avOv2EggpJ5+oFHLj3nMZ1JViMFaojZ4R0tKQYVUAAHRQCSUUk3VSwFM4wxUMErlVa+670LmPocKEimbC96Z6hJdRxMKYCjye2SA7saEapwfm1eYdKslpxwcdmY583m3nokGIqPC60jWoipNLQx6Q4hp+PtqV0JeSSKDHPFp8xRUCguKAP6+IQLrIR+S7QF9DmysZZxNaRQi9PsKzWqWWkJZ3iIF20iOe6TKjIYZ7Nu3STfNeaP/Bx1uG6M4ZRDJIm1K6j8cgWZPVYN0qxHWxeue9Ni1bMv0NNgGnJoG2jVUJ9I91aB5vJJkinabCpQjHd0GMD41JSvxgjjsi9nmvQxpI2jXrSu+7cgsPo4ZNx23LzwSBFxqd+PtPSpne5/ZD6NmlQPF+MQxymb45FgR8ktSDXqJlYXAwlVCeWHUMb6eItPDspAkVxFAwq1DhCX0Bxi8yXalqC9NdL45ea7X64b1L3utjolfQVQ525Lb7N2G7j3aDfAZAZu3pM53l5/XKznedtEU12zHbGs4GRpUrzNgWL6xCTBW7f0Yj6/e0RWQzX8Y79d9DfLtDfXpiS7fhzxXN0TYtW+gz0DdCi8E4AhcSYwDg20322vOHEUlLw3PEIjbU9HpVMI06qXtsEQ5IMr3OmbWmKIChCeM6gNmEuE8qOCmlPyOGBXqULRZGyj+z4lHvUVEFQEhwbXh3yXQK0L8jkOdbkpk2uY5Or21Ss0HkKLXdL06eOC6LO1LGJuR8c0zyWD8ogH5ZScGnoU6BD4PvQdYq63DGJfbcznlvr/rqm/np7fLsp2AQd4Y2S5CQ1nQ1WwmhTPTZF8vRNhEdwffjw4cOHDx8+fNxUcaoRXC2lo0MXQEBKCCsLWXn3kLwFsQztKg6rB72ClKUBCkCY2K3P7SJiWLW59nv6OlAUJ8VlXPihZZNc0WesKmGAALkafRzcE1a8Gp1DgReKVlyZFr2v2M/Cdo9tKGEradCa49C2Pa9iIYSujws0BmLxeLZadP+umBDc2wpCU7Yi+ttRQujsImkR3M8kn2m2zw+fN9aYkDfLF0p2hG1hUVSG52zk5iBez6v/jri3XuSW/SgF5Na0ZJMU1XEBjaBTMFLQBRBOUZkg+ArlluInSIk5Av2aoI97EhkeoF49KKI8KyDXTvGaXuXDYhXjZjVcdSxbAYTsBrumHYDEvBK30koogoLEnRi8oOBv0z4LtAXODYQYdrxbYdufRPYvtEWr14ZUfKT7VBplwXNXqqDpKsN2X/18pGgFBRhoa3QDZY4giBXmiMiR39L9CcpPPBcIwqy6ILIOQOmkIG1kMyL0sdJKS/G94HlrCTCRh2PEHgYXRiaL0y/INsjYkORB+5qRuRCFkig2grENyzPpbJtYrKaJlfNTNumDlOf5tS3ANQWDA0K8nq9oTpgw9AUL8HMhPGyD4PXR60aK6aCkjNDdGVn2znIqOqsjHdCDPyhon8OUkKlltjQItEY5i3lhLKthk2zeIXx70Swy8/uj2aOy77u23tVsp8nU2KwfrOhaLpetHCLmt2TM59q3WR1Y2po5hi9C5g81J0rhIeymW3i2+37T44R2NsfrK7YSy3nMp8oYCe9JFJPhemUOVxk69JeT0P5q0v5dsi+Q7eN5SYwfegrB3IJesw/+GfYj2Hre7DWMwLAtu+gl5hAYCeE7gpjmVO11zKeURYgWNI+twjzIh6rIrK/YzblmU4gGkJ3nYEHF+b2jMxx3hzRmHsrIYGUrsIXFT4+eln0XS5pvJzH19Q2/sPV3BZMZuEF4BNeHDx8+bhDrNAyeei5ptj58+PBxquexza0xj51qBFfQQ/BjeGWmEYMOX5c5jhAR7zNQMFaqGv1UchZiccfLG6AqWkheTBZc6SZ8RvEhBY0Cyssr5vaE7T9dDpHY5TGqCp5YHekqNagArCdHg1FXCHsSG+4peFh6ZQm000V0qu2qYzUK5AFcKll9Ymypx4R7gH0qntN21XJ57qzuNHJhkG4Bz/jJwZOy71NbTzXbN0Li96yvsQzVAd3/Jmu5aevNuncVqu9FkAYH3TZyTrhv5oEJ6ot98dy1wYUjii6C4OA/KdQCsmOuHJXhr0GaDogY913wofWSViT0IFnFyCjaXqO0wndF9sFBbXQ7AEVFRgA2mrCU1NcBw4e7sruM7e48bPc9Gh2ZvibIa94jY8f/HGwGBkmYBYS4bQdtf9oL9ww/bT1ad+SINhH3sTAPZuMqWM3zoCzD1i5b8fJdIX5BrcBj1dbcjvlDB71Rdqx4PpCUEpF8IFwaCULTcFthLOt5CUg9xiPmDUFEFdCOjAo4vZAZ1OYiaZqaeVOkg9hC3diXI9GDfV1pKdU/pf85GRD05Xgdd9FzRsmBdmveN9AgCOF/LvycGVfbo7ZvXKxISiyaRhYZ5nPGmZI45P4ISTmxRQU6xvNTc7wF32DmyDiO1BcOdD/0G26jUUVz49nNWdkVNtjnNucMindxSNd/tE1jp455Ojcop/D09536j3qfa/zM4CCMR6iaHCip9AWHZ6uPh3eLzBssSdaHeg5im3V1aw/0dcAG2pVk1Igx2kTmX/BfwWvVqDS/1+TeHKtew0d10FnMgfp7gis1Kug0Z0kgHem2AQLfEcCl1xli1Iwge3GQHtjnG7XHgzRlNKiaeWxzqWzmMZF3VLflvlckI6WQ0847DZkY9FVlmiJW3tHAZHzmgXofBE6WE/bmeI+pWgf9vG4UHsH14cOHjxtE/VL4qi/Lg61WRteHDx8+Tuc8Ng1uiTjVCK4oGUCQGOL7imcI3h9WZkBnXEROH8flnMhKSC0cBP2AwHTa5dWi+hXix1iN4br1ihQrObEnxL64N83tdVbIQGCArmgrR7EsxUKSV9tm5cifE4FooH7gMWlwic8JW1/hBpPraVCMVZUpKrd3bG8DWqFNNrASBAcTtrt3ZHfIPmdLQi62spZHWccz4TPN9uOzj8vvXpkShzPPciNujvaQdlGrT9yvcBS1oHTh8M4YpXSrYnVIdb90K4vWGiFvILYOJ03zDN0MQG9xq9M3RJgfSJFe/WJ5y49BFBwYMTHca/RZINisUoBVua5oB/KNlTqQM4in17EMlgYJgzD4uZR5kKoI+mJ20Yw5IK4Y29qSEvxzjAGoCwyqQdfmFOgA9/9FsTCC/dpSdVxz1sKiQblri8tOeysuq/QfmKvgeffwaiVrxGNYtgpxFftRrjAGIgL0yoyfQWZrAnhOBDqvUV2pQI/sWBZOrro/oPBA/Uw7Htn7hMmGoGoa9UOlPa6FM18yjpQVKjJ0QG/EOAJjESoNPYYZQG51v0QIJ5w5w+AsDrbaToe+cHtGld9HESGh63LdGUdQJUjnLFw/TwwSqY0uoLQgHMxFdxCLOgpMeRgJx/MZFS06NktnBvWdLGgFdndMvMfnM+Ib1zHfWAS3XJaWZ70ddutb2KMCnGGTSSycdyj6NDKT0clZR8lUcj/XJhsYl2JF3cPplXkS7zM2LZFpWD92fgxuphP3rfnkqA9BFgPHF85vXwW/w6vV+7hzNn4WTq/6DtCrBqPnGufYmNNdxR2p4wjaRsB7NQ8rmsfiKijisJNtNJlLtAEQ3J4XjnxfcRReDoN2Dr0Y0Pw9GA7s2OT3zMs5qY1oZYj1kA121t1zm4zdDcIjuD58+PDhw4cPHz5uqvBfcH348OHDhw8fPnzcVHGqKQpIH4B+0ClcUCG/ExUe/oz6jg+I35VAEoFolS6ICpuOREtqQwZJPzPFQeRYkMJUKZeOX31l71GnLJEaEskqTkMiTaMlOlC8htQY0pyQD6JL5/2Zl1MtOJW+sgUbTbSKNya1IcUX4zbVFI0imy5FSojT2jot5ZppxBv623bRFn7ctrnNPJ+DkEj1zw1J1PylIQm4N3+r6G/ZIjOSJBDo15JVUujAqRmkzbUsnFBE3OfT4+UthRSOBIs8b53hdooYxBSgp6hBKDh8HJHGUfQVV0LFTY2JQYO6BykYABUHZh6KvgPyP54l+iP6hi7IQ59DISfG5aZqC/suZZea7bmMKAm3ZfRsz6/PN9u9DRXP1HHn6E4jxwRDhssRSSC9NFDPneWcsjizUmhIy6qCp0vBJZN2RvERjE60xFMc5EFaj98obNpQ2ibsptt16lzPG30e9fI8Qvuzfk5i5MJScphjNOUDbQPTAcgnQS5rXI278xyKFUHViLpzDcZqGqUnQiJyfUwhQHobfULPx8P50IxDrv2TdDyu2xSrLbngBJXfuZNOVv17PBqbohxdcLyKV+Y+4XMPWoeej1Dkm6/5ZLyZlXTBo6ClCexn+4ZWhQIZKfZVcybaE/2nOKbrXGXMoVImEFJoPLAFvodFm/5Fv8lyOsnOhvhgj5YkJfZs+qzs+kb+hpn7IPKPNDAK6uhG+fBb3DeWTiFZz/tNaCuYCtR9S7oc06gjoWcKMJ1UOK5X90tXVlEoYyjK0oYMfGzMXUJ9AQ1MSYrBNArt6abgjdGFU2h1vVQ+5kBNDTxJvk+HXCNkI5VVOOTeFsOFed/CEKcIu22Q8TxW/6UMw3Y+1JeMd5vzPahPJgzXDAoHqBCHSdtHIQP24uRFYyiDsSX0knpMJmtrUMPzoH6/9NTi3ZxfcH348OHjCxHHyzD4Hx+Jeyudffjw4eM0zWPl4s3zWE9znOovuFjZCYoY9lj68aoDCJSgAo61HP9gSf6w0+SftW2qIGJYeWKBC2K8RtMiW3QG9NdYI7pC2K6PgBbzZ9RPzon7h4GAeqpARoW4z0Vgk2m3HLyYcnHRVmQQg2gddQuyQJIHAsnFEvGsRUHwb6AWQFzwLKqpItjDYjG1RPQ7qjs61qpADV8eEjn96fJpg94155hzAcklRp5WVvRb2/CKLBqKWRiuMRJQznN2Rc6NFJIcOLCFFbyPRopkJayLCJsGsccwhV4ofuxBEUX6BkUsKIZxippMsQUkXjA2YI2pkHtBjRmdAxqPY2jEEfciyA6KLxRqPi+p4OW19LVmO1sCMqLNdNWW+e5FewaZyGaZkRTTSMUqXBmUF2YBKCS6srjSsQDORrTPIlp0JOREDgzGBMjmoD20nbH7PGDQwPMR0FQd6AtoK2RYTGEWG2fImON9gWLRBwNbpLaJTjTDgYwR+jCKAHFuoDEa3YNhDtohG7fwnEiR8fOA9a0U9yzU8Q6djMI0NM9LF54K6Ad5PMx7RXdOxPGQNRgO6F6WUVuAiH4OdM5FE4HkanQciJLIIULO71jNHyjgdOyMgbQna2UzymOgnJVmntvfsOuCKk7Es0O/xBy2rNp7eiWjYtq7hneZa9gv6HgPVA/Ivp8ffN7YYcM4I1tnJnNnZL3YDCQf83XP1fyBAmtGVnuLcznw7OSdV/XLxunnpAsOO4YuXKjsGvCIkYiS4JT394gzIHli+wyyCTq7UfZn3fS9SV9wDJzMNaNNHFlAg4bKTXV/5RbjaflAyAbKOxdTJicXStV+rgWxGHg4RW/mXgPnmnsMLMROG1bJPW26jtbGNAdSfngukHTURax4vwhi3SbV+ourTwjPwfXhw4ePG8TWpAp+55eVzdaHDx8+TvU8Nr015rHkZrh6IIRYsZiVVOgYMzji61h56MDqShCTntWWrIB4FStcHSVhIdw7RicEyYu614nPi8QHeEEO11NfuyiGOEiuRpEhMQOxcaAzmg8ppg8s5wX5mHi7izhB5ifKrDh8NecV717Y4QiJGHTqSMMoy1ppC770WUKI3oXNBdlnN981SMsrE0IvDqYHZmXenOvQCpVnK0byMisjZdoRIuGOmYMJIKGOLIpZ3GK1DN6QK9mljTNcHptrXakfAc7hiJlrJMu10u3I4SkEQK6LOaPor0CrNNKMc4HbCqQN99iHYENuSiSqFEgAO9NkkRjTgnvCe+xn1FiAKUQ0sRkVCOzr6xH0mS/rKDzqiO7DxAHjE5aXRg6QzzELomBnXAZJGAZRELbcZo08udx6l2erZlvwM4VPy3DnoBwYi1h9HHAHRfRdG4bwTuN8bMYnrkW3JzJI6BvD4dBcJ+YMIw/lcu400krDUpAZeQY8H+GatBWvCOrjuqIu71tQP/BVuR/g+kWGS/U1jGuxx1WXKcY7jvC8ZJR67ErBCQaSu0oIRk03LaSE+oNyXRrZNZm7tRkMwG3IIHKG6m3Lt7XNme0as4nXtijLcRwRR/z1IdkI1/H5glDZSUUZuTsT4qtHK2qPvaDlsp+bEt/98uqyeRboV7AxNyYQzOnGVvdh1wYe9yuoo5K9EsTe4a2if2rZNdc8RrY9PH88byC2IreoUWSoyyHTU/Rn1kw9D1BpPi6yw5kiFncyctIMKjPpSpjiPjGedJawx8DAlUI1tTjj0HK1nXdT1JNdqh9fPY8NwjiIq1Cylfpd5xo8uBKW+lxuxhCSefrdIVlfbv9kmNhaDYwXdTwguJgfkNVookep7aTwCK4PHz58+PDhw4ePmypONYKLVQ1W4ILWKrTTVSdw+Yu6etPlBwmailVETwWlcCexENN8SL4OoB0wPhBzBIVoiZ0vIxFYyYgtp1oRCUcUaDFsC1EdqlAqcKfAqZLrVysicG6l4pz5YWLlqlbOyZK7DGhgmdPmmiME4Wlw+gCqFF3FBaymUe19obhg7Hnr2GWo6PUxIRiHI0IBj7cI2ViVq85zX2drowiByuFi3VWGABqNz5qVPR6sY/igdpBwEQ1XEeG6hUruIl4Bo7Lajx2hddXfBVUBioxrcYw+9N9kH4BSTM82mQDmj7pqJIKUJj2GB9x+gnYCBVL8saPZkbFLBnI5LVoO7na8bZEm3rwxpqrwK+OWV7sIF1ZQH1xpRqmBDBheLTh/fTxqzBth1fwXh0kQ1yguIynGKIYRE5kv+Nywu9WI1jgeG4ML9G38rFHpK8UVYz6gn4s7foCwT/OpQbgMnxoV53g+PL6hDGCqp3k8S6Uzg7Ew8TDzEcwawEnla9oMW2hwdmFmUBuoP7jWrYYvD34urNkZTdMZMCDiQHnBLy2HPVxZHiPgYIM7LMY0ivu3KmhO+VxCtr73D+9vtttpq+6CtgH6h/6Einnh/CoTjO0hff6d4Tub7dfPv172GS3pOVwZ0nP/RPKJZvv88HmTuarjucFzxop6J94x5kK7CcPr9d+m9LfxdGyuW0xvWmGI1vIZRjnFyfOR3LdTOKLHk7xLK4f7CSMb9XoSW1ZJktl6B8O1hUkFkGAogqisq5ip8LwEXn5fHY6rNiNZKIezasJBbk0fPsHAp/e90ZMpljogILnafAfoMPdxcLZH4chk4vS8gHmM8lBhW2+krkuQ2sq5P31fzn2IghVqfbQCkZP1Ea4+fj9SGSPOTkktAdBplV3ovHuvEx7B9eHDhw8fPnz48HFTxalGcMWykldifVp1gqqAT+tYjepVJ1acsCwVtBcrKyNjaTm9WK3rFZ6LEosGInRxFZokaBxQNRyfV7Oa+yPIoKvS4OhZ6gDKjUppvVoEDxkob76dm0pIXeE/KAYW/cAKkPlcemWXLTODqnS0iJVeaDKhNt/LiTP24ObBZntH3qoobIVk0Xs5uWxW2agCXq9b1AuV8NA1hM6k2PGqe5Lrc56B1pQVVCFy+K+O5q0+joscScV8zwpfjosVOzIPagkqXDTHQtpo3+K2Bv1qDHJchebKih2cdlayQEW6RtGw+sYzlCyC6nKuTq9kBrTFIgNLsGQsjmif53JCpCZFq/KBDEAyYyvhCe2bTen65uG8c51ACGGhLTbWSu1BuOHcF0TbWusK87PMV4Pgk5+pghporrlr6LvGXrN0LI+B5HJ7DPKWM7pdEYJ3Jj3TbM+XpP87TghduwKP1LqNJmuj1wtuqkbIgMLh3BIAcbQ4ASupwL4YiDBsjnXFstjDMioENMzwSgH4QFGFK+9FH3fWIknLglI/aD/My1BeyFKlbYu+imtH87GogOHwc3YASjW4vnTd3gyQajerJ7boyqIY/QXqG5+bEoJ7riIe6z3re9p9eTyj7aHgANtRnS3D2IVe71uLtzbb++L7ZJ8LKWWvFhu60dlwZnjFsA3WGuBPb0hJ5mxFduYPBg92FHD2K1JWGE4YfUdS6lph5uCmTSbcJovI1F5odQJXGUB4q6iA70EkhffKY0zrFLc79XNx9VwIrXcgfK59K1B+k6EBn5b7NDIPph/xPWDc6/lSXxP/QMflge/WPej77ahH9Kjk9OrnOrUpUEepY5ANTFtIzc/AasnrffLVppnHlvW7uezPJrrfoyS7bF5GzmeQXeTf6+cqSkNO3QqsxnG9/MFei22dger7fnNTfsH14cOHjy9E5EUYvHGtLS7z4cOHj9M6j+W6yPomDk9R8OHDh48bxHBQBQ/eWTRbHz58+DiNMbzF5rFTjeAi5SAkdIboNREb0DbSBkg5CPlbpQXEZtf52g/pHk1nkJQDPo4iHm3e4Fj3QaheBN+VEpCI4XNhFmB9pFEgzs4Xwqd0iqIgiA5bxfrzy9xI2IjsC8sI6TR+itwkFxtgX2PZCnH5XVs0gdQwJEC0MLfcA6gfUdcicSffMRat92b3NtuzBaXcdApoNVsZq971ETXkZq6Y6KktVBGTjh7pnk7xV9FNhQitwCl86BMAl5QqaAGgcTiSKjpE2sUpcNPHFXK9WwulD4dsHsxE5BdBt/iCxw+eiyux1GclHa5sOlLuVY0ZnBs0FikA0WYQnJZCoQsoLpIuZ7kZfV2ukYsUCqrCRnwezx1FLH1yWW7KUtKvqhuBHrE1SYLH7sqDxeVJcJxFbeGkyqS5sjrSv7lttmKi2Ghh//3lvun/oyENvvWgnRxGua7+UQLzyqxkmA9NKhKUGqFmsKSQHo/SF3JLP0JBpjEDYBoT5iEcwxS1Suab2zotrMWumj/EZprnDbHJRgGuui7QDmSs8c99czeKaaRQWKVpUdAGG1rIjOEeTaET0y1QuLMe0/O4vCR61F0jMlZojrOk45yNea7iw4F2kR/mnbSyTDXcl3XhzJQV+6cpbe/MqND27IaOP5kpkx4+ztXsarO9GF00Ftjath2mEihwHC6HtnBYBYw8pAgM814fHQpTAcvLidW5KoaUYiH+eL7KzXjUNAFXDlEXeiLc4lb0pz5bbDl25RjRYBwpqS6XngbDD5lX9PsddEKHrnY96S+RyuLnYorHtXGL3Lrt6/guUsf+nOaOydWJoTdh7lwqQxDQXeKoaOaxi09GQb5RRWY9NrxifIXvTI51b9/1SRtrKgtoKRjroGiCmtDeUpCGqZ1DMNerorVe+c4TwiO4Pnz48OHDhw8fPm6qONUIrhT4gOTPt6OFg/E7V95DpEPU7yFjgWILWd3AWk7t6xamSMGKWr0B5cF14vOCHqoFkazkHWF+rD71irQjVcJ/ytd5BwURsXSW4cnOUduMihYVEgmg6ASSuSqGk8UTTsFgAtA1fZ1AmEEml0Ue23+K7JOSHYLF5JkNFd9M1i1aAWtfKS4qqLjoKDsyaLU2lVgul3YFzoVVUjSmi2NQZNbqvkggKyD350inmFVl1Y88yGq+q/LUkUXpyM+5/1bRK5IOW1N8Bk2t7kkyCbzQLwaOqLZaWaP98CwFnWNk0LXVbIIBM9yTsbF22kKKNBkZ1gYsIqjO1yt2uZtue0pRyKHzDBghBorQJxKPOk6NNAvKVyRBVFbNNimi1lSkB8HFWJBCC27mnQ07qSh0bmuzZdrqOGDJu7yVvBMDCgZ1MR8l2ypbAmkqx5IcKKIpnOP7hhU3UF4g4jDf0G0yike2fVU/QjEV0DgX7df74lmKuQIKHVGoxPOp/ptkNTAvMYILcwzdNmK7y9JcWqILVuSQOsN8DyMKSGvpNsH4ESMBFP2qAkygash4DUdDK8OlCmYggwj5rYMBZaHiaTsXjrKR6UdnSpoLz5ZnTXEgXXRgTCDeCEk6bxkvjfQb7ZqY353Lz5nCOY0gvhS81GwPi0NbQKal9PCo+HJgu4xCKGQNm9+NImOxK1J1nOUzEpxO9lIsyrWUFeT/gPShUBh246rIzEUX8V5ybXg7RaO6TaqT50+3bQwajSkK8miOLJdBe3uQSSCrw4L61DRr5RO3VjR3nD2ifnEmPmPm4otDQvPruJpfFfnBeh6LijKIiloszEqn6etwzbFMgTIMGRybdzdrqdsM2R8pwsVz4D7R/HsSGokzsU5W72vdZjcKj+D68OHDhw8fPnz4uKnidCO4DgqEVYi7CtNcGlfOQi+aBKVyZMew0atCrN6ANMlqUC9wITnCJ8EKSOxtlei+oL18T1jxCRdTXShWPsKRgRQaIwXCN1X7CDrJ3EQjag6ps9yuViG6XE26fFW0hctF1VwZ4S5zmydxYlbzW8lWx4b39uL2Znt/RYLqo7JFIGC3elAdGOmvLMs6q7xiZWXhgGAJb1HTnQSwrSxSpPivHTks18W4h7Pvmi70FuADXIAdKVa1WEVr0xJkADoaLfpwDgfNlQljpNggoY6ouchEaVtO8NvBnRzYduxDTKQPM0qjl9NAGZIVn4QBS6zctbSS8NMZTenI4+mKYFZQCuehGdPhTmhlzjR3Dm0NGSllhynPJ0uCK5eDYLLZCcIiknaYV12JMsiBTcKJ4SRupW1/j1exQa6PB4TApRNq/CuDViZsGS6t7GAPnxjjWfow91fX6EO3PeYEXK9ko4D+K/trtFGy4SzZUMkW5hapx2dghQzE2SBYnMVJEiuphrlBo6TIxmDsAsGV+UpZy4LbmeZpdx/OYsUpz+9jiyaPN+POvhgTQCU3Y7qnbEfZi3J7TTeMyhdbxsIXUnUagXtg9ECz3R3TvHdUtNJfkOSCfTVMIfYGex00HtxgIM7ZJjNjRWfq9hPmfQf7RnbxLclbjCmQRmWBBEuGUb03xOIb72EY5mAO0yZK/K7De05Q7bA7hwlH9jqKJfI+4+OijkQkwXTGE/xc993F856xqQV3nY8rxwNSqfYVeTDU2iBr0mMQ5KKzIgeps8I9KTrh6PLHNWd3p6SM0NkVIbh7E+ofqyFNpvslPec6FjlxcFc8j9XZBc2n1llAyW7jewWynz1W1m7I3KSzdYVTQ8FjfZSMDN9bS9VJ1li+VvXUP72J8AiuDx8+fNwg1pso+ORnh83Whw8fPk7zPLZav/lCrdMcpxvBdVAl1+JPox7atk5zoVC1p3lWWD1gtQmURZBTdW6sqISrY3TfS3N9IiQPS8ugp9IQSCGOw7ek0USsjoB+AIEQOz9liSqrr9LhvarKc7FRZA4eVlyCxuoKeSBg6DnuCqs6uXfh+sDn26laTuLZgFah98aknrBVbnWq6TcVoSfHOaFdVxdXDVIiXEX9LB2Rb9dGt9fQwzFz4Bs09+SuYLUqg1tV2zmGDgeFd/m6ZtWsxfV7KnRNVgA+Echm4DkprqwgGDAIYaRNkBddWAsLRpgXgMeJqmXNPWfEUqpv424lP/YBTy/EhDvs9h3hBjsIiSgZKGMCQXNlGEUW/VWoEsZaR7lCG8Vw+w2KOBgOat5vFVRVKCgTshwm+OMiJM9IHIwadHX+YXJokLijCSF5y0lbAb1JNvZcqFoHt73n+SCzJEiuNiLhfikWq+gTcVdMPk9zw0/FXKMRe9eSGsitWOzq62Te9JiJsPIMuJ1N/QTPb5vVxnKmoRajMjboL2sm48rcqxR1gNwCPZaKb37uZn6HoghzeGEhvQo51aBosLMdkmU4vzpvTDy2F7QdztvJ9ivCr2i2jw0fa7aPVo82252gnQvBp4VpA5RpgNJibmzacUbtuEwYaT1mFZIhDYqdrD0uuKH7ISF7d0akzvBQ8FCznSdtNgL7iAUrI7faDEPAxMKp9wAKqnmTqVNBz+NHbJehstDsZM1LxIAJKkca+YSTML+rMF8iY6vvW6ypXQWknjUr5lE5rvsZjcI6GWPDd++Zo/X16/m9D8EVm3Nw03UmhvcvhlZRYmtI/WM5aOcQ8O0xjy2DqJnHwF3uM6iSTCbMKtS1ik2w+97H60fxdeV7FM8luIc0SrumHLBPx7yFd4dW7/hNfDf3cIQPHz583CC2plXwwfevgtn0zRc4+PDhw8eX4jy2zVJ5N3ucagTXreDr2OGpFSM0XmE5KRX+itPiriqB3Ipag0LQgPIKksurFG0ZKFxEaAk69qnlUO3LqKlUh7q8Jq0pCMQJK0WHQ6qfqqyemIsG7qRZMef2uGKXmffwc4aO7SxWWLh+tS8qhYEUwcJyltPomuStQsID8QNGSxIohV7dAT25VFxqtpv1xqpA9PCppUIeAD5oxlpFAc8VaCp4pmUPl+oEpQWtEejq3rooqtFSdG13HU1eYxcMhBX9Pe/2d1mJg8IEbUagkz0rYdGDZR1LaUeFUslHwNfFCn3d5fZKhoG1HmEzbSyMIzuO8Hm0g+ZtuvarwjN2xqu5PubRQqNV9FFNgXNo+YCg3CvVEEEzkpKeZ33YqKtbrGsANiFzT/nBbIabztyAc6zileG04nrzQZtxAmrq6lPq9pT+OeqfCzWSiT6Aqnq3mlz3T/S1YTrs6PMipBKb0Ve0DVB6rSusHcc1P1WQXNWPNuXG6ig7+rqa7w9db9HI5WyB3kcq0ldDkzUIt0LDrzX63lB94InjKD4yvGitQbxbEZ/27vBuMz+9NSc73jreX72/2d4VkY7uXrTXsXHeDOhzrw9fb7aHA0L5F/HCvMM0xxZqGesZI9j7lg9ex05MaO75mJDm2yOqd7gtua3zToBmM3iS6NMa5ZZ2RZV96IzhngyY8P5Rl8Ln1OoZcg5kKnh8mzkWCCj/DooarsWruU6onLB6hmuxq//t8mvxvuvjzIrqA39fMN8pYG1d9Wfm+tpTh1t/oK8Vz0SsdKd0bYvxwuiZ61qHet/mGPVHyu719dVt9GUehWfsfPdw20vXyIi9OWeIMKa0TjZQe8zf8i7WvGb9DrtBeATXhw8fPnz48OHDx00V/guuDx8+fPjw4cOHj5sqbgqKgsDknHYWAXstOg7ZIbj29ZgtCDUBVpZ8PDmPQsZBXAeEjlSDWwhk0hIQLuciME2aRzpYbENxThTLKGtdSWtU9lokDaLT2ixwL3annIbWVnqQpYHFr1ssoGWT0J4iQ8Oi5CIKrYut+N+DaGBSquOUCiPOl5Qqq2M4pjTfhfAC/ZwNbVGHolegWGcT22IWnQqVtAdnaaQwBdfJ1Io+iotrsUw3bu9J0m8OrUF/vpPyxik1SwAFP45piRTuKNMBN2Ukz1lnAp2+atKETqratdqUc6PYSKXf0T9FzoxpCNGax9dMFZBxIaNrO61NFkSSC/2J90VBkqbvyJhlKSgpcINYvNoXx4H9KlL9OF+vlTZoNaEdD7qf132vbts6xVrW91P1SJSheILpUCj0wdyDNLIuesW+Yu8Lao2mx6APFA4FRskMCtUD0j7ioBF0bLFhFCAFIk4fRgGYKX7l42O864I5eT64By5WRbpRG8/ADlgsWjldLPJjKq0qsk5jO2eJXJiSkhtVTD0b03EXyaJrZ8xi+TA2ccePUEGUzTRS0mnJz3SZGvpBc08buqedkCgAdwR3GHrYe4P3yr73ByR/uJ1RAdruhmgNh0M4kwTB4gxd+3q4tsU4PDZQIK0lv1YFU10GbIIzpYKxeBR3xuU94T3N9rGACt3uLu7u9Ce0Dd6FxajoUAncoijpg3gnKroAnjPeKUL14neN7u+Yw8TYpYcO5BYauZa/fTSBYTk0dBih9ahiYLHvdUwb3IIrQ5Pgz8h7uOc7gFtUJsVjN5AJk3c6X6s2GFmHa1MciMI60LsyZd6wiqh/NHNY3R5MURCDFfWOl2fiGiroNnfaX+4HhcWKAih9hg8HCiS+B0DSTxcjorhcqJDaYt4bPfjw4cPHb10cL8Lgf35oHMwXPunlw4eP0z2PHbWCGTd1nGoE15Vh6ojc1xE5SASkQhit0qRtt8BLVjV8OF2wIORs13JPo3M4J6OHQJdggKALaaQgiVc7kGMR04YeXrUr6i6rREZt64j3YiNVBJmvaK6kgOa5RXmAGmM1piBC7CNkfBTbobhHrUjxbyBGu8tdg2LsDanAoo798b4pRJtsJraATLXxcXpsDSSmjP4ctytWKXgpHZSKr0kX7XWkwwDs6L7hIKwu6mck3yBFhb7n2C8bqRn0Qwd9lxWr6sodGTOgIT2FY7Kidi02DQgS2s/H/fJ2uh2l4IdlZ1xZLmNtzX1Y0HINCAD1c6TJ5GeFXLvmF+79a1krkRhiW1aR6uqzvMb14bn0FFUAAS/Qj5AJYVQy3sQdhBDC5ZC1Q5GdNmaQohFnDPda1qKPMIIt41yhJLDFlTnMmXuMkD4KaFAcxHMCigJNNgJZJy7+cotrTSABwG0CJMigaTCZ4AyLmDZs5Z1CJ0G7+DqBRqLPTfPWthSnAOqHAjotA4kiIBjOAKgWe2NV7CIFnFzPlU/ZkOMizT35JSU7ycfZHdD89vDs4WZ79zlCRt+RvUN2HS6pjyQjuoajKRWtPTt6VvZ5evZ0s53FVIx795qOM8rpYu5ICSFuPle1n2suZTA2czckx+qYVDSn3hVQgdu58pyxUD2zJqtX877g5xGf5QZu69uC8rKdW/FcUNBsLGvR/0JnnKIgla+hzzQJf9PvSzfrBHRWxoZCUZFBdOdGFyE2EqE8vqUYnRFoHTJXO8WvfSYILnLr/v6kz7lFaHofoLnLamkK7ZA5uBRcavcteA6C4VFzzZUc3yDoQKvd++leXif7I1kAta/IxrHJFLKz8gzZVEXPQVLciUyKRpjVe/lG4eEIHz58+LhBTMZl8L53ps3Whw8fPk7zPDZV7qQ3c5xqBLeDKvWIKsvvBMiwaGcfH1L+5KCSWpZH+Gaw3QWyp638HGFpMVQAx08L1PO5sCoTCR++JrOSA+AGVAqrL8iqKMQk3o4t+rNlpVyMbSrbHQrvCjxLhZAJ0hxbnhVW2XoliOONo7Hhpp0pCSm4MyGh8Tq2p8RJm4ZTwys6TloE4iAki97j7NisttFmaaLQGuZeisA4uLN9Nn+O/NL10HLXmtiV9+oN/AnNWPX0OQc1Br+wT1pLzun0bfM3IGzoGvy8dNZD9kF3QfeHxJZeKWOmAGgDM5C46HJ7XeQRUnI9fGIRS59Yrry2ixVJIaCaznPSqIagKnxu8NylXVmqxtiPok3gHqq4nWLVmpTB3l4RvBxlQV7GwvHdXe+2t8Qo7LyYW84Z90+TjeC5QZBbCOlDaknfE/oAqPcYu0pySyyPOaop898Hg865MS4xJ8BAAHOMzlQBDVrlxOEbJF3tOBHkhyUzTiWlAmqugSQdDHLYWhdZp3yj2ghoE4/z4Who7LtRM6A5zZizMC+ZfgnqKvskCPIGsxKeKwy/m3nj+chyUbVMGAwkhgld392ju41k2wMHJIGoLcRfS15rts8Nn2u2vzH9Ddnn6QEhuI9uyATi4QUjwvO7OzzMvS3Kgp0LzpnnPVkQWjvLWsFTIHy7xa6xRwe6p+easxOSaxxsDUx9CvalDwQ2iyMJpqiTWRLJTbQrzBvw3uixt0WWo29uQR/FPQlCWvaYLzhz9ZDdZNIq7ZzblXh0M3TG3hYZMNcYR2fonPdNJ0Onv3/0fX/B+5/7NQxHjOUw75Nu6H6iVWRk5fQ7c8jzWFTXFGzqO+h+d+rNhDvvOFeGUDKQaIse8x3I+7nf27QRjMiQgrPN7w68Z+iPwZsOj+D68OHDhw8fPnz4uKniVCO4J1Um9tnaak6bqeJWKz1ZeQJNhUC9s6I0CBMWOVioqdMAERHeJ/NXZaWsVyJYCfHK0RV2Ngihg/YBcZPVpVo9AYESm1Smv2A11VcZL4gLf0RE8hWfVniV2LXH6GG8Isjk3pzsdx/eJyRif0J8251payM5jQi5naSEPByFxE1bhO0q9LWUUI9Xi1dNZTPMBgy/1LWhBdcRHMIexPUkfq3e362uvR7fyuWbybFUG2k1h75za96m8ICBejpi5/p+O8gwVtgKneygh2wf29vncgdFnjkr+Ovw46SfK/APfwP6JQYcjMrpNgKHDkgj2kyeheLHCVcrswgk7G41SudafEtGRFXpgstdF+PXfPi64neTR8EoHXXnj9CqEECIXbpDD1da0HL0T0Y3DOfMUZyQdlU0UJgWCP+ZDRTAmdT23e5cleT0GkjW/DpQl4kxhjZGe2jFAcw3wqXjLovsln6WQF/RVqsBq6RgOl0p1IifITj2ELLH3Av+rm4/UWWIuqoMwcThxDMnsG8suvxffGa9zQouZ1sVheIa3ee4oOc+Kwk13ZoQVDwdt1xhqBxcG19rts9Pnm+2T0eE2jbHXm5MHcLunJDW7QPKcj06JGS3jhemL5i2wvw8raYmI6b3ORudNZbCG5afWY5aVDrbt6iucKaXav4oLQrbMZVRz10MhyDuj6wM+rlO7lSOFTfvous7kOEUpR4YPaj5Us7NXFu8f8WIhH+v5znUvOBcosjUl/hzDQecLLE+dkch4YR3gxvof4Jmq3kBzw3tvUpWxtK7UCoWqAcIyzoDlZMaTBG27xTNBXaUG3rVHfCOcG18geIr1B0ZYhii4LO4TqPSxJzvElQw0KdV9k9nqG8UHsH14cOHDx8+fPjwcVPFqUZwXcRNeDKaywJeHSoCT7Di0zxFrByxanDtRA1/D1XPsM9Vqx2sbKUSE5aDPRXyYp+ZJL12h0ZfFtXzfH2CXjACpTUvhW8HtJd1Sw1HBhZ6WD0B5eTVu1i4apTcUQYQFAyr7ho9KAk9uLsi7th9g/ua7WifUJzdpOUv7qwIza3mlWnfK8kV2ef5nNCOS8tLhgcHTU7hAGouMLRDHR6XrgLHuWQfAWAVWoFVPz9DQT9dm+i+lb2L4GmkGZ8HrxKbsqvpLJaMTqWwqWh3lRtQKe8ghfp6ZKXOyIn0ZWVZ20GwFW9Ko6t6X+mXrL+p9WoFaeTrKuaFQeMNosAFEYLKu/qVWjKX+x+qwKUSG7bBYYvoSfth/mB+qEbE0Y/mqyL4xGeD4Eq6CLIo7LXaFP1YgJsOmqG5fi5yLxmmpIenjfZ00EQ9zwG5Eo1tVgrI8qyDsBeDwtjvjudjw6/U1wkuOziuQEY1+om/uTri4D8P15w2Unx8QVZBJ95Ym98+jm+1qE5Ue5hFhJqmaWqOX2wrO1+e34x2sT6Ofm0w11beAY7yxDJp0U6gpOP12PBeJ6NJ572B+4XawfHk2Gjd1nH7nCx0H5gTd3cv3TPcUa00ccfoDqP/i7kM6Owkae3QJwxhwyodfca1atbXg/6THjJfda76MM/58ry5b8i8ojOpQFadx4uMgNaEl3kD78se+1fRz2Y7eDk+hI80p7eyGSrJkmBcqowNtGRFn9q5Fs1PVxdsznndegQHHdXvir5jS40LTwxa21YyOms65nq1Ntz6UrUB5qmc57HFpgzKMOxcj27Djp6v/tHNDDr1IPqzri4yxq+oW6hvocjSQNlJMk/qdeNqu9+0X3B9+PDh4wsRWR4GL78eBonz5ciHDx8+Tts8lqli25s5PEXBhw8fPm4Qg6QK7r6tbLY+fPjwcarnscGtMY+dbgQXqQGkVhkK75P9EPif/ySp3x5yO2ziJMWCXVU6IRkklrjO6c0+y1bXSrfPSAD7Ar4XSN6RhtLHk3t0iPrJrH2sSF0lQ/pdPIlNYVFz7Wsr3o40DVLKKLbrO2d5bIXkUURSx23Vbc32jpDSaDtDoiHMAi7C2LBeT23Ru7hgqBPrydpYbtbx6pqKy+bV3AiK4zPaYhVFNpJqQsqkJ/3iptRc+oFJlzkWzx3ZORV91sn6s30FXZLmgrC+kl2TfgOB/55ChU6BG7KPKLbT6R1cMvbFoyxPvif0b0mbOzaV+hxI70LiRafJ0c9FPgjFCo6xgE7fi40m26/K78MeyTuWzcJ1pYPU0CW03BJS1iIxpI0juG0Gkzx47OEy+PC1MFjNw2A9Yi5F3J0/MLYw5wh1SqVs0T9BF5CiVUxT454UK98v+qcpgoz7CwWH4bArC4jP4xRcLxVncYfGAZkspMVBR9DFei61ZVbNDA1jMBp0Rd8hs8hpS6RZDX0H4xHzMps2oJDMzLV8XCnkBX1LUSmEcsO3B9thPIt80hbOQeILdst4PmmWGrvROq4V14wUG6yKs13a53jaSh3CBOSNyRvN9uLgopFOrOMto7c023Prc6ZIDYWNe4PWIOe+0X2m4EhoN2z8oak+MBgSelFiaSgvhi/Kvi+lLzXb9XptqAnGghV9jcdslmX2+GrqkkJrJw0vhZ6KsoN0vMyFeM7qeChgFDoAhgQMThTtAP0F9CUxb2FaA2ye9fsCRg84jlASNW2N50mh7YGuqCgKQgNxTKmkiLFPtrJPJowLsjQFEH1RKIawTce8O1LGVDxnjgc0j115LgyydTs3mfdM1S9bZmQjsTtq8PoKk3EPhTN/ge4z7L4fMc4wZ0AWTb+LNE3jRuERXB8+fPjw4cOHDx83VZxqBNclOEuBgl5o8CpQBKHdz6iVi6BcEIlnlFYKi3TRDX8eKztZWakFjCuGDKK3SJqo1Sz2lUIPFDX1SGJ0UD9Gj6XAiNEHjVQPp2wReTYxqK0h7C9zg2xBNqzPphDyHePJ2LQz0Nk67hnc02zvjqjIbL8kebDblrd1VohAzYAiXdmm4rLPzT4n+zy9edqiXMvSiMMb6bPCKa6CtJQjHq+vQwrxBOZtb1dQOEfUG/v2CZV3TCFcMWy9sodCEwqIgCprWS/YnOLzPfUOInXnFI71ipCjgBEIhGNVbYogIYYP9A9gF8CaqtufRBYM/VKhGIKS45zYIrOw6RawQaJI2hXDqwfBRRZGUF9GIlE001dEAUk989z5vsph1fSdGkkpkjBYBIuOXBbGC+4NhU4o2DHnQ9cAFw5DzEFVze+GDlqri5f4b5ATAjopaBjfv0FOMN+NbKGonpfQ/4DWAZHSBZ3SZ9Hn+FxAYfS5UXiL7Av6BNAd3d8FlXP5gtL9i25Gicc1io80ci3tBkQQSBXbThvJv5G1HZbCXc4W6cwSsgMYeyKHxO35zPAZ2XexR597focKZq8Orzbb24+osKyOvQ0htNshFYqNRiPzPtLSX5hvd8NdkxGBJJpk2JQEIwr91kNCx16fvd5sPxe3c+2rq1dNsQ/Gu5abkzkUp8CPkAlT85xrU+4WthkTAR7vUiDNqJ5Gj935V97Z3N/1exPPFUg1xs0oHHXG5bCiZ7cKWb7OBSTVnOha2sr5dJ/DvAaDC8foxBg49YC58j3AkVkzRVqBbQuRYsvVfMsZl/r8zTxW1vNV2M5vOuvdUzDfuU83e1g57zhlGiIZHlijO4Xqup8ge4ys8SAe2PfOCZnFk8IjuD58+PDhw4cPHz5uqjjVCK5EDxcR0Wd92WfL2yeyLsho1bPKBL+WEVKsbPUqE5wk4ebwycAh0ccTJBCrnSwy16JXbq64MhBmrArBt9FoAu5NjqMWf+Dp5gtGPS45yN5UXeceyxCNuevwZrozNfaPdZxdnTXI7R0pcXHPlvR7o0yypOMeJGTHe3l8udk+NyYryzpWMa2qj8ojg3aDZwcx8l6+MzhPPQYfggA6q1DDj3LQUld2y6xuHUtVQcocRN+0gdPHBAXR1pCRw1Plvm36JZ9TuMHgg/XwyI28mF5hAzHVNsEQ3HZQaWkXDbwB2XFW98YmGLwsSN2AK6nk62RfRvCA5IAPCuRRPxucW0whgFIzagkEUYu6oz0FrYSUXh3woSiK4OpBGGw2RVDkYWskoPjpYivJvFJB07IeaTAMZwfBkjGtuHZAN0XsnREow2lGtom5g9LXFtZ0RSPL0SgyGRCxD8a8V/975PB9Uwft1uL4/FyALCHzow1yspXNUKFPJKOuyUQ4sf09T3PLq1fIPdp8E20Mt9mAa7h2GOMwggQ0Wb8jwKMFugvuNjIMy1krE3YU0Xx0fIW4tpOMkNL5kmoFXgqIz1rH5QnNa08nTxsJxv2Y5sg69hJCcKdrmlOHxdCYlej2lHHOfQRoMvqtlhkEGr1f0bmujChLdqXibFnUIrhHKd1TsbC1K8YwBN2E2ziNU2vCoJ4PMgDCg3WzRhq553DrZnSfE7tXxzAC71a8E/Uc6Mqi4dwG7eV5A4YZkJ0Tw4uw+84WRBG+FMq4QHi6J2SOjY11j0ReJ1OsrlVQYbzbmQMuhjWB4iHDGrvImnksh1kK2k99EdLZOHON+r1VOQYM7ncvnaxyzCRw3Wjb4biVEURgLoExir5v1AHcOl9wffjw4eO3MZarMPjwJ7ovYR8+fPg4bfNYqR0Db+I43V9wXW6jiy5p5M7hVwr3pec5S2UnlA2cqs4+W0Kxn9O8MKwcmb/lIgd6hdXhKOH4qDhU6I+L3ImINO8jaIhSTXAtPYG6GMR3ZdELVM6W22UHVUnOJ72r2N1Ni+A+sCKh8nMLqgbeWxEysTel7XHUVhcDlTkcHTbbzyefb7bPRs/KPotiYdA+bAWB0YgrrF/RNuBFOX2GbjDo5a3qVa0cJ3SOg5WwshKUUeWgx/K81LMEoiH9yOXp6pVxZNEQuTZ1Lx0LRccwxAhmOxW8wltG/9eKC1AfATIi9Ltu/3SVPzoqEnqsAt1kEX/h+ikUxOUnu0i4HpcyftjGFVtBgzQS76hICGKt0QcoLCRl0NxGcw2hjB+NdgJZA8qHfiRto+ea2BnnrgqLun1B7Hh89jlViioB84Bd+1TNPQbPXQwfGEHBuDcmMI5NOQw0NMoj6hPgQ6JKnY9n7FMBrKJPMNdVaiFUZgnGBrAKx/GqVWURclXXkI9z21dgH6wVNAZO30UmQMUgc7h/hR2v6wH8wYPg6ph4tOWE+ZKr2KDVm7glVF9KLhkUCooTtw2pLqGO3QHNocMh3f/gcGCMc7T5DTIJsGId52PzvMZxi9zD/AF9ZLw1tjbu6jFBsQHzkMw52m6b21ZMRhw+rMkAYYwxUot+6Rol0WVY5QExYNEKDsh48vMR62+o3Wh0n48HlFtMVfheoPJCBwhspkeSRIWpTzHvcc4awVxFh9TvVD1qBa4pRE8GWox6kInWcz2+M/AwQAYT47qYtfeFZ16FNI/V2/qhyHtHG+tg3sYzcrJLdEG4ZOe7l0x16jsD9wO8r/HlOh7zPLRsr1OUSFglQ65fP6PfRHgOrg8fPnzcIHa2guD3fU3VbH348OHjVM9j28EtEf4Lrg8fPnz48OHDh4+bKn7LKQr/7t/9u+Dnf/7nze9ms1nwMz/zM+Z3L730UvATP/ETwQsvvBA88sgjwXd/93cH585RKvtNR3XSr1Uqw5GEEVI+p0Q0GR3QvBDVIc3BUkA6PSDyHZyyA4RuvKW58EHSM46cjkkLIK3j0hfKbioDaZlOAV3YLR6S1CyzAUQIXe/DhQRok3Cb/jYbsOSXyg4keWJ87LdigrRuj0jm5n35+2TfB3KiKLy1fKu5tzilNhuM23xXmlBe9KCkIrPXNyRdc6Vo03EiF8OpGZHuAdtES76BgK/kwEwbKYkyScXzRuSX9Eclc2xTRVIkoQu9HBqDKyPTt2+HktDzWaEdIDXliJvTx20b4eO90ipy25VJx0v/Up9x6RsoXhGKBctz9aUjkVrsu04p3uBziyRUq73ejhcnFQ6xfUNngPA40wKQfkaxkH6mSLHiuLgHXcwiz7n+fF4FRVYERRZaiS4O+TwMZyCF5hRZ8A/metyiV0MPCe1sjT5tCkP4QEitJkliUtigWZkUMPe5bMppV671MO3J2XWkDGXMKa31JExsKplvDtepC53yYW5pX7yP9CuYBNTB04MUF6L4DylZRQtCWhbSUmgzTSHBcXANw2Ro6QdcoGdkzPgckm7n9oDkVB0vDsggYT6gorJ1raBfz435VncOiq0sIgpu7zy6U3YZr4k6sBlsjEnPhLW/pnErE4Z+LsXOkHwc5cYAQtPAjnIqIEvHqTnGfRmZRtTx+RVRxJYJFdMdh8ddgxxp5Pb2aCfZoQ1HQgz9W6gAuolQNA2TlirtpL3xbxSDSZ/D3KXHJ+Z1pibg+PVYrmMYqyInvhyYiojsYt4dw6CBgJqAok/XiEnPk5gDew0geij+InMI0wv1PUDe/5HdR9pvrfozF5I2/bgeB/XpC/WdRrW/0D/6+JsnPHuhgDrft/Q+8jcMHZ5DpCBU/U7eRU7h/0nt9AX7gvvUU08Fn/zkJ4O/8Tf+hvwOXCLE888/H7z//e8PPvjBDwa/7/f9vuBf/at/Ffyzf/bPgo997GPB2bNcYe/Dhw8fPnz48OHDx5dKkdmZM2eCP/gH/+CJf/9rf+2vBXfffXeD9tbfzP/IH/kjwcMPPxz8nb/zd4If/uEfftPncQWD+4SXO/JgsL3k1YSWXJHVGlA5kKydgjL9eSGwA9nTBUSw+0MxA1ZaQBrVpWHVJ5aADqKjEUdBhCK7esdqTBP2gVxhtSr7jNQ+TE7HtU/3pkb0Ol62K8GdYscUkD0yeKTZPlQ+1Gy/bPNlsu+57JxZOR8lhBzM83lHCmk1ogqaY4aajze0zY/b55Mep0ZkXlaYDsneoFRot7hfPkzvI4UKsFbuKbKSz2Alzih9rwg2kEynyMoI/jsmCFipSrFi1FMExhIqUkhX9lynAzBK4VzPSljQqdgp0Ep6kGbYQKKwhG1O9bMEagaxfUGXWPrOSHM55xakQt2ARlT1+EHRkCnARPuhsMmRMuozdpH5A4irRpr5Ohv0r6AMRpK3xRmm7gJFpegTrmGGBnBhzYt7YltszCvG+hjPF8+nR1JJEDKgu3wtQERhiqKfGQpmkKESQwbFMxYEBah01lOAyeMEhVNAsiC5NB20iCPmJjzTwWpgkPY8URJAPXOfsbFW4u+QJAMaB+R6WbZyXiKRyEV0KEgDkqulA4HgSsElnhcX+uki3XSXDng5JgmwO6M7zTVohApjYDsnEuTOmubT7aOWFLlfkIxXssOf32HZuUO+XkDtNapbEaq7U9JxrkXXTOEYZJbqeHZJBbv70b4Zp5iXJ1N2h6if2ZmpsV5fbVad+di1IhcbZsyjek5AMVhpkVspzka2s0nejHqLzYy0oyMz1pFM1MMLU4zK1uo+owvS5NqRdeBTLqJFZ/6AdJX7PaHP0lYKLznTK98f1H332fbKXCRTgLIaZ0tt6fNcXI75YVC0GVKR1OR5rH4OzSvBmR/1Pcp7sSdV7j77PoteuQdnHsQ8A2lDvG9MtsMpqDXvuJ4i2y8oB7emH3z7t3978Kf/9J8Ofvqnf7pNa3H81//6X4Nv/uZvlpfReDwOvvEbv7H5vQ8fPnx8qcXxIgj+n18Jm60PHz58nOp5bB7cEvFbjuDW3+g/8IEPBF/1VV8VHBwcBD/4gz8Y/NRP/VTwy7/8y8FgMAhWq1Vw8eLF4N577zWfq392ubs6NptN85+7iugzSzDXUzkyPI7oc5+kmKxcHFMAY2Hp8Gj75KJkZYsVnSNHpZGnjiA0Vm74jOLMyioSv3IXWAZMdNA4XqRraZxw5Ui1cK8YDWglPQ5bqZmHUkJqv3bztc32y7Mvb7bnNoTW7qwISWgOU9KBXopJ6PyF8AXD7T0btHQUV2pmkNPqc7AedCREgHYB5MQq2FgkgjMFLiYkZhx0tU+sWpBhjZ5idQ2KEfig8XU4R0CaHNMFLXniSrEIOumgDeZ6hHrsIIUueqCeO/qTlncCSoH2lP4Kw4Jh0UU7uB00X9GVbAKCJ6gKPwuR56kjcwTImRcpHDM9Lrmtq7EdY+696bYQu0mMKzz/HrUZQY0ZGTcSWCLxFQZN4qBu37DqnKfZZeBwbp1ncR1KWyu3B5MZLSHIXGFYcAvq3SdxCGMYHivYjvKW1BwfWNOCaGqzWcYWc8Jo74YfGE8F2mRCeLOQ33LaXPd3EXUHsBhaNEoj2zIPQ+oucY6nmjfJEgFLNCqk+ZViGMF9FdJpkiHQ8mjoUy73np8FshN1XBsTano4ObRycdxPwRPVNRuwJJ1ENCHPNq3F+VZJEPqiWlhUi4HwYdjeE2x703lqjCMWOwsjS9Z8LqLPPbdk8xy+heGGfn88amUb430e79PKZPHyiyrjyZxoNxuB/m/MifhBS9bFkfbUCJ3LowV3uC9bImPXsWQ3qH/o8Fl54OCdo7MlQD1Fdg81K0EPiox9+P0j/Uh9q5L5jbMk4Ku7EpL6XkzIa8fOZ3QaK9Up43kcmVoiU28xxzwWkezhdfis8j69zrwl5T8O2mvmeplCHeSWDaSMeQh3mXJsn2uf3fcX5Qvud37ndwb7+60ry7d8y7cEb3vb24Kf/MmfDL7ru75LvqROp23aqo6tra1gvW61Bd34kR/5keCHfuiHzO/qTnc9aNyHDx8+fitiMq6Ctz1UBU89EwYr1pL24cOHj9M4j33641WwYmDrZo7f8i+4+sstkNn3vOc9wUc+8hH5IlujQdeu0aoXceXKlWBvjwwA+uL7vu/7gj//5/+8Pdfufi+aqldvgp5hBQ7E1dnqFZFbrQ50oQ9Fdb9g69WsVLgyGgfkoJcrC6QV3E6H26tXbu49iVMgI3JAbZp9U/7c0F7TKBp1q0F5ZSUoGm/Ol+dl3/cH7zfI7V3FXcZWUot7X4vpGf/K+Fea7dMh2VM+NnmMPpO3ixzYcGYRlP+DDlIIVAbcQUG2YGGrxb2B0GMFjHvCLnqBiQpQBxXoHSmgxsIuFUiuMl/oKGFwk8hKXz134Su6ot2waFQcLSgMCNfc4Q4b7jYeQ2nbzrQRI2FAZ4XzyEih5jp1UG5U7HKfM7xQaKQjA8LIhr5vBMaEXN+kmwkR9JWPC64n0BEtAA/OOfpEkVqRd121LG2By8L9a04YKyMMR2Fwx21V8MyLQbBK1TNWaC+yRC5n1DVk0aGRUH08o56B5wEQmjNJmpsMlQNBXRKL2hkO/3FoeJqCtHOba542TArEqpa/3BvkiTMA8ry5rWF0oLmAQC7BtUUtwKAcGJRVz12wBcdYkL6necqoooeSA7e1Ft9HX8jWPMeUjnUxI1/N9TAcjT6G9hU0Vj1izEdAGlGBD34s1A/q2Kv2zHPaDrY7WTK0Qbqm47y2/VqzvSumufZqSMYSdVyuiPd7tbpq5pHFamFqG+p4ZfwK/W1If8vn1qp6vWoBpstbdNx0K7V940j1OSgBuGOh280F5Zc2Rpdm0w79bkV/hNU9uLx6LnQr/PG8xCZYZfPE9ATvdX7/Ak0tJu1x0yK19QJ8WehH5t1a9c/DGuXFv0XtIbLfKYxdvfqchIP0GmMIfA4W2fHAjsNE7cvdAPPYZwdVUK17ssz6mtAs1cmZYTdp3me2JQgzsogYo8jM6fcXjD94XkDWTn9T7SgjfbGdzA4PD+UlWsvX1IhurbSgo/75y76sLVByYzQaNf/p8OitDx8+fPjw4cOHj9/2L7j//J//8+Bbv/Vb5QttLQH2xBNPGHWEb/u2bwt+7Md+LPhLf+kvNWoKn/70p4P/9t/+W/CP/tE/+s2dzOGg9qGyYs3LqAdW5KK7qCo9hevlVNqL5q1CE10VBVnN9VQ4A+XCKlNs8zTvyEH7OhWMeoHFqxw5Lq/chN+kVkT5yupOAl0RW05l3YmqZ9zbMCP05+HiYdn37uzuZjsrZ4YDJvekLvT5+Plm+/H44832qfFTtO+Y9j2zOiP77qTE3Z0MJ6byWus4AnkRNMpZWWruoLuqFtSLV7WGr8vogTxDrDT7juc8D/Ce+lA50Xh1NG6N0ga4ts7f+nirWLkCye1ThBB0H5y0yrl/pQ8plb2MjAiXEtX6Wo2Ej4M+K20G5QHNPYf+Ld8LEDejTsCZDvTLNErNjCSoch0jizijOl2QW7Wgx7kxzpGpgA6kUUIBT9dBg9CXdTsS97alRWk+vpzbtc52+0qfprHLucdta7ELcI3BscM16X2KE/i5DBRpFFXskFmLFVaZABCgO1rHsBxaPp/DZ9TzBfqsUCY5wwIbWd024Pauw7XhlRokj7l5rg4qxoypuUBXYIUVINercNXNkoFPibHAiSStFQyd7yRNrE4zskXD9v4X8cJoxk6jqUGrz4dtBuwoODLc2y2WrABHs45ZSHPrMlsaVPHKiDTB13mLtD4f0Bx7NDgykpyzlI6xtWolMUZ79HxfmFAtxJWzdLyDY9Iev7Ro+bqX88tG7zdf5x29a5kDMKZiJ5Oh+jv6z3gwtjUHyEap5w7EFX8DIq7DRTJd9Rm0vXnXM+Iv2beoq9yBuQWZCnnHVN15CfPHSXUzzX3zAJR7cmos+hQcdLi8YeuWa7PSq2plvg/kigMtmSLm3dbnql9pnXepnrfCE/TX9fXhd47iiakLQfswJQJjCui9zrK4c6fM56rdjbrRF/oL7pNPPhk89NBDwVve8pbg8uXLwWc/+9ngb/7Nvxl80zd9k+zz5/7cnws+9KEPBe9617uCd7/73Q194Q//4T/cyIX58OHDhw8fPnz48PF/E7/lX3B/9Ed/NPje7/3e4PHHH28KyR577LEOt7ZeZf7iL/5i8IlPfCJ48cUXGw3cmrbgw4cPH1+Ksd4EwWefC5utDx8+fJzGWN9i89hvCwe3diP73b/7d99wvxrBrf/7vw236KrP0q8Dl3OxiRQj6VQbhKUh3eNY4uniGEmTQcRYFYMJaRxZADd12XcvqmiFdzbHoH86RUxQHmE4XwuLD4acqskcUr8W8XcKXZBemMSURtsbtAuU3c0u/YNPsS4pXTYJad8XE7KtrOPxM48321fHrxopqFdD+vnzOdlB1nF/eX+zXYwo3beJuiOwXJcmZQfRebGC1Y2EjEbliPo7xVL8Qft5pOh1YU50AmUEu6hTSxEhaAIwSeiRmnFJ+S7tQKeCRX4K5Hzct6IHuNQEUDL6BLnlXnA5ZX/ayVy7Y4YilAp1XDGVgDkApzB1ykwk00CdcMaYlrgRi2d+MDLOmR6hqSQYl5Co6xSQ6SIzZxwihWlkwrgt1kUVfO6F+vP0SbfYTreBe1yhPmlaDJ6ZOzdAhk1V+HXSdugHqqAV9CQUnsnzga01G73oFDjS+Ou62qSWicqOO1SsLM7snANDCpYW0/eFND7OBXoNigI1/UMKxKDQxTQEWAyb58vjHH1C5rmka6CAYtVxMe4UjoncVGjnahQAaTkzNP+wGJpxlQ5Tawlct2dO7TlI6Thj1lLbzXe77yM+56vxq4YWActzHaN0ZGhaSEFfC9sC7cOIpMkOh7TdC/ZMiv7svJViPB8QVWJ/QcXZn977NB1vQMfbDBWVhAvP0PYo3tT9shgVpigTUm1CV1P9Hf2ynNuCRJxnEClTAi7661AQqx5DhsAxSHLNVVQYkxtNXWDreD1/oOgRdItRMjLPQJ9DqJHXkSJEIbeMZdy/Tvt32W5t0ZXzXUQfC/SWeET3sY6ZwhIFnfsqUprHqnXc/FkMhfS5HTnTXuvlG4R5bxWOYdaqNPJ0IvuprhmfQVGftvvW8/2Noqdsz4cPHz586EiSKrjtbNVsffjw4eM0RnKLzWNfEBWF3+5wDR6up67gkrWNnaBjZypSXfyzRn/EztUpbNP7iDwUIwNC1kYREhcL9dn3ulI4GhVykTdBg0prxdn8aotXS4OhkRwqR+0qaDAdGPHyaBmZ1bVGU4GaQDgeaOpmRPs8NaFCsjqenDzZbC9vXzYrekjaPFM+0x6XTQWw+gcyAfF8IxODpiockw3V9vKcoeqDwjEUqjDi1VckgGswdqSOXaq7qjXoHJ4z7yRoFV8S7C/158W8gTMKblGPuV/0tT5bStQfoZAChQsuSq2vj4sMpa0BuLV68q3cGiPCUlzWY3jgCvz3mjfwGABSAqSwI+um2g8i+fisFBvBuri5sMC2n1MMaGT8HAOWNE+7bcRIy2wcBu//sir43x+ugqNMybtpYwIUyggo4hThqPuXbJFTbCZyVz0FjlLoCJtjFHVpubUt/h3ffrKhKX6StFJVD5dUNHpbcVuzfb16vdk+G5CV65UBFR/p9hNEjLuuFl6XoiIgNZVtBxTXNteTJ+b5SMEl+r+2tUU2Av10ascR+oNBcxmkXeSLDhqPgik5Hs/9buFkc51rfjUCsOMxATtULU2HsQ+0F6jicE0/75etdCaKc/erfWsVr8bwOCcEeDmgIrN1sDZjQhfeAuGCFSuQ8NpUqTnfsDWQgC3y1jGhxZuMjvNy8nKzfakkQ56+d6oUg7G0nPk33JDx/mHkXhdN4fOCCKOIlseBNooRlNgxtOmTyJJ3An98kFg5Lv1cUawGNBAyYRpFxfW4/XM9WneQxDRNzRyALII+nvQ1x/pXikGjG8iEScKw6kilyfcULtoWcwTOrhQqa4OYTWke+/+8VgZHLBeoz2NP3ZMZxd8cow7X8MFIJVaO1Twyeyi4U20qWTpH1hPFevrcbyY8guvDhw8fPnz48OHjpopTjeC60k29Kw3nb64ZhOHbgUsG+1Qcv+yiKidJaRi5DVfGiRcqIjCtOF8i+eGucoD+qOO6q5uOvBXMHWrAJSPIpdhjiaXdpIO4CdLG0j24t+XB0hg21HF1ROjrIlsYHt8LQ5Ke+XD4Ydn3qYzQXLjXgSMEqZwXtukzdRxu2ObyGvN0A+KoHUetfWSe59bgQSFYuh1MAAgF55hvGxaMuj0F9ZWN1p9yjARwvKpHugT/dND4EcNfkAjSz1tsUl2b4D5eFpDqqCs7JpRwSHMxeiGi35pXi3thNMHltmouGVBSl7MlEnNKoN/lgWLfvOyiNOBlyyo+7MpaARmB1A7+hv6uub1AYXGZyEr08rYArAJ5BE9ZIXkQ+C/LqvmvCsNGXqeDzCgkU55/7CAz7WXK30QGiNFzcId1xgYZGpF8czJL1Gw2QwG5oyHD8HfEd8i+bw/e3mzvPL6z2b4cEoJ3PKSxthjT2K5jE24sX5WRQf0sRXqQ2wr9CPxSnSUD3zGcM6pWpmYOMuNoYtFikVbCvKqdSFm2C1ugk3r85CO4qPBxBe6396GluMbZ2Ny/8ImV6lqapEYu7GBJslu7xa6RRapjPyXkdntNBg/D0dD2nVpmrJqa44FfehDTcefFXPZdxStjioB+gJqIoynNtXXsXdsz3Mc7lncYGbPppDXeyfYyY/2bTlPD19YybkDPq7XAjWhgCalrgX05+NXIBOh5Dignj0eR2NLvasfYA2NE5nWdLeEDjqqRGbNABSGF1ydJh8zPYDTozp+wg3dqFlzrYp0VBDdabGth3avNH1S4fH6NYotsJM9XkNsSdDUKO/vW/biex+q2NbKNPWYLblapT6q0vTDnevWfK8foCOOsx41e+gOOh2y3zqr1yKmdFB7B9eHDhw8fPnz48HFTxalGcE9CbvtUCsTqzhFH1iG8OKAhQEZRgd9j84mVHipxDVIEkA98LQft611BAfRy7D719WIlJJWncb+aRLOvQFmBEbw3VY68Sh1PCa2odplTFtPKNq29STmOC0J53hi/YVQUfrX61Wb7kYgsmTXXVrhyfEtAqebTFom4WtK+y3JpBOAFkavvZVUYBBcrZVm1K4TMVUSo0sqYWejHD/RM+obDzdTtJdX+zirSPEuH04v7xfE1d9BV/uiYA5Q9xwWih36kTRYcC0Xpu+DKKpRKOL2wGwbS2GM2ICg3uLe5U+WqKu8lAPbg8evrdKyDIeSN69NC7VshcQZ3y12DqsEcQNC6uh9tqB8drg9NfwJyJFbQ1FgmmyGopEYqJPMTBPNVjRjxD1UPRFA6CAiyMVCM0Pw52Oyibbg9gWAYIwX1zAwarzjSklEobb+B/fasarmY5zeE2J0p2GiFm/qNkMb06yPi5DbtODm0Nsk8yLRNMGoJwPmTPsvHReZC9wEgpDCZEP4go4IafZfPgrfITSNKGQotBgqWzbKubSqeA4w8Ymd+VsItQKPTQWrNUMCnV2/ObETnmic0nx1m1GbrYm14x3VMUkJWzwRnzDtGq4a4/X6rpO2rG8pqxWM11jBMuGmmm6lB2vX7KI1ZAWKVmLkbVezDVduhYLSD8QLkWpBMhVxjjkEWSt6jWuzfNZVhNF5MYcyE7KC03EZasUQyFbDm5fGCa9DfCTCXiIkDn3M4GXaymeM1zS2raGUNBtBF1FwjY4xRWCDDmp+OGhWxXse7ypmf9fF6A3/SyTrO4Mg4yE9QwwnaZ1IFZTOPFWVJ01ifuYT73Ui+mvTwavm5ShsCedU8ZLxfoKQBJD7sWu/iO428T91si5M9uqm/4Prw4cPHFyLmyzD43x8NDRXDhw8fPk7jPFYsbo157FR/wRXOHCr33gQH96QqUbNShJoC0Dqgd7qq3kGEBa3tqaCU63V0UA3vhdEJl4PZsYhVqz6sFAXJxeoJKGW9qpzEBmFLr6Udi9lw11Z7j7doFXs2JA3FC9mF9iZ4AQst20+NP9VsPz4kO97DESM+9XHGdJzxkLZ3ZXc129lqZtGQuoJ7TBXcy9HS2HvmC2U3yCgsOHPCvwIXtwd5wz6CPGKVrFfCeB4O36cP5Ze+oVb9blW16JRCYYM5suAiartL0cgFKov+g8ejuq2LzsrfNNLMxwNa4aon6OsGQi8V6A4vVNuHynGZD9fhlytOIhB2mV34R81XRZtARQEV5+DmTkDAVAjW7cXtzXan2LFWu1yZXcfuilDeS2uyHT2oDgwSqVU5RBsSqhngt2m6btmPyqM9tWWvfD6341T20cd12lr6DNpVgxRAMbgPSwZA93fHclPmvUH3OlfZymRj8LxmAdu7Drv2rqjUDpd2rtDXLFXp4IQPbLV586tsYBBbVw/YqEdgrDqIVJ/WKfolEGbR/1V1DjLfctsCTYNFtdYDB2oOBRmggMI3VhXqmynt82xIc9i7qndZ3dmgVVGASgSs0jHPATHV17dkeQJwZqcj2udyTKo0dRwMDgyXWTIhjJZpziwshPHcDyK26J3SWFmuIIcQBMXrjGAfslLAdtVB2EWGfZaY9iuPec5dlp05VnS0YT/dZ+3qcj57EER577o1B5jnwm4WE4gzrGwFPVbZkmzD1ro8eeF4wnFWykfCq+X3L+Yuo2ENjr3SxzfXr6LPgtbVwUU/p4MG5neutn+lJghBTXEZTtuacPfpQWXbiw56td5731vOvm7W+nq6wab9rgN0u+E5uD58+PBxg9ieVcHv/WDZbH348OHjVM9jW7fGPOa/4Prw4cPHDaIGUmqgzy0e9uHDh4/TEuEtNo+dboqCk47os7mUIiuO69nknli0hjSDyQWfYKOpek4HrodwNRPtJY2s0nquRBlSbvqa8DkUkCBthBSHLkKA9BfShUixmYIf/vc4JCrBPfN7mu17Nu9ptndGJCekie1PTJ5oth/b+VizPZ4cd9oexSVvKd/SbL+6+Opmez6j1J3mM348IYrDLyW/1GwP1gemCMUUisGiFrQOJ/1j7GyRLgXzA2Lc2snFSaV3bHlV+8vfIKHCz7/P6EAkcZgmgXSkWFHqNDvvI32NU266z8m5kOaD9aFK6yK1JrQApoFAYF6nuGA4gc/j3JuSrzNXdrmcmsP1QN5LZNfSoiufw7JB0gfVUESqGnJG05LSpzvhTmfpPU7GZpxLkRnL++jiDBRcQCx/GnDqF3WI2jZW2XSbFNx1wI36/ssgbJ+BzcWZa0e/lOIoNdtK3+LLAd0I4xN9R9MLxEoYxaTcl3XhGegL29G2sYtFe9SRrei5rldrM3/sJrvGAKKOZU5p64vji9a0RrV5Ps3NPYDGgDS5trV15fDwDIQmoOhVMj+AooCCRKZbgd6i282l7egiHpkLeIrCXCWmI8ou1pWkG+ZDK0c2ba9zPaN2fKkio4SPzz9uKBv3x2RDrq8H959OWGJs0Eqznd2cNYY76NNo88PtlgZ2lJAM2KpcmWebHqemEFNbMaPrvR5TMeGV6IqRyKpjs6I5IM1SQ61AUSn9YE16ku3E7KvfMZXD+ewUXiupQ7F8ZgoJ5kJNJZCCLkcWD31EGwNg3KAQXOgcLFmn6WUoYHLbHGMZRWP6evDOBz1EzDvU/AB6GmhRaEdTZKb+LedwJiN9bMz1OBaoF2K0Uyr6lBRbqgIvfbrqOgVt2PbQDjoyrKAdqKlV6Jz4nuZQULREnswhKMrjuc989+pRfDwpPILrw4cPHz58+PDh46aKU43g9klInGTldtKKoy/ejExGx9YVMkplD+KmBNn1vkb6C0LnjuWviNCr1bCI7nNxEH6GLaMuIINEjRRZgVg/ac8NSZkH1w822/cevbfZPrJ5xBSY1PGps1RU9uT4SVMUFs7CjkD/uepcs33f4n3N9l0rKr44szxjLCjrOAwJlXi8eNwirStFlN+UFu0Ekotnq0nwzuMVZB2PQtdKQA4ucAofNPpT9aNJfaLmrdNk0VsApJF79B9BtLBida6JD2ivXRbj3QINoBZAaYHgbmVtAdE4GJvrhTTOCv6kLVgh95BGqb1ulnhJN+3OeD4u2qflrpAtQGHT+YJQfShKwVZVI0tAZY7jY2MBO42n3WxERcffrQiVfCN440Q7TEFaUdCphdoBSORFIxFWY7d1e7vPVGdQpG84ymnamESE5GHE4cwJeh5xi6pcK1xt2gF0+0JwwWwhsaaLzICiD5a0vTCgfd9RvkP2Ha1HBjk6SA46WQig4uHKjpvyqLQ2zLoQyUFqJBujTGow3iUjwig1+oEg46rQ0DXB0MggUGKxm4Zt94atWxOV3SjovrfWWwaNRaaq2mmPCxOEywsq/vqV8Fds4Q1L4ulrxhjbiuj4y6It8JpXJDe2vSIUfj+mIrUrCSGtxaboGO9In+ChC8mvg4yeVx1HiyNjFPFc9ZwxptDo5GZCCG6yw0jmWc4opu24zC/lNivI75ZknHSzOitnjnZseLWJgxjFOEWGujALqG7HnEaGRhe9FElDGD2ss47BgkgGMtKK9+cm33QshRGwAHYNKoxFOL8/MOYwp+l9s7IrFXcSWkwfCEx/CNl6V2TDoqA7Pngek+P2e/TyxePDwY2/M6Gvox+qua8zf6FAly8kHPXMi4mdSyArd1Ix3s35BdeHDx8+vgAxXwbB//5oECzbNZkPHz58nMp5bN4yYm7qONVfcIF2gYvSa9Ua9JsgCFKioDdXukPsfHs4QK6NHVZ2+hiyuqz6z61XT5oHxH+06K9ePPFiZjAcWP4dc4AG60F39YRF1E5prHvruG1AnLt3r97dbN+/fL9Z2X5i9AnZ9+mdp5vt4fCw17pzkLTn3gvJGvLMmhDbMyltJ9mka1UM4XjwFxelMXegC+IttLJhZ9zz3F1pN5fzp5+ToEhYbffYDWphe43EuFxcg1Lk/VarEFw3K/LiBG6mNg4BeBBaRFBE/vXKl3cC9xJ8VUhs6eewjtaG7z1OxyeaN4jlI8s8pQzzruP2m996SP/ejDYm0zAsWj7gVk7I1bmAUP7ZYGZQfc0HxLPbFBuD9o5SQtkWVTtbo08Nx0NjFAIETouKdyTaWC5LW8sK562IguNjPJ/asrebCZL5Ad0HCGOfpTKHm33oWGBeZ1/9fJIN3d92SajfTknP+c7gzo74/MH2gZFN2q/2jcj9W6+8VfY9n1Jb752nsfzr279u+Jt1bKAdOHH476MePiRbO3dMKzDfKZRfULixRX+jVWS4lH1ZOyDaGgkHB1PMT5waDsw5zTUfcbZgRYjtaDAyHGHMo4b3zrd2dUyo6iemNG/uBi16PtqMzPPAu+UobS11MTfBsjde0YHPJGeMZbnu3+vN2sjjYU5bFQzp1pbMOVkyvzyg7UshcYavldfMPKCzTMWMn8G2bdfmb1POOl7htmewWM9HCJhJuOYv8txVDYObZZH3pZpjsb/MdzBXAU9bQYiu1Cb6imQClESZoLl8uXivCWKss7ECRhcGkdT2u+Ajg4eOdzZk5nTWUcsoutFnDuWaQgG1hzlHUfXURfA8RuPiBkio+5VEy5o6RlQdBLYnq+jyavFdwci/Qd4Nvwq7c6c2zLlReA6uDx8+fNwgxqMqeMejVbP14cOHj1M9j41vjXnsVCO4IuaPVQNWNz3PTviVzmdk9a05k+CI8EpBkFxd0R7YlaIghIr7IysTcE8cMX+9GpMKaUYjZcWG1aeuMgXH1rFplPtQHK0o5arskV0ZAXmt497gXtqW9xoe7RvbxFv8/Ozzsu+1Ea32x/G4V0AaPDe9IsXqEcLl4FdemhDaUMczs2eMzSWQF8OrBf+VOZIiNn8y6NVyl8CnxTF0ezp/E6UEbdoBtQzYDl7P1hfc4Khf5cHYJCseoTkOVueqWt01q3D52gbV5b4FRAKoiF7VHwaHhg+7k7bobh2DvFuljmvYpCxQP5x2bGPnA+L4HUfHxnZZZyxQpQ4TB6zcgT5oBBfoxzSlc01WE4NYCAdOIcngjQPlWw6WHbTfRUsF4VEcLyD3w1ER3H9nELz4WhhsFIrVp+DRMemoes6HTAUjyp0aAcXXFZTTof9pFAV86rMVVeCf2RDalw7TjmoIbLaBygHtfcuG1E5uy1sVhYcXDzfbc4Nzxrzl4zEpBdTxfPC8QRNhEFLxSzTcqP6J+QyKN5x1gjqB5l673EvMe8LRjHuO62TCkLloDreyKFwySgzPPz5q567Nwcb08+WQ+k88ik3b6bkVqjY7uztmfnp91aLdL8YvGkWVYkT9dLFqsxB3hHc029sDMjYZZYT6DjY0Hu/M7uzM7wc5wafXJjQ/760JcZ8vWjv0g5L2eS4g7u3VISHNq+Gqw39ep2ur5IBaDiCxddvuqUGvVG7KddlRyZGsA5QrnJe04dfyHIOx0bFJ1u98jAHuNklsDRr6smRii85zN7JQfSpG7ncCXZchSgg8h4OLrmssgOZCFQXzGn4PO2fXPEQ1jJkfNRcV9Qrok+kotUofmVKH4Axz7clRz2MvPBUGmyLs5+A6yHDHeEP/zalFcU0d9LWLsg8yZGX3HYgxjb4o7zZdb3ACetwXHsH14cOHDx8+fPjwcVPFTYHgXo/b6kZHcUHt69ruuiuFvuOeZMfLf7TXB26a4rKcVOUvXCJesWnuYDyIDRKBlS1WgFht69UwUCBoil7IW/vdu4q7DJp2dUor+ye3SSnhjRkjPoo3A+QK6BoQObERrdGEiNCEZxOysByMBoZv+cSMtHSbcw2eNBbAggJpFADV7Sc83j5+UvvhwCBZxk4RiJ2424YdW0bXQhcokiC7GpUFwgoVDXD8WF1Aa5y2l+s8f4fjTX+yK2G57j702DkeVvCikKD4yPjbMCVEZlgNT+a0IwPA1cBATKATWsf2huCtaU6I6xsT6j+bwaaDrKFtYM17tbraUTIYF6xpO6fjbad0/HTZ1foczAbmnG9EtF2GnD3I8u4zdZB7bf1rtG3rf5fqP6fP9Wlhn/R7ySxAPQBWo4xS6n1xPcI3ZJSjj7eIPgv0HeMI91/HpZAyJ1eDqwZ5BHp6fsOKFnVWJ+fszpy2Fw5o3rhzp0URf2lI2tVPFU8ZRYCsYD6jAp06POTYtj20PDW3V7JbjOqAK66RMuHRc7tBEUFbCuM48p5AH+NdgEAbTjzvI+ghA63xUul9T0Zmbr0tJgR8b7bX0Vt+dUTz28H4wKpScEV/HVcTei6PFKRis5fScSYpjZHdtOX03rmm53CxIp3iV4d0/Fk2M6oadaxWK1s3ws8bNrymrfj+igXPERe5zSdtm0OHuDpfWb3vq/TcyjfUOMLtSUmIUxuiufHQTWV1ILHH1tks1MU49s34WduMy31h3nQ1zI3cQNCb8RKOr375IGvJ72ipy9BcYUflAVlNcPuTLLmu+pOLeGv+KeZe6FBHZyKjSxyqTJNwn3keq98d9S262UDTlj3XI9fq2Oz2IbedkF0q0yeMag1qT9jOXtBddSsGxb5BeATXhw8fPnz48OHDx00V/guuDx8+fNwgapnfz79MWx8+fPg4jbG5xeax001R4LSBiOI7klj6d5L2cGgIJqrr0w6MrJcjM9YngtyhTLiyG4a1HVhhY05lIJ2NNKL+ndi68v2jsEane4ZTSt9O9yi9O9oZmYKyOu4r7jNC/5dnJFh+Lbxm5IO0TA7ShJBRQcGbLmbZRBtTkPLK7JVmu84oX3IAXZm6yKx8xtjEuoYHOm0hzcbZmutJK7k0AaGL6FRp6aQlw26xkVtchrSjaznJO5nfCW0AaS6VknH7hhQ0Qh5MZfmk70bO9errdKRwxM6UmwiFfsa2l48DuolI3mkqBR8mG2cmfQipKd3nYCYxyqmvnamo4Olg0j7v7ZBpDOHU3Pdesdexlj2XnjOi++gT82jeSb8fxAcmzXs1pu2iWHTSxZJS5OcjKTk9f3AKb7MJgyc/Rz8TU6Hs0ASQbhf6QeUUtmrzBvRZMEkc2opJF/OBpQAGBWi6Zg39m4uOUBwzzIYi8I5A+jar6Fke5lRs+MSUKEPDkaJ8rAaGQvLIVUqb7yzagsS9LXpm8ZCu86ngKTOflIP2XnAdQi+AbS5/FkYimgYklqPMcBGZL0Uhw5gSGS8UZCrTG2kTrohESh3PBQVvzXFYLQM0MClwY1tjXZyM42zF1D/3SmqPC/GFDpUCn0fx51ZCnzmKW5kwPNcrFRk7nBmcMdcZzdu+cn9BNsDPD543xg8w4NketNVwj5T07C6VRFG5dnzNFFnpAlSZ1ziNjD6nz400PuT/VgN63sk06VCSRFKLU+wwaemjWbmUBOyj+zDOLdfpGPiYYsPIGikIrcGhSeh/62JxOgQbQKhKT7kuliaEbJ9O7btSoaDtSIGkYdV132N4JuiHUnDanJDPMebf8bCFNXqhzS54fsE8Vi1rw5oewyL9TnKKZHW40l9SFN9DVZDxxdQC18xGUypxD6BfQGJS05z03Hij8AiuDx8+fNwg4rgK9naqZuvDhw8fpzHiW2weO90IrrPi6bPhFTTOEYAW8niPILFI2GBfZzV3vXP3FQW5BUO4FkHX9Eq2sqtYWblB5ksXUADd5D/Fk9isoOu4fUxSM4+OH2222wmt6G8f0u+b6wjpOo5GhCK8Fr7WbG/LqFjirqtUhFbHU9uEzhwlRxYFGZVG5kmL9h8PSS7q9fXrphhOFzyhoCTLM1NQolfirnWjS1o3zwQLZEcAvM9aV4TJ3SIEXTjmioWjQAkbbQnKMihAK1yjD4M8uavl0hG871msivUkowlaIByfw3EhZg6URssmiaUjQAkU2zAqCzRMF6JEW5E1QHBsiTWScXZz1hQ8aTtfoD0wb9gL9ox8nRbxR1EZUAgURwERvjykjEMdhyNCIy9Vl4wMj8iOaaTCNelARkAXszDKsDsNgw++pwr+969VwdFcFQ4q5FosiaMTChB1wgYFbU4BDI6hJZFEts5BmLUJyKpcGctrWPOeLegZRAs1fzA6gmcKdP5qRO36xKAt/tyq2JAjIxR9nVN7vv3K22Wf3c2usXWdzajA6bnhcx0YBf0EyHo2y4xUlZbmQxuLbSr3V4w1MSFQbZKkiSm00W84HA9zwuiIdZYANLbTcTA4xz/wY4CkWDbNrFyYOp5rjOKayzTXsKZr2MkJAd9mvbHb83Y+Pr88b/rexeCiGXNGUiwjSbF37ryz2T4+etyg0WemhP425xrTuR5bPdZsLy9p3CzKhUHR9RwNxHm0NeoYHYSHdN/ZQWatlfldptsD74dBOrAZVchfceG0NrLA/InnLXJTOhvizJuuzKZ+R7kW533ZVync5vbrSITqjBoMlrjdpFBQe/Os4faDS4gMMmmMI64DN7rGRTozgOtHgXe2outI1m3nTzOa/7bGPI9dC4Oj2tr3Ot9zr1es38mWV/0ZU2PcgcPl9j2JzKEptmX7XrStzsRoecAbhUdwffjw4cOHDx8+fNxUcaoRXEHwsLoBqqKWUIKE4m9Y4Z3Ai6XDhtfl4ehz9PFzb8RXEYtZdZ3u6l9siBltMfwwB/UbVSNz3LMTQm3qeO/gvc32g4sPNtsLa5YHU/Sol7bIsvGV8StGYubuo7s70j1HASG3V8urRmQf7Su2nQphxEp8nayNpadZ6bJINsTCi5Tb3oA0lssodqngUirEUSTa+LpcaTYjgeJwWYXrqFb28rz5XK78i7kXvm9BbK8joaLRQoP2AolVSIRwzsHFAw+tR7oGp5RnwP3J2E0zb3Fcjs29FBPad7PVPstwEhqhf5G5YR6vtlhFW8szXVcdKbHFjFCj44rQ/XHFnFsGQWA2otHJeUmc2/VobSxRL8ctgns8ODZSVUD/XEkoHS4vX0sMibRUzTWvWokweS66f8LIxckEyXjXphCh0z/xXADo6v4KZBki8wD3lZxZFlPDzau5QbDTgsbnXkwIuZYPAscVclHg07+S0TxQx+MDQgR3x4wIH9Pccj5spcTuPCKpqq8sv7LZbhWE+n4k+Yi5V82xvTgiVPLT4af5FosOhx99DJJV6E/CdVRjYxgPjdEMOLKa2zwLaV7bOmaO+PHIZIkG00HHxAAI5nFM/ery5HLHXASmN6gtON4cG4te8MLryNLMzCOwzn4ofUj2uau6y9z/lTFxcY9Kmnunq2l7TwXd070Z1VTMM3r+RVF0bG/Pj84bY597qnua7eGaUP/jMV1387lpZMY9OMkwptBjKqyRwOaCAzOHG3SSlc3ieWz62nA47JgcSOaTn68g9sraXVBANyOLjJ3KBAAVlLHsfF/os1nXfOSTTGAQriGUcMY1D9/J2EhdhjI5EKRZBzITbAxh5m++FmQ2gIiKEdJa1a8gI1rfX/3/sgr6VCD1vXaMHnquy82eupKoOvCOQN0CJEB1nQ1sqfE1IttkHblQbaV+o/AIrg8fPnz48OHDh4+bKk41giv8VKzEHDvA3oo7h2d5vXDR2T6rXvdnYyDgKje416COIStQoIeOWQDQC32/Se27pxDWSUbQ6Jm05V09mD/YbO87JKWE/XLf8OXqWIwWZrWOVeW0mHb4L4LGYLXOq2vhOg7SzooUfCMcp88iERXdUikLipXiq+J4Lnrmcij7eIvSngohQshq2mnzvgpXQeOw6gS6prnc0QlV+Q4HzFwftzn4wLKaL3pWzY49cJ/Npav2ACRTxPfr/lJObD9nlGYz2RierObIQbFgmlHfmJaszsF2otqYAeNxKyfE7FpFVdvNOUI6x+XwskEat9fbhmfe7DO6bBA22KYeRoeGQ6hRNLHjBM8WiIJyghW0x+HIa7MSGaJVGKQ1MlWFpk9q604xcnH49EBujdqHS+svLQqsrXole8PHi1MQQ/VlVub5iLIEdw0gkJpre5wfm7bHOFgPW/vQl+OXm+3Hoo812+2tbcN1reMtC7L4vWdBiOB2RfvcM7rHWJrW8fqUePhPDYjLf2XA6OTmyFgL62tPholFw9jMwmQ/uG2gADErCdk8VxF3WKOk5xb0uzNLnif5VrbLVnEg3lgO5lNDut6P5IRKX9u61rlO9PN3pO+gawhmxtyhjkvRJVP3gOu8f0NqCNqSGnMrMlPISuh3DMYfxtPtKXF5D0JCjeNM7bucGnWH8wNCdEchjd1VpUxgGKmNthnJHfJYmSkEEfMQdxfMNeDiiuqN+jw7Srfz6JTfEde6qKcYkHD/AUqv+6xbS9PJ0PZk/jA3ABXVyghupX9HdUm/PpBtKR1TJp1BjpwMMn8fwfNHjYQ+nglMW4x443N084HJxCSbxFj16pDPVQXNY3WrhGE7T/aZWLk2vD0WuR0DjKr7TpLahMAiuNhqK29RxFryceeVnfPqUE12U3/B9eHDh48vRBzPw+D//X/C/peQDx8+fJyieaziL443e3iKgg8fPnz48OHDh4+bKk41gitC06wODOK/KQ6rTtjKj0qWBgRpR/KrD753971esdlJxhGmiAmFQ5BNgQc1Cp+0Nz0Lp1djJsQPCkMuh/SMFs7fqaiY4UxGabli3bbR7dcorfVYRvIxV4IrJt398ojSlFqyBmkCpLyX+dKaB6giCaQiJD3OGSH9nITUj19xplKnaqW9RFnpZKkuEQtHYRaE30EFUO0pZHpOBaIYwRQayKn7ixT1s5RUamVpEX2+2pLiAa0BhRtRNw3rGgjI/SpUEdcH+Sr8DIoCaAl1rMO1KTKTTF3RTUktqoVJeeK6RgtKbw7nbfoQRVrow8ty2SnMWY6X5vrQf1BIg2IcnRaFycQmZjMQvtB1te4WA/L1SbFNeXJBnhSdZF0TGKQfd7bC4H3vrIKPfDII5ouwLRjTdY2OtqTMDSg+0+LzzjUg66yLThC4F8gKIqWsizNE9J1pWyh0yRN6FsdBS1FY5AtLB1qe/DZYJvTH5xMyEvho8NFme37aFpntlDS3nA2oAG13vWuKVXG9uqgMBYK7+a5NX6piRVBFJA3NFCdQFkbL9rgotAVF4faQ5rRHCjI3qOPB9EFjMnJbQDKId5ZUJHdhyQW4dbul1G6vj4lSUe3Ts3tuQNJnx9Fx5/mAmnF/QHSD25d0DZOiHXOrfGXG4YWCzjk8bscPTE7wfM+G1K5pTONnUKk0dWnn+XsiooUkGaffl236HSns20K677eN39ZsnxoR/WI5aQ1T0r3USMlJ4WXelcmqJjw+j+EKEXSKnFAIBWm3cBqa9LQUFffJSvGP6Mv6vYAxJUW/fSl3TJMYL3x9mD90IZ58BBJ/7rtbU5JQ5IVCW5iCqAlkGA7N5/BOlDmSaQ3N8a6jTYvPYz5rjr0ZGjMWPA+Y56zVvIhCOMxjv/b/rZp57HrhfqfpNabq+S7ToSiAcsJ9YMw8FbxnNe0C9DbMX5Beyzfts9dFfDcKj+D68OHDx40myjAIZlPa+vDhw8epnsei4JaI043gsgSMrCKcAq0+s4aT0NQb/a3v576/9ZHb3eO6BhBmJYdTDOxKskwUcX2HV0TbiVlB3jailfm9g9aG986C0Inb49sNwgEb3TrOrgghuG9DhWg7ESEyn0s+12yfKFvh90vFJUt6ZxF/FJ0Y4fvcIqPSDryw1AVfgm4B5CtOLgYUJLNVz+4WbwE1dWwfRWKpR0oO6JkIs/cUFMhx3AI3zc10ZMcEZXCk6sy1n4BSG2kp7FvZ9jXoceDYz6Kgj40TxKBBFVlAYmpTsdlGxqh82iI6QE0hmwTZmVFKyNkkbVEq9A1YtS7jZacAEegC0LlsmJl9NaqCAkuxb4aAPtAMVX8gv3MKIzp9Rhc/8GwvckKqyEyeYZg3/TeMogZNkXbWcjh4VJGDgLt9Rf8NvwrtfKXNO4BOAnmEBTIKO3Vx4igYmS3aUWcsMDbyLO+VJ9JzDT5/WFBB32eCzzTb/ZiKVbWBwFcWJBN2+4bmGrSRLnDbS/eMccSZ5IyxrIVVt0HjUajD9tC7ya5BSuvYWdGctRlujEUtirCMzTRbm94dkAziPVcJ9dytWMsqCII3yjfM+NvscuFl0jWkKDaFGY94dtv5tkFMdTEYjE3CeWiKpvQcCtvlUTEyCBiyHboAE0jhXrZnpNQgrUe/pM3ZNc33D0QPNNu3xYTkXg0JVa8jH/E8QY+lnbPaRxnkh7n5HeZPFE5ptBPv33ib+/cOZyjfsFkzbfTgyu6JIY9+P/JzkOvDPK37+wnFUn3F425RmVhyw7hAgYedAjS4T6ux655Litgc2UpzHP0r9H2M456s72azMRKO+h2MkHfwur6Sqjl/c2kOEvtmC/BPir7Pog1g6YxxAROaO1IyK6ljt6AxWK7oHi5vLnekC68WbT+9Udwi3+N9+PDhw4cPHz583CpxqhFc8Cqx6hfLOsVr6djsOjIWGl09iU97PRve68VJ5g+u0LSxN2Sh8tGI+WW8iXYVN+3u2Nia3jknlPYDgw80268cEJJSx6PrRw23Bah3FiqOI6+CweOC/NLLIXFvn9082xFqn0ZTg3YBwdWSQFiJl0O7CgbKpiVSRCpkYa/J2No6slsdC1S1AhbOJVbK6BIAcjXvylk5C09Xr5YZIQD/pyNorSlfMKAAMuxK2GgLYHAuhXZW9RpA0AH6Ob6mKzo2lGJ9yNewFMJl2weApgIxWUZLY5vcZ7wBrvC14FoHXbmaXTXIKIwZjsMW/gEfOx9SH1mXaysPpnmwDtICJFfMMFhYXrcJUEnXXMU0J7eNCJCDx6dQc8kExGFQd9/6M6WW++qbBvBxl59taIF2TgHiBvRFeNFKrm8r2zKILrj42kQDKMkoHhnJII3cox9CzglzjIv6a+k4cAbnISGCzyTPyD7gfT52QBz+amn7fzpV6CQ3zt6C5pqHq4eNycCT+ZOy75X4ikFeR8nIILdfl36d7Hvb+jZj+vFK+Eona/BC/AIdL6HjPZA9YGxyDzc072n5uk8nxBl+rnzOZDkwt2k5rMMxff6NEaG/Z3JCp/fK1mRjWA0Nd32ymVhrYTUuZ/nMZF8gB/ls1M7HH5181HCO356RhfL5nDjSZ0et6U+S09jaTRkBz6kdP7Ch98Zrc7Jor+OJMWXt0i06d7wXd9H+V22/Se5IjHFI0PpbBOE4NFv0S7Ez1ygqc0lFXg/1COpdANlCzMdietLzyhUZSFfSCufrmRtkzoYxg2MtrH8n2eGsawYhEqZ4vztmE5p324fqCgKMd0rURbGRVctGmWnjnDNpzX3MSzOPEY7brevQ7dRRjAl73kW4nuoEW3GVlcLctLWgeezeI8o0vzt9t+x7rqTMzkFGnee57DlTx2EkEN9EeATXhw8fPm4Qi1UQ/Nonwmbrw4cPH6d6HlsGt0ScagQXqz+xsetb5ThcTqA0WtwZ4VYEumLPGg3WK0697/V4uu5nNU8IK73BmCsiJ8y52eNrOd+uiMC9hUj4I0OqFH6sJATlQtlWA0/zqVmlAt3WnCexGGTuKZATILi6+ltUCZintxVv2UpXheC6wtDxMDY8OY1SgnMDNM2tgueGM3+TlTiWaRr1wyraRWexwlQcuo6ANWi1PdaqgpACyXBWrrSrcw6havUgrs45XQSiD8Hus4vsoJKOBaz0d3Vu9OdskBlkq1N1rPiaaHtBiKHSoCuccf98nUAlNZoGlAoIjByXr18btMjYAueYUW8gZ4Zv5ygViPkCjqH2BadRkEvY+eqkD19yFlfBG/WwqD9fHwKXp7tO5YwRxwvTIPeOhac7P+mxAQ6m2BfzYWDjrT8Hww2YIUiWRHtXoB8xOg30CxkxbQ6AKnwgzBi7r45b84LnQ1JYeCEnhPTe6l6D2KyKdlWwmqxM/3wkf8Rw+YFK1fEb2W8020VEaZ1pQnPZ+ZLQyQeXpIpQxz3ze4z183SX9v1U9SnZZ5HQcV4N6do/OfkkfebMcUdZ5uWc5r6nYlIY+MzgM8ZUxJj+cDteHVHm4uPlx5vtZELo7MMbQqn1faJvwPhBm0xgjAKlhKoCsmdPD5+WXR8fkZXy7TNCcC9ENPc//AadcycjbrJG/McTOt4snRle8Gdiusc6nt/QMz3MDq3pBCsmGH4usiVnqM8NokHnfRlPuU/hi9XamRPbhIWomUg2RhlGICTDx5kjmT+cedmcw8moyDPs2VfeLZjvnUyYPqeM5Z4MMt6TUL7IIkdpQt1bn8pKhwOsxke0xe10O1/zbmWecwZVC/27jOaxKo+bbuaa3OhwlYJMSJM68xYyZtp8yMl+ooZgvKSHPipHnfaCdTuyNrB01sYWbyY8guvDhw8fN4jRsAoefaBqtj58+PBxquex0a0xj51qBBdWflghAOHQPCHXqherSrFe1SsNIKsncHD70NnrIbYnqSf0RTRixG1aGYvEzc7GILr6HrCqBq92wMs7tEsdi/HC8CGB5I3TdsmMauwXJy8228cHhAo8P6FVfDFpV+Lg/e5Fe1azETa6CqVKE67cn+aGb5ms6Po287ZiGvwlILlCz1VNKPfAmq7ye/BhtY6gLD6dCtoefu1J++qQ1TWOA4StB3kVFNV53oKC6Mp7VLE6KEDvqtmtAnatgNW/RT2BtWdRZa0zF7geKGoAiRINSK0rjHMyyiljg+8Fz1r3R2yRGdDHc5EWrO4FyeSKeXPu0tEKBrqd97Sxox+Nsa0zF8LxK5zjqz6Mc43iIHjk3iq4+EYYbNaqnfWzdO0mHcWNPutnQY3hxss/a4RQFDCYUwcdSSgl6OvIyszooGLMaOtjoDlAQkymwqnCRkU40F0oWugx+FLwUrP9WPkxYwW7VRHEN0hb2OkoIp3jayNldVsjsPk9hvNbx6KguevF9Yu2sj/q0STlPnvH+g7D2706ayuud1JCM/c3+0Y14EM7H2q282mrOHAxJ73vq9VVw0WF9niiXp1oC6gbvJIS//fV7FWDONexF+8Zq9/quDJbPngTm2Rj9IrBPYS1eh2Xt4grXG3R519LXjPW7MJNVWNsFRKKXsScAeUTQnGnjttLQoSPD4/N8XXWINvPDOIvHFTmYIvOstYWZ5Rcsq8jtmFWg0OQ38rWU+h+KuOZa1aAcIbrsKOV6vJYRVfZrWXo+Q7gzsf6+4R83nmniGaw+hx+J59HV+Y5svm85vY7n8ff9Lwo+uBTfg6z2NjeVyrTBx3ZbZ7HXvtcrb6gEFzN/3WnNFxWdR2bc3weKkUqe+XaHx8Omas+Ia76Z/c/K/tC/WRTUN9/Y0H7HFU0b2ht3DcTHsH14cOHDx8+fPjwcVOF/4Lrw4cPHz58+PDh46aKU01RgHgxpFckzbdRqVVOH4jIvmPl92aMGdy/932+z7LuJKoDrgVyKHUkY3oU8S6nGc6y5MeMjztU5+b7g7wTJHFe2qNU4bmIpDbqOLM+Y9uEMzeQZdJFZZ8bkLHDk8mTRnYEAtJ17A8pvXdXcVeznQVUqHAUUwrh1aItPjksD23xCqcqUBiQRCptysYBkrLlFI5OKaPgTFI5IOrDhlfb2iJF7VifuqR4kzYCCwFpciUf07HJRUEjnrEuIHKKjOS6HDqCvp4OTUIuLjixeK333K44OtubInWtrVClUMx5PmJ00a3taAv9+NxiZ6yWylKQwe3QdzzXkCJMrTSNTq1KUSGKwZytPreMQ1cSCBv0L92ObpGhphJI2rAdw1VPwYq5F4e+Iuk7XS8JMf/WecScW1MUIIO4qla26DUrOoVoYt7An5+nc5PuNulD1KyhGLDsKTJjSgLmH9hqLqu2DPtV1ov6tdGv0edL+vx7V+9ttncErZD7vKLreSNiKa0RzU93pXd1jBleCyndfpxSmvwgJ+mgg8GBoVBpKa6tJdEi7jqk442zcde2/ICoCk9NqIDs1XN0/c/P2uOts7WVoYLUIYr5FD1E+js/dxil5Gtqu3Prdj7GWLscXDaUodcjsgQ2dr75xNDA5sncSKo155rRuS7FVKz2XEyySu+cvLPZzjY0P2vpORSTwogF/eiOuH1O95b3mmK71QEXCrZ+LsEwHhqqQ3VI/Si+HHf6J97VoKBBskyKptruKXM/xirmmL55zqUbDIYDe3xlouFKBvbRCyFp1Wv5e8JncF2QPtRFZi6tTAq6maKhaQnGGv4E6TBjMMIUEBSUyjsUJ031B53jllXQTAOYO/vcb53CanuAoHeelcI7fj76OOgnBwmN33zGff9M2/entc2auhcYAC02LS1nc6w7y/XDI7g+fPjwcYOovze++nrYbH348OHjNEZ2i81jpxrB7Qj8C1DWrh6k0EWRzumjJ1cRnlQ41of2Xu8zIMvrggSNXAK11daFxawwyC2I5ChuqCM/pt6ZbmiJ9vIerbJf33rdmibUx13TcdeLtZENWw1b6Z7jCSECn5mQTMzrYzpOOS47Eh3TmD5/f0Ei4dsZkcKvxlSMsSrb46IoBPI2KELAilAbPWAFj9WooHY9q3ZBxhh5EqK+fsT4d+ysfMMuCb6zSq/6ZZ70vq4FY18BEZACWYUDmbC6NCYEYa2uc53O/RsUEagkihJYckfE/dVyHOi4SOwwuiQItjYsT0/IXLiFVBqdYNRPUGWFngq6nTnFa9xHNAoiBYgsIYOCTFme9y3Ti+ubZPQVDkpxnZZh488t10Hw8U+3OO71ZNyk7/YUoMnnWPJM+idE4zlLodEcFDGhYHBQDjqWwmL1yqdEQRLGWJqnHcQRRWtSWNMz5pBlAjIMlApSUDp78+L4RWO3CVR1Wk077bnhAQ/ZsVlMSOM0a/e9oyJEcS+n4yyP6Z6ubtFc8xsxyYjpYiMUGd55RAVT929aO9/lmFFnnna3WOdqpyJEd1JNOu2ZbGjnrYj23U5ovlvELaJ0zF61mFNnx3Qv2wvad3g07Nog8+N/rSKU+lrYFt2hvSYDup4LIRXtvTokpPnFmNpZnxPo+7MZmUA8nZCU2GTY3hOyIkByl6Ol6XNny9YU4j3le5rtpZKQ4WfTZ7smIIzKIiMHtB+23kD79TmClR3TQPWMzTpGmWOxa+ZYIKKY53iugumBLmgVaTbI4QGdhc2vtm3vycTqazLmP05BmuyrJShdyUC8wpCFUmOtD8F130XG7ILf7ZBcKydIf50sQbbkeaxJ4NZ2vX1zFH518vTVLd52kFwjw4p9uJ+UI7quq0Max/OgLe5EhgQSg3h/uYXlbzY8guvDhw8fN4gwrILppGq2Pnz48HEaI7zF5rFTjeCCgwLZGyClmq8Kbh8kZSA50rc6OUkm7DfFr1VrBvdzgmSxWHYyUVIzLJSPVY4rc2TMKxj4zFe8qiGXymA0JF7YmQPitdURL2iVt1gz4sCnXE5aDt2z52l1/tyMbfEKi/7sR8S71Zagm6u0Sr83urdX+LmO9Xht7qk4LoxUTLRo22pTa5aolabIjqkVpsg4cdt0Vp+qiQSFcywFe1esDtdIuJS6zYWma4/blzXohHuZ1zEmENF0cJl6pGM616ABYdwnT2CuIYmRM3PQJNdO8roi5KCVwjZX8ZWBpsgzhJWuuhUR63asf7HwN/J+QvONDK9YuNeqjXD/IkOG40MiyBBhsbHHMc+H22Rrqwp+51cEwf/+tSA4mqs2U6i02EM7HGk5Vp8UT+fxdJ8bhPglYwFJJKDAShhd0F6WbYMEHBBT/czQfsLVAydXy7kxFy5gEDLlnTXHDujpYkJzzKXqkkFnJXOjUMn70vuMVe1h0drkInAOPG/w6TcpHfe5iOYrfX3Dkv6xn+4bJKg5x4QtyPcp43UtumbmRKBFTbAq0Wg5MhmrrWTLcHI1n/aN4g2DQicFHXidtvUO4O5C3B522BcrkiXT9tf5mKWdhoQEHw8JKX45ouvXxway9/n888320yFZDN8Rtbza++L7TO3GLJoZa3Zwfut4W/Q2Y2wxHlD/Ohq1ck3g1gM9XoS073zAvO/tTQfBBbqbbTLzbHWfAw9W5jkcRg1dzEfIzAoXl981sDXuy/TkKctV8oPXc5egqD31EieFfBfAnKvmLhmrzjwu7zA1Ife9m8TKm3nteiyB41wuS4Neo29War5Bu8x4Hvul/ycIjmppOtynnvMUqqzbwrzH+N9iKORkMs3x+DogX4Y5Cu2/BgStMiZ45mLmo54D5rQ3Ex7B9eHDhw8fPnz48HFTxalGcGELC/FpqfituogOVjBYBfZVoGPleCIC2ydG7ezbx+fBai0ZWu4tDBA0BxcqCuCpgMeUZmmXl8Mrtc2AVjSLjFbQB8dUpVjHZDUxyCvsUq9OWgH0Z7cJwb0UEPKS52zPmTJ/t1G2pzjI6NjzY1qlXz5D6MViuOiIe2PVj1W22FzCum+jrI95pQbkrc8aUTiSQMjwbMEdVNxJ6QMO50nQRUfcnnZyln09vDAX9ZPz6RUrUH30Ldxmj6Ww9C2YDTjWiX2KCwZZdjm9Vb8VLO5XZxgEMYgdXhxzaHUXB1ro8nOvZ3QgyCAQMq1K4djvXjezAqQWYww/Oza3mmcHNM5VLtHPTQxCHK6f5j1LH6vCmrLW8Nbqy8B963tykfCOeYeO0OHtOs/UCMpDQJ45swcBjcFJ2SJu4L7ng7zXmAHWyKbvAy2PLB+6zzgEXFwI6WtEH5mAYlAYbufRgNC+edxy7GCysB/QNh2lRl1B8/JnFSGMuyFxeq9VhGwOskGn770eUt3ApxNCLm/borTWXStSU9BI5afCTxnr3qsRzYXrvJ3ncBk7K+LnPjR6qNme3RBPdbFsObhAWMGf3063DadX12AcLwmFPc6OjYmHNkpZjehZvj6ke8onuRlzUNXQ8zqMBNYh3cNvVMRPPhu2vNpzCak5bFfbZp6fTOk6B5sW9UwquuYPDD5A5x7TuZ+ftkoT4E4iS4iAuQZqO+q4nNN74mCL+m6WMpc74WepHALBy0VtRX6UdzJ++JtkULDhn9Hvm+uL4140VN4xSmkH2Ss3kyLKRz1zWAe97OPlBxaplne4eg9p0wf5HSx6ObRSkFx36fCckW0Mq86xMY+FQdVcU+ddpe7julxcOXUXYdXXoN8nrvGRKFzpNuV5Bfbew2zY+f6jjbxuFB7B9eHDhw8fPnz48HFTxalGcIXzggpDXhFo7VRUekrwIrXPplL4hOD6nVBJeT3dPI3kQS0B9nrCuWXgJdlvm398H6Gd4Vn6fLqmFUs8oOMnpeLr8uoUqG82oNXwa8dUkfvqqtWinSZckRvRSQ+2aQX9ydknZZ8nqiea7XK9NCiYVLYrtAYrq9diOtdgzLqYydJY7TXnTCbmM1nEFd1V2tFJBC/KXZX2tbmgno4mrQUynd/hR6A+GoB3eEPCA9ZIHp6rUzXaq1/rHg/Icg/v0rWHlRW6yKP2rFbLfqTQXI9j4yurZL2kxb6unizUHjQ6Wzq2mU5Vr+4jQPtcfVBjuwwOrqtuEHXtYqWtEwe9wT2qJopSy/91bV3NmD6BXmcsYBWi3vyrPmzZo6Kh78W1W0a76q6MTAA0iIEc9XDzUJGM3w0qGnPzcN6Z10SfmFETZJqMIkjo8L3BPXa0ic11IgOwiTpcQCi9oN2g2LBcLi0Hu0byNoTkXRpStmg4GprK/vA47Myt90T3GOUGKA8chy1CuIppjnlpSFrgV4ZXOrq60LYFEvxKQvrhecjV/6MWGUWmC+oOUIS4Y3mHsfnVnEKgz2LVzfM+0GnNH35tTfdwJafrXA7amgjhLnO74n0xmLMawKZ9lkDs49pLutmJNm+MiA/8yfyTHTvkt8dvp3tLZ6avpHE3S3iuJNT3Pdl7rFpH/S6pDky7jof0DGc7rI2eHXWOt56trYLHbmkzrGoMp2naixYaLVvuczge3lkYI3of+Zl5v33Rse915lONiqJ/YnwKUt93+MhaXwtnWHNze5OKlterswGSnXIUJJD9DXpQVMxj9e3U93Qj7X8T+r7ckgxkVzEnq/cMMhtijc5Zuz7VCNRTQYt7Ha9PzNLd9F9wffjw4eMLEUfzMPjP/+uEdJ0PHz58nKJ5rKwLzG6B8BQFHz58+PDhw4cPHzdVnGoEF2kKQN+A7/ugbymSgAg/5DsUwVxSqU6qUSxNe0TyAc0jTYAURB3D8dBQE8Ixpz/OsJTJbW0apTpTmfTraDIyhWThNZXCwbWzHBokV5669pRJ8dTx3hHZZY626HiXtyhF+Otbvy77PB9R4cAqXJn7HLL2jmlPdqhESulKRCm2/ZiKRm4LWbOsFijfkED5UXpkjnOtvNaxEoScG1JNQiHQmX8nLSx2uWGPKcRJZh2O4QPf8IlFYO7nxLwBRVKuJay+Tocm0HudrgyYQ/C/nnxLr1Wve/HuUNCHiE9IqZ+cwWuLnxyJsj7LSVB9ROJGpb5dkwmxn02KTloRRUwyFnCBSVeqyzXZEKkypP51ISKk2JziNS0Xhee6M46Cdz1WBR//dBkslmGnSEy3gWupLFvdRyBQ7xS6SfEJJLzU7yDLJNShvqLKqD9laIoqneeMlJ+x13QLQZiaIA61qh5L5KIg18h0quFqaCyGm33HtO9rZyhFP94eGzF+3Ue2j4judE9GqfVJTLn6neGOsfttjjem4wXszLuOOG0+b616N+uNKbg7LoniMI+4wC1uC9yqXU51c85f7OAzS4mo43B0aKgIsKM9mLO18Kgt+j3Oj00xmNC0NNTEr4VRTo29CKigbZMzdWHZttFOvGMsanHfiwF95pnBM7Lvr2c052/FJHV2/4ilz6otKxtY30tJ93KmIsnJMyltz21a2+GL4UVDzUDKflYSRWG+bqkZSZgYSblyh/vKmcQUyTUBP44Fv893iq7JAsvXiZTcnP9W2AJ0Q6dK7JjroxW6lCkpqkURrHpOGNciT4p5RMuEgU4FakNk6YuaBtZbPCXD2s6Pumg9nIQ2vc8mOaU2CeI5Y2dE89hHfy0IFm2dpI2Tisv05bmvLdeyt8+OHlE4Eq71fOrKEjJbKFpFpiixz7TreuERXB8+fPi4QdSF2Pu7tPXhw4ePUz2PRcEtEacawUUBxaAYnCxHAUQDRTy80sBKCCtKI5zuIHruis8gT7EleA9GLSpbTnl/WtBKsUB0gQ/cgp1SUCArldJBVxj91QLiQGU2c1ruvL4hWZmDskUMPr9Pwt/jM2ODPKAIQSMwyYCL4tD70YxKVxlyMTCDgK0ktveXrTXm2SOSqJlntJJ/ZvKMQUP0SuykIitTkOUWa7mf1agft41IirkyJrogDSLjuBzsqutyYLnoyJf1WfUKMoDrOWG1a67dRYJ7VtGyj3NPRhavxxhCH1ejfvKcgUYCPXOk9My9lP0WyAZddsYNrk8XSgLVFdtZznzAjhaSU0byR4Bm20ZGZgbP0in+E3RVtRVQI6AzYhusi+tEMa2wNSBVTxu5RY/4U9QjVI8DOCi6fLanCBKIjCuXpwPjR+ZCJ+NgrguXiTZxEf3mpBZdQnGglknE75KEnu8dMyrEevDgQfo5b80GDvZobhru0hxwNKTszoQnR10UjONB/P2+kIwK7i7ubraLooWgnhw92WxfrajA9qA46KBimN9RrLZMaQ47iA46kkxbA0I1J/t0XaP5yNgSvzKkArU6PhOSxfm14ppBvSHbtJuRzJnu3/NdmhPDUWgkFXVB8DynfZJ5YuTBtkq6tqYd52xssUUZtNWYkWU+nEbPPzmkgrN7B2TOcyGlDNv+fN8YQOjrwrsEUm+SYavbekBtnU64IHrFWZkj+uzqUnvuy9llkyUMuBYZxYo4ny6YQ5FZMk06c1fFHFLMGzA9kjER9RRqOZlezE8oBjTvJGdu0fJcEpGVVMN5tCSfZGgcuULMU33ZZh1u0ZaWEsO/IYM2jFlSC6nRjTpQZuex+jLqOb1j6qDO1Xkfmgs7ISsZnmxqI9+ZMF+jqXXBKt5B6Drokvpe3nyNmUdwffjw4cOHDx8+fNxccaoR3LiILXeo6lk99Igea+6O5rSAoyP8uNCis2Y5wB8Dv3a4Nexw52B6UEwZaT7D6O55/uxe2/xArIrUsbPlc4czhU4yFxHICTi3uG6Ip9fx4uRF2mcrMsiOtjOGvSXkTnDf4MWNAQfUfxtFhqcIyS9wKs+v+eZqVHc+NSta8KBFtLln8eparRq5qFYvxtyvK2XUJ03l8iLNOZXlqbHq1ZxEHDp0JLr6VvZICrhIs2P9rP/tIsN9/NqODFWfoDdkvCDe76CKBu10Vu/uKvx6At/CDevJdQnaK+CDlQTT/MJpMLV9j69PW8uibQSJAZIJOTedWXEMPiT7ApkrhdLJdTn9UD9TLcXGHg8kkA5unjqecN4cGTfZV08gLooK0woHcXbrBPS9GBMUl5fuPHfNU3b7jVxXT9oSGSQI8gufcaWujzl01ZiONw5pvhjHYyOxZRB2cGWZiwopQUhhuQYzuq89NCDThdkKqbGWI/rR/KMGVdsUbT+aptTXzhaUWRpGzKvlS4Lpgp5Dd4eEvlYJ7fTaiLi+nx1+VvZ9PX3doJOTrYlBiM19MId5M6PrWp+jv52Ztfbq+YLGwuoaHW+V0nYrY+RWPcqzGd3LbrFrOLn5kI+RdVHUj88+3mzvm95npM/QPnUcRYRUX5wQz/ZSRLJuT1aElDd/O7po+L5AmgNWUFseKemz1f+PvT9rtiTLzkLR6d3q1+6iz+gzI/umSlUqqkodBwE64trRufAABrzwHwAzDF5oDUwPvAFm1zDMsPtwdWkNgwMSSHUkkFR9m5V9E01GRr9jd6tf3l1zH/ObPsb0uXZEglRXO8JHVZrHXsuX+/Tp7tN9fuMb36ePN5yLcRgmFtxa16DE6DZ9CLy2JF/kgpdspKj0WIGsZBFBKxDXfZzG4hrh2QiT6dFjv6m9gFEM47UiI7Vq7Bb/1ufM8JVRg3AYV9WV2WP3KDKuRq5M9xu2vWCGIHjGYRwrjstpW8/66XGeA7Vnhiv7iedobmVX9ZhkDGbY8XkLT2aw2RhYs40/JJ4SJkYTTTTRxP98TGdK/eBtWjbRRBNNHMWYPmXj2JFGcA3XEZXTFt9FCLyvEuZnr/i2hR8QGMzwBDdNT6b9dT2z28yEaHj5u1EqZ1hhImZe+JtzcSAaDt6RN/CE4YOoOoQOtp7dgNuKquDyGCaaq7RBv/d7dbQGaB+Ou5f0BNfrnCLOG++3bEDr7i6IdxYn0sSh3I5H25ksJqLqOZ7HoopSbNc4CliGAGUnKTcH0THTNKhmtsIykaGXBvVS1uydX0f6sxqn0TFFNNX5DoUFOwyKhirdVTNj6/j4dp0ogIXS2QihayZs7IIdPLYan9Q+ZoZ2232NJVQ5uI2psZvVPwcPUFQXa9QECIV9P3JUGrxHG5U054IjmXZf4xC1IoreGe078dStu7SdYlPmnuEcT4sjbcxkMJ4wpN3mcBtetcNswWQUvEdbNNc4dTbqz7aHjIrpB/S5g/cNcwF/XOctYkxBZfx2j5DCT9qUPdrobtRUFNCeuYbpwMObTyq0czohBHDSo/Fj0p4I+9nT+Wmz7kvZS/SbZCrMINYXFf+1v+iLOoF3MkIj76g7tWMa+BXPlXNvYUk+a7E3BN1f2O5gOBAKBHiucFv1Y+vHRN9s+FUfDbyBaM/ekniww3Qo0OpyO61jwlwDlrj5nBq1fMCkavQ/oaRzo3ujXD7ffl7YunMUcNqh/vyO+k65fHtCVsjldh5si2cXlrDu5coIeC7Gsc7mTfV1NPJrz0KT1dB1J3iGJYtqHYyXyOIaFFZ3Ne9zu+oe17/5XACIMtuEscU81xgyaZ71Dj4+wjbqMaiv/lyMcy5yKRJSevzmWSDUJphnk2097te3g3EsS2kcszPboj/srx4HOLUVifiYhD7VaHutLoahu4ab7BjXVikkuaJBcJtoookmHhFRlKuL5/Jy2UQTTTRxFCN6ysaxI43g2jMNzOKAmNIqnkBlMDMwKBNDETEjs9FEM9NgE0HwgTBLDYeai9utUKq8nQs+bRqYkmzBI+L7xGws6Grt0FZes7VNp/rfKCLWVCdj5an5ckXEYSxmq5jZcp4h0ChUosKq9eKcOFqvq9fNuuMOocPXPa2d6xOS8dAjPdy72d1q3ZTW/dHyR+XyRkqIQTJNBN9YHD+QRo3oiBkmpmO5m+8jEC5rHcOdMkD+ag1R50xxRdWorYLAw0bnzGzUoV8qrFQdGQfxO5sPzFAAXOerdHpdKOIqe18XF9Xsx0CjtcM29599/Nw+E/827dTocZiENRTVVAtDTze0uLjs+G2E3iDkFkdPoObVjwVPnV+P3X6uXn9Fqb1Rka1w/Lb84SOqfBlIZbj6qaVtna22ALY5vU5rarTbgY7YYax6keUCz606TWbfqCcwChucN6dB11ZCY98oJ63XT9uflsu4V1WVb3lbwt516muUdqlRWm9S48Hiu1E4EtzR14NqXMrm1NBjCSGao1Zl44s4l58T18Jr89eE7fjoRPUbaO1iHMI4er9FWahFUPEbL/rUni9Myc72THhGjJWqko5Vk306lhdnLwq+8rGI2l3EbEFj6lvxW+VyOyek9Kw6S0uPlkUMtRzBrZhUHeZTrf8ba/7zuEKGwcfdnVPW7YP+B9SPIfXjpbhSwFlL1gRHHplE2BxzfjMyK7h2l+GyVhOB693WZcZzNN1lzwLd52EnFNxukalC5b12A4aSALbPLYVh+2rGsHS1niq/9/lYZtBp9m5hj8O19wW+T1Ma4Int8JodoVWtLCUafY9ynX0zRur7NegEIosVgHvMam46/bQcx3Zue+ogWaGiYBpvLV1ho70YFh3Dj/3sNFrlzHo3iixFLHCf2aD6WLbCVnOaaKKJJppoookmmmjiiYjmBbeJJppoookmmmiiiScqjjRFoWYOYJgETCJEQ/omNallWlAAki/r6WJTmBN5YslT6qA2xPtacuRYWBOoN6kK3ctme5qGEGdV6g5NhlyKSR/rjF08YeuOJTUBhH2IpHu9Kj8QbUSy0IXRIqqOpEXHp7TWIKEih1M5OVEcW1Tps2GbUmL3QpLG2e5Q+uxuQNSEd2OyC+ZyZu8m7woh9KTI8VphUvWQQELREhfH16lpIy9inXeXFSrCEPBRzMO/X5FmcaXzDZXAd8uRibCoE+b64vIsVhFUdbByvyK1AxqClYanXWbSxtYyouBmGI/K9LgKEJDetfuIp+xxrSEFZX7DMnALj9Kb7awtC8X0pQExfk4dmrfm0uDCstjl58P0g5XeF9QcjAnWYQqJLhTKFesU0jp58Z+bWmJbSRupMtAj+LqgA3huuonLAtikME0NiUOizbazPsQm2BybfR+xAjdzveBJkdSl9UBNAFUB0ok3IqIkLYMqXTzyRqLYKJlrOas9Sp+PVEUTQOHUfD4X0oQoXoN0FbfzxfUEu1I+HqOw8UxKFILL+eVyeXFAFINbwa0ahQZtQIHsgc6Jw2yniI2caAAvJy/T3yP6e7ZGx3Q1ILMdfp2f2aY2HA+Jv7A2IEpA2bf6RMAg4naLDBVO+TQen80qisIs08Vu+jC3lzQen8uIjrHZJxOHIhYjLdU10vSQTXqAfDQgA57jQcWl2DigY3jWJ7OOK+0r5fJtvyoym6/NhcGDub/1rYvisDLgX6QlPZE+N9SXqi7aXN/JMhHPTU4PQAobFD7QEBCdrJK2hPybuQ8tCUVhJmTRtEBNwDlBETgfh10mMmYdGDtYhcy8GB0BAwoetuyf63lQM80BRczLawYj5XayXGU5/feZgh/eZ/kp1rUYGObZoc2j+L8NNUS/c0HC9bPuu0Fwm2iiiSYeEUmi1PaOVy6baKKJJo70OJaqpyKONIJro0gGeeHgHGY+G7rYrO8LBDabMPLy0tqO1hHHbzjai99BPmdyh6DW1qIqMoMcmJkxzj1BAg+DqvtNcZlGnOeJhkM0SMHliIAeALkdLAZCViWJqqcwbPvSSSpm0EbkvAiAZbo5STsR/cslV4YZIbidtCNMHG62bpbL+73KAhgz751oRyAIWTuTRXcOeTBTAOMoHDOzWMsu1jXDrFnhAslziHEb+THXzNZCiWtoHfuJjYhVTXKgcygqsqW1fAfaC8ABKDeQA4bKmvbZUmUOC1jTtzi9gbWNZDXKjX40GRJWIGGsby3ZMWFLqf8JVNNGU4Uhhf7QzOp1cYirEM+2hTzsnAo0mx0TR0bRvkK96ps/KvrEL7vCFMmwdpprGLsySjcGcq32ZZk/ADVFe4FAus63AacZcr1KDs8lqVMrUrNr7Ryycwahz+tFZkBhYRQQJIEQa3+QVkhrHGih+6UWoz+gMWE6mq60+OwuCXn1F9SG2QGhltNgWjv+btIVIvcPgmrfKFJDFuuEdtw5FxDaufSXNfObbEYb3mvviSKrUVwhzSjoMkZB+toLJ6EwXSh/36Pfn5yfFJKPxsSh6MeA+nEY0Fi72SMU1uvSuq1lNXb3fFp3J6QxtpfR3+fiOoIb+tSehwEVBN/2CRm+G90VSHER6x6hx/0RPQRf7FBR3EtdkmMr+7b7QGbkUDDZlRlFPhZgacyTIMPHsnoYd2DEANSUP9eMzS62o59heCZy2UJj/qCfu7WMBS+gtexpbUlKpxW6Jwvd4rzKtrZ1yhhZZaC+xjCF28u7qlNNXbE1TjLE1hTu6W0Crc2ZJCLaj3Esm8qRQYyP+YrMpuOYa3+7CtPs7CGGNn3OUMDIjaTMOwmkUJkxlTBgekQ0CG4TTTTRxCMjV0HpwvUZ03pNNNFEE39kIn+qxrEjjeAaXoY9Q+BH1bKMGWBZqzH6vMdmmRqVMOiP/i7rZwKZ4EYH6UEqfgvOVrlOlAlxZ4NOQB+ai87rTRtu2n4iBLsNz62Ypc9pln45IQ7Z8xkJdbeXNFt8b/yeWffTBUn17If71N5+WuP/9tKeRG50s2ZdeCSyZuo+GPpDMWvFjHrUYRy61lKYQMDgwTUztOWtDDeVoYhmpp2vMCpwyHrZvzXSJCu1nNgs3XfwaS0ulNOQAZeJ0RFfvW7F8ZQIs+HXsgMxaKHNOeYgryV5ZqN1ttwXrSpnzc7tAo3FNYx7LHJIYCUWB1ejf4Ibr4XkYdFr0Br9t+CMWtbE6F8gFkI6B/vSFtwGGQXKwc97aomo47dMKgjHMOzn6hf+mFK/+3WlDkYM2eHXoG2qYJ8DLjMIwxBtXWuyUHrsEVJluDYsFNppE1112krkaVXGwka0+THZ5hUcwTVi+zPd5rlEdjtLxodcal5th1Y6yInTOg+kLS8f33sLGp/acVsY0WBc5Sj3piLEsh3RujfXKbNUxEcJcU1PJidFHz0bPFuTVwQXeBoSSvwgJ7Rymk9rJga3E0I+7wVUlzBo6YeNHu7avi78KKimLSKb3l+nTNfzisbuflbZDsOCuBW0xPg56o9qmZBFTkj1qDcStRqnPTLBOK+Im1zEVock2nZDLROWkUzYm+rNcnk1r7jC4N525nTuTk2I//t8i9pbxFsRyZgt2gtpSNL2avbyGC8gAwjEFjJh+Tivjx+acw30Dgg0rWShgMhm4RnOrF0x1mCcAyfc3D+cg6vvR9xzZszF0MvukVoGTK/Ds6NoD8Y3IyVmZRTLf7usc60aDWGooxHyrEPbnEdzsc+UjSE4N2s9VY5jv/M1PY65XnSxC/sR6UBlPwvqi2PHs97YvHNfna7ObusLBllg/k4njHgeEQ2C20QTTTTRRBNNNNHEExVHGsENhoGYCYCDCvSGczpQbYlZBESRISJNG1BSZNiavWEbtAElEEwz09KzV84jhUi4sehNE8Hv4la84PRmI1pGaSRm0kVcmVNF6y/5v1QuP59/ntbZp3W+FX/LrPu1/tfK5fX160JI3dj9cttArVJgqjlb9eMehkNRgQzE+ROPKpvvKUIxitjxdiTfEBWl4HiyaaDhGeoZsv23UwTfsxAujqZhVo0uthFMftoti1WzT8cstMbJspQ3+PGav9EuA8Cy6a9tqWtvT4DSsh9rttMsatvJ6/xKGxk123fMrA1nLJdIAtAk0yaOECppCdvJq2vYICzWvoF0cB6bQTstw4wgDGrIjq0eYLhrQA+Y2oOdUQG/jaOdBgEuFRSKdXKVFd8jC8Mtn+3rGteeI1mwqpLbhZ6bayNdgQw74jCjh5pttb39cDVKbLiEvB9xfYOKqU1pwjAUlt1FzNO54NOCLwhePo9+SEimP6N1N31CZ88GpCJwMtdILDNMOPAPxPUJ1LOIezmNTf2cthvOqX3DDo1pL00rfuksp+zVBy1COa+H1wXSzPnP85A+uz0lJPdkeFIqgXDudUte5zh+oNN828mIOnRvTPzfZU/3VS+rqZEsfFruBXsCRXxl8YpZt5t2Bb97f7YvztPH0cdm3XMhcXhfDkgZorOg/j23qGzbL7QvCOtfGBrh+cbH7uB4INDZcBwKPjQsoLnwv8n4aE8Nznc3Cira4MOomqBWxUVn1c83XLsuZRXz3Sprd3YuTeZHWyqbJUMYDadeZz7Ns1CPiVzlw+nUm1s1GfoYOCcb1zqW2TKrmUNlut8xjhFJof7us6odtbCHHs9auqBTa0jCeNvyWiufHS5FI2T5HicaBLeJJppoookmmmiiiScqmhfcJppoookmmmiiiSaeqDjSFAVtw21kvEA7EGLIVlrXCERbaW6RskB6LzpE9imQpHSkHEQBkZVSN6LRILDrgo0iYj8WqStsH8VlpwMqGijil9u/XC5/cfGL5fLk4qSQHZu3q4KN99ffL5fb4bZsC6t4QbEG+q3XopTiRkhi31sxFScU8eKc5GLOL6h44fgBiYOfa1Hq6tu9b5t1Z2om+hx/Yz9cjslQE5AKd0i+rSr8dMkw2fJYxtMaaWgmHG1+70g7m+1VlV3yN6sI+Y6CL7M/R1qbp/j5Ovbn/BhcwvwmPYbmIbWFlBtPXWNV0C10QR/WEbJedtFebF33DsqHSZ3l9fQa+hoSdIbqAIkxljaELBjoQFjXyI9p+R9BZ7Ak2Wr0FkfK/7Bij4P9XP3G/006kqXRQ2Uu/0jKh+3Bztcxv7VkzVwFk7bxhpAssqguNiVFpCOtYj3T18FqmTAMF5BqE2OsLpY9SIkesJ6ti+IX/2TVwWsLMjTYnm/Lor+oLocICcJhbyjuhUFIRVz9RVWY1VM9Uay1kW6Iwq8i7vfvi+McLAdCuuzUjAqpimgv2uIZc6tFJhD3MtreNK0kymACsd3eFkVnoFTw6GZaxqyni8O6RKG4mVXFcO2A9j1LaLx8ED0Q1AVQLMp2tKgdd1OS+trLiaIQ6Q4dzZicmaYZKL0IBoGgWNwPKonHiwGZX5yKTgnZtLV5ZUhxMaJ1rvapOG3Xp+I1eHXA6KeIsBOKfWOcSqZJXSpKU1IwxpjxhF3voDHg+sR1g/GDmybYlMPD3gHwXDDPJmso4PJ9ZnzTRXD4ThTD6X8uU+hdye3hPOmdrqYyqbrZhU1DqhWjZvXvMI7Fxa1KPAXncTrjsGfxqqIzRxiJNxSbsQNHwSrabgpYmXCvy+DmyXzBbaKJJpr4CUSee0rTzZtoookmjvQ4ln9WF7MjGkf6BdegR21rtsNmekYWSn8XeuFq8XUUlGhUtlZ8w1bGBYLZGkjcfEJWE5uHYL1GojiiFUWRKK4CGrsW0Yz5K52vmHVfUVQ48Mz2M7ROQOtM1qiAbHm2kirrdGnK3JnScrFY1ESzMbtGQd6JPgmgn0wJGX52TJIxRVzevSxE0TGj9Hv02/tehQLc8gj1OCinixUCY2ahHKSCpSgMBDKHgYDuf47y8DDnjYUhrQOdD+ryLAbJAypvIQcuuS0bGRPrWgigbfMrZE5WzKCBBrhsfU1kq4WvDZK3wh7RiWqi2ApoiGOmbIr/uAnECmTY/n07rwppBMrBzy0spbkZho1CAxHVyCG3wDUZANta2YA1rMhObxfnH2OEGPz16r1url59Ual33vPUdOa5z5tV0IhwFgGuko6zrIX5d3YWwYWS2DJ45hzw04XTAlAkchdDivbCOAQSRKw4BpmZKImElNZGi1DUTqcqLjQycFr+EOcbSCQ3ykEfwBJ22p4KpBBFWLxYaSOhfR5fUGZpP6NCqnL9Dq2/06Hi14e9h6IoqjsjdLWIZ5Y0tp6bUmbqUnipXL6/pIzYfDGvSUa+u06W5H2fENZpMq1JMj5MaJ8PtIMPJLs2OtTuIrY2toTBwSddKuDdULTOyWVVXDf2SXZsd0HbmU5pn58M6DfXhtfMuuEyFIZF2wkhznuKUN97UYV2f8v/lpCDfDGlzN36AaHz5Wdj+uz2gBDrd31tyR7s1kwJUFCNZw36xMg3blQXHYqjvJEssEImx2XtjcJyIH4xNNp4oZZeGitbjN3cKCeTz2ig0CazyodjIJDIsuE+ZdknbBuFfEmWyGcgH59d75zWvc5lDlGIa45Ly6FhHEuZTBjGdIxjb/+guFa8x3vRxeHkn+E7jopbBjXIwKHwjj/PYadsxuR0dbH540TDwW2iiSaaeEQUz6dTJ2jZRBNNNHEUI3zKxrEjfZhAo7JAz7Ich2NmffkKO1I+2wK6t2JWw2dPmJVgRmZQOS54D/ktiEdj+1oqBjJnwsJQo9Jdj9CEi23iOb2Sv1IzZri3RjPuWYsQlL2TNBO/M7hj1p3EhOpGc0JX1qc0Ax/0KmvIvK2PV4MnZ8Iz5fLlfZKIOfmwQgzCEfXxXkT7ijs0i5zNZ3KmW8z+o6Hg5gH1NdIp4NswZAcolfn7EKteI9WDmbMLcTVgseRxuSRSbOMIfh3YCKM9Kz1MBNtGHjkqbUuS1bjIHHHMLDTaYRvJ0Uyxjs0d5vvEPWAZH7hsUw0fTv8GmQs+w27hQrIQDSM/xvjnyKgYfrqFuIu2688MB9eSbOPr2n8bS1y2gpESs2yChfA7k9AqAJHiXJanE5ceE5Q31yXu+xVyXLxP7HNo2sf5c65rlja8MmyzCZdsmG1W4doPEJXaPcHHOc2HhCFBskzEb/k1OfUIYZykE7EOJBT59R4vYoHOxUP6+4FP6Oe9ToU4bmabIjMAOSvOI7/r3xWo6SgaCY5ru19lGE7PTovl8z4ZHHyYfyiMH7jRwf2Qslfvdcho50HyQEg9FnEnp7F5OyX09HpwXdwH5bEM6Vi6bY0oa7+d+T6hxmsHFQ8WdvKQl/TGnuC0Xh1U5g17yz2Bkr+XUTtvzon/u59WaDdMH/5H8D9E+84uSaKtiDMzek58afYlYWz0/vB9YS7En8NmXEPWCSUn3epZEJzUvMuePnegEet+EJkkjC3aFMKVfbKlp8w9bY/hvP4AiHArEONbEDNTGb0PmFYY4xH+GgIuKcxodLPMc4Rd75zfa7fdNrXikYWZ3CbGlqzOpTfjmP4fW+F/LWwklz+2rfcp846ARxMbF415D7LcUX2Mt2sRDosGwW2iiSaaaKKJJppo4omKI43g2naUmGUKVATUGVh1YrXPlIcAAQAASURBVIagReI5moZ18J1tn8lREMxIa1XwrPAcs8BW1BJi5n7LF4LMYvamqUPripDWV9NXy+UJ/0R1SBrt+HDtQ1Ftmw5of/fSCtkYp8TR6oQdocZwJbtS42bNlrSdTY8QhGPjY+VybVwhBnPtw7loaWHxHqECu7HmgC2q6uKBRyjxmloTgu972V5t1jhP5sLq2FS8Mt7VUi3F+cX5BpLLkSL8HjNfU23LzvcqZNhlBmFQPnZ+V1XnG7TQ4u3WLKUP4VeCo8UF5Q2H16oG5miFuQ7tqnrPgeTl7u0exrUyVsK47mHHy0TYV92Pi0wrthfXo9+RpiyWrTHnj0We5naqqegbVNm7OLM1ZN10r+PgbJOFwyLT/7k2o/uxxhV2WPUa9RVd9V1DkV0Vy/jMwfVbhWocekwWV9pcl9lqi2vb1IFzJtNlKsaw7qIrMmz8vGZdPQ4f0LnsxHQ9JEG1YZgXYAyPgkiYGQB5LeIZnziz7ZBQ2LWUxpxXllXm61JGPNq32mQx+6Gi8XOhnQRuDislgysTGh+7+zqTtqBM2osB8U4/UcRxLeLG8ka5HPkENV5tEfp5O7hdex7NB3qcy2gs28mIDzyEXEOBbvuEbp8Iaczf8omT24pbAoktYtCmMbYTdIQBD+zcgaqW+wppX7fz20K5YT6fCxS4iF2PxvM38zdFf8KQiI/rzyZUo7GWrwnTih+qH5p194N9MTaYezerI3QwS8JzDii1t131Y3KQiOr6ti7EMcYujP9ro4t41rossM09rDnd+BvbE1lcK/Nl3heWdZjVIMC6//BcEpbcLBuEMJbtVo2KMGbCc1C3zfCbU3bv2wWyOfuP95G9Dl8+Ttjjb9lAdzYRYwjQ9yKinqxFQqQ+Gzwfn4LbILhNNNFEE4+K+UKpt9+nZRNNNNHEkR7H5uqpiCcCwQUKgrd8UeENYFXPlDCTQoWq3JzkSJoqaz3TQ7WtQNj0VCUpBDKtCnn8GxwZzKhgS8gtcDFD6y4JMTiXEofsbHq2phDwcZssFa9F10SV8np3XVQnckQjbtEU7uU28WpfHtOyiDAOBYduMV0Irheq1YsY9UZCX/fH7R+Xy5vjmzWL1X7QF6jxZE7IhG3byTmZnWVHcPU46odZoanExgxVfy40Yw0YKRFH16zUtlg1lsJcr9biU9r8IYEi2nxXW1/Uhc6pFbNcDkRYHHGnHat/OPmIW6zaCgO2Ha8Iy/rYtAXIOGuoQfssXWljXcqQOvCxcE7xN+frQiO6Enuw7l3XubTQGdzTLqSzhrg6OL2FC+nHN/B3fri+7ApOt8gsWahPDUnhTbAySYfCEhZX2oyR7N6wrx+7HsHFe7e1kvl45C30+Dij89Ket4WGd7CsxqO0pfm0vVhkKNbTdZFx4uPjor+QOt/evKYEMwtmAs1ChmA4rpBR1DXAsna5SSjqwyEpG4yCSjN20p4INZfjU1JleLlD4+bHYWVru50Rn3aRUjt34h1hl8t5wEYPFmC5tpqFkgFXcZnFM5E1O+hTLcPxgNpSrhPNxD13LqPnxvmUdMpn44q4emtJqjafBp8KZB1oauKx59siEPzqD7wParqtXwi+UC4vpZeEdTI0iXmNxY/iHwkVCbx5GJ42R+x037SClnh+esPqujTjBPTtobygHM9qoKYaIbUzTBxFNUghEmHIsppHTV3Vx/zN1XF0mAwc3rTQfega9hNev1J1hTXmM3QYahhoo9FO14hoOq2OC8c8X+Q0jlVCS+L49EHajaiv4/qMHw/vCjuLpsczY/vNsn+x1mLEOIPrAwoRRTRWvU000UQTf4BRVB2fOfX0VB830UQTT16ET9k41hSZNdFEE008Inpdpb74OVo20UQTTRzpcaynnoo40u/xhnitU4FJmNSKL4wYs14aGB9FSKzgx4jMowDEKtgRKQkNu5t0NtKajnRpOk4F3J50k1q6AfaMmykVeL0Qv1AuT3hUaOBF1bp3PZK7ubFHxQ3PDZ4T4utGroSlG1EkcGpJ1ovDuErdnWydFMLkRuZH0wa4rS8E2SHR87Z6u1xOWpOajSRSgnaR3iirUoGmnfo7tL2X92opdTudi9SaU0ZpRZEVUt8iDW3UxjyRpuKpE7Np297WFt93hdUWlxB49YFyWxaz7dToEQ5JrVVmA7xozRTIWcfiNDaxNmhTNoT4tlU4h2Pk9BVznDBn0b9HmpRfc/ax4bwkflKX/nJZ3TrS8OIzm5LB/8xkcVkxRBTbcNn5Ggk1O/WPv/l5stOA6GoHNcUu8LMNZMTv7O3glmEUGkgWmfOu223Ot2vfllkNvy/BGGkttTzcUlqupu3qXM5jXWQ1WAq5wmScCLpDEVGL8rlhPxTFQSgoArWKy0MZqUjIT2mKQdmOgmfCbHyfTak46r3kPUFZKGISTITEF2gWr2evl8v9QSWBdVfRePxB+oG4ho2EJLci1TJTba8tCtz4NciL8oroBjSO9to0Jo7iavxEkdW+T+05E5F011pC4/1wUY3zB8mBsLbHeI/mcfpBJyGKx3Ppc6Lw+G5Gx1rER95HwtL9fEa0iOcS+k1/Wj0LWhO6Nr4Tfadcbne2Bc2EU5JMIVqqxwvULbNLLjimaQc9PW48TIRMmpHlYqYPOD5DPYRsI6cdwNKdjZPU0aou66X3YYrW1OpxDuuagk6971ZYGZuAIsjDjCHaYAW0hHKbc00jmegi4cgXpho5oxYKVlfmKJZ10Q8c9disYYd/zr43zzirSNYlYZhP9PFOPGHmAqrMI9tlRYPgNtFEE0000UQTTTTxRMWRRnDVgZwBGMmiLiuk0VZ7lWOlhVIxIXNId4hiJU6IZ/OBNE3Fvo2MiMNGFuir2T6I02yW2ZnTjPn5nATFX1VaHiwiBHe/WyEGD+dE1A/26fe9mGb2w4Rm63FYzQQHyUBY9LbylrDVLH+X0e+6CSEF4+VYoDTzfF6zhryTacFyj2biy+6yRrT3pp4omgDiFgexLB5ikkBANjBLa3nVDNcuFATKZ5B3h3mDjbDas3dhIKAlycx5dtg422FQNH7JWIjwYRJVNlq6Ck3lx1A7Rod1oV1UZxs08H3ZsisGcWQIoV2IZRtUmKIJdj6MjFlWLxQAMoYlCgeAXnG5KIOw2Eimq4+Mr4u7kMpV4OcyVzB9gR8U5x+IR876nqMPdiGjjSpzpNgq0qiZy7D+tI/BLooU28MxYLwDOsuyEWZ7WmaIFwPZSLOx/l1ReCvsNHURD9AmSP5xJGnanQrTl3FG40k7aQupKV6cCotnFGKdzunzkxNmQDOjQXo/0uOk9rHpDipOiRlL4JKqi3OAKh8s9QOFjQW4Zk/EJ8RY9lr0mln3Wv+aQEQfpg9F4Rvv307eEZJqURgJ2TReVBXl9N1WTjJhL2Uv0bHuV4/tWU77aLVawlwH56K/rFDUE106huGc1vGXvtg3L3L6vPf5cvnF/IuiDT/KqFisiI8zKrTbCAjBfcYjqbZjCclLrueVre8snAkpsv8e/PdyOYkm9bFGX3/I5iWLpG7JvaFRy4G+rvfl2MOf1UBujeESbGAhGcpuNrtoGO8CKEqH5S6XrTO1xMgW8DEGmSoY4gA11uMcsqS1jCF+jsI4K4Mi7qvcbc/u8WJ7nhBzZGgOK3w+1KrX/o1jezXDGz3uAHFOA1aEGcpzbluEl793ZM9WRYPgNtFEE008Iop3uP0DWjbRRBNNHOlxLFVPRRxpBDffywW3KutngmNU/vuY/jdNnGscXC6XARmjrJNJ2bG4Lj1io3NAqQSXSM9EYfeH2QnWBZrKuU6veoTcnuqcEm0Z5hWX6o3pG0JGpj0mhKOT0UGudSoUxGvpBurJJmS3NjvEqSpiS9HsfKQ9EWfaE3HNp+0so2UNjV7ktJ1RTr+ZKJqJLxfVuq1pS/TJXkgIzH5rXwj3c7Rv6S2F5Saf1WJWbvcf0CCOetWQVRvk5DNMPSM0s34Hj8gg05YpgAvtZA0W26lJgPFZLZBbyG89zizVnrlzPrLFrzSC4Q45MxsJdVkAG+TW3r7DHMCcJ91nQNo5Cm76LZPtAn9xmVfXEY4P3xmzCWzPxR+zfuvkbWWPtjPGvycTpX73G/WMgOh7m3trWfTyvq+ZilgILEdnbYTZaaWMcUgjTrWslgPLMDa5+jGA88TRWfALbfMTfn0C5QSHEMYBQGe7WYWiYtzA+YV5C1Cd8wnxOIt4NaGxsLvXFWMM5Mf6exU6GY0jYRzy0ZD4oeONSnasHbUFv/atFhk+PGwT4roIK0nC7XBbjF3oK/TnpSVJYxVxOSFzhds+GSgc90jG62FG292OaVtcghEIFVytuc08+J9Alk/F9Cx4aUoI7sm0Qq4PfEKd3+q8JWTYkLnjFsDHF9Su/rgvxlggzKdS2k8RL4ZkaPHKnIwy+in9Zt+rMonvZyQVeS0nBPv1FvGTu3lXGP0U8WpI5/JqeFUgwbgeTKaVZTaBcptaFgZDmsyCRmyRHTQydvwe9i3kFiivvld434MTjZ8jUwvzJ/HcsO5zbBf96uLyGnvw1LIsZpxtESvqGUQ9Ce5NdE/ukITMaH+TSV6OY+a953HA0MdZx35k8KEJ4wk+y2Rmjl+jpv4plOOVGOsaDm4TTTTRRBNNNNFEE09rHGkEF7wWf25Z3zI/gXyuZ1mbNIsIt0JRfSn4ixrl9LqeqNaF4Di3/wOHBts3wA5HacAf0V9CuBozvDMzqngt4rWYOF0vdmjmvNUlVHXNIxQ1nFSn6tKI0IP5QnPHggNhwgD7XM6v2ov3BNo7nDIB9Ihm3IvOQhpQYCaouTJcAH2sCBlZjBaC98ttJGEPCJ7UXk7fLZc0fVx4i9oMDbwmY5vMqqBr5hwWAin4kLAYDSzLX2sWyX9nuEKoUvcfzUF1VudbBgdmOxYCJ9oTyJm2qeZlvDPDx4LIvovbuwItdqKyvhstNoiEY6pskEGgB0CGHWiirXog2pC4UQuDeLBVUQVtK1jU9udCC7xHc80Mmop+5ek7/dHaUKmf+4pSv/fNXB1wERBuv7vCLtfVTjNO2NxZVzvt33sOzp7n5tyCx8iRIjtMpknfa/y8454z155GWvklB/40UM5pSpmZvUTbeOdk+8otW2fZTB6LHmMWMRsTNN91a05j4RlF4+UxjzievVmlddRe0ri2O6F93YrJ1ODNLlnN8n2gb64GV4Wd7caSuKQcuftUkSnCIByIPoJZAlc5uORfEtbpsMI9mFTc3r3xnkBNzbVc0VUrDqo2tsAzBgo7nMu+1qbnQ79LCOuOTyYTi0ib9cyrbN5sRu06NSGkttOmjF8voH68EF4w617OCJXeHG8K9Jxbp09y+ux9RUjuVUX9eSY4U7NXhTkH1B3wDDRjd7+6PsNWKAyRwKfmSgA4D/b4YUwAuLOrHpsxtgCxtVVzyu1iIE6segJkobilMLJZMHCCUhMbB8z2rLEGJiB8TORIco2/79UNVjAG4942dQu4RfO8th0zjv2eUgfFZekash6f4ro68tVIt3kOzuvKEGb81kO+MehhPP5HjrMsGg5uE0000cTjDJbNaNlEE00c8fCfonHsSCO4CLzlY1bHrRG9h57QH0w7Wiu2R4eerTOEDOicxZ0D0hW0eam4XoJGC24mm2mgKhXKAENvKLhOn5t/zqz7U+lPlcszLZr9DlNadz2jqb2/X12Vi4OFQPeOtY4Je1tuibocL4WNJiwNYedHDVQCYW632uLq4AghuHOjBcFYyQFtd96f11Eq3X9A4MC3g60xqqw5KmE4eXr2uUwZSdriSGI2i37gM1ZjFwt+bWYhjg47VlubVcxk8W/fjcC5UFS78tXmw7rCILf6ghJczBV8TTFNRfs0qnAYv9b0hc0ZdU3hcUxA8HCLQXCCV+nD8hgjqVe/N1DRbq4JjT4A6eF8O5M5wWmxziFvLxCAGjfa1kXm15GtaexEefl/Dn4s/9zWosX3vO+tL+2MgNiupVzgOpcG+dDHiQp8cw5cnDi0JbU4zqyPDI/PQs95dgPoLsZd8PKxHZ4BwvgB9MZUqWsNc9jmcu7qZkIo4omMVADWNdwJ5JEji8gs7c53BUpbhqYCz326xuaTuVBI4Bk1II23AkKCF92FQEbv9+5X7Yy2hQUw+K8HGSG3rbSqtTDHq/s6CCTftNxHonnKob432rTubEkI7GBYcVunvh7zvUjwdpO4rjzQ9wjlPZPTcT6TPiM0b1/ISHudo8XI2O1NCXm+6RMqzVUtML7/2P+xQH+Pq8pSGHzsRbAQlqzQ8Q2XjIeJ8VE/bqNNza/eY2MC7GkZ+kcbQkezzzzLFhiKR3oJnrnIUAGN1dc7nk+8P6HTC5TW2AZza2YjyGw9a7X+Lb8XYcnMw+be8uxf3s5lNhn3ZOjg/2Z6e4GVHLKfJYcF7+rVCaH699a65vmAZzQ7h3g/ieaR0L/l/e6SSF8VT9G7fBNNNNFEE0000UQTT0M0L7hNNNFEE0000UQTTTxRcbQpChr6RorBFEcwCNtA21otJn+YC9mwoBPUUiPGqhWSO7ogzdAReOquK23z+JRhEFEq6WR0UlgYPjel5cX5RbPuZkgpobWAUmMnFieEAPpsMqvauaB2zjtzIZOFFNROTIUGReyOd0XxxYP8gZDs4kLdn7apcGKcj2WKfValEPbbVCSyWC5EKqydUjuTQVIzb4CxA1I3KAzg4s3xMpbFF1aKnbpWpo2QYjKpWpYKQcrSFMcg7YWUMysKqxVT2fJRLP2z0kDAYfRQk3hxWQpXByeOzRgWuOxYkW7n1q/mwGXba/QIbljxCAk1Z2GalfrH37xQwzYHgKUyrk+xvkX9QOGEkX5j55IXecrm1ov2jNWxnY530Blqx88LEHUfjEa5+u3fVWo61efI0Xc1STILPnAWR1gUF2ebbHqFRYHhaVIjuWPtm0sG2alU0EHMeWPpQMgvmTaAosKPC7QK3Z5ZOhPnnxsIGLklnY0FdWxtjca9s8HZqp36IA66lOqfzqciNTwKq2o/SBmO0pGgNomCOT3uzEPa+XqHqA4vTqiw99iUqF6cJvBxRGYG3+x+s1zu9WncnCdVOrkb00PgSnKFjncaivGN27H2BhWtouyrzkwUTJfb3qVt76/TWHu7Q/Jjd3Iy12mHOs/Nir9uKqIO3A5p3a0eFeadjCtJsWCi5cC6RJG7FFBRXN+n+/JCUhWZ4Xk5bo2FJfuby6poD7KSoFD8OCeKwlZK+76SXam1882Qfj/yR/KZoC1Zy/7q6f7CYeJZvcZslx+mwqzCFCVrSU4jj1l8F+XCBhoFbigk5HQ9UB/MO4W+F7DkJlCG6qCvMdxHoPpx+gYkQkGrg7lBmDBJMQdPoPYZY0lif7i/zLrJY4xjo0MoB6sYdI+iJfBw0fssiqGhQLIxBcYXKERHsRk/Fufz84l8wW2iiSaa+AlE8a42riRVm2iiiSaO7jiWqacijvQLrkGlLFkm1zpA8jQv3swa0iGDezUaa2ZpVrEIJ22HUei04eUo1fmARMvfyMiY4Xx8XhgonGlXRQ0bIaGoGwta9jKa6WfTTM5oGFHfFFlpmRuYONxZ0Ey/iJ0lobnjlJ7OV72rAsnlkiWYEQK9wPEDgeWILeSDehG1c5zopz+vw9MmFRBtThepIJJDBkhYHmsBbLtwkM/SjVC3RqVAshcz1sxd0OUqTKq+lEs+ezaIrzULdaGcq6x5bakxsZ3MjQgLxNHal206wPe9ylDhMKR5lVyYuMcgfWdb9vIZtucuWuMSQxBUR3FZGqXibyP3w35vigntAi0u9eetKEiEwQvrANsC+DDL425XqReuKPXBR4WRgVdDnlf2MW+T61JxmH/Yx2hbh+M3XFbIzhLYBg8CldX3rj3O1WT4HFkS02fc2APFIvp+RuEQTF+4QU5f9aUUY4dguisBoX1fXn7ZrLuRbgg78DutO6KIa69dZaFgnNCJOyJbBtOaIj5MPxRj68WMMmgXMkIu+2E1dn+aUzbrWpdMDD7s0W/3/L0a8nZ5elmMm62xNqLIaXvHNo7VnjH3onvUdx2/bpesfSFQBPfB5gflcn1IiPO9kH5b9vGM+vgj7yNRHAW0miPDvYSOezOibOH51nlhrdufVscPs45Pok/K5Y96ZMxwQ92o9h0sxXPxrne3XP529Nv0m0Vl64vM0c2ckOZJOJHjn0ZXxb0fSkQXz1phAz7U194ubSeex7XCMSOnNfDEEkZBMIzixdwohrTlGvk9Yhdg4l4TZgyWIUXX0xeAJy2MaaeqHno9I/enizPLOJD9ZeQ9kVyI62MyxrH33y3Ocf2Z54z8fwLBdZBfjXQnik6xYLIOkDwzRcuOgt3GqreJJppo4g8wWi2lLpyjZRNNNNHEUYzWUzaO/U8huIXM0927d9XW1pbq9Xor19nd3VXHjh0Tb+ifdZ3DwiWsXP4tvVDFusaub1RHIiAFkvf1rHLpCeQx7+U1bhpmilGLZC3Ww0qxGxyki3uEFPQ86qt2uy0F7IsLb5euuCil7XRDmundUiRTMw6r/OjO+o5ACNoZbW+aE0dtd1kJq+95e2K2fd8neZt77QoF6Cndrn3azpmMkOUgCoR0U3l8bTq+9WhdyIQts2UNlYVgN2wY05FG8OCGyPigxhIR58CybnWJ+NtoEueBGsQJxgmYERrZJwcH10Y/te0jbUB+V+MTCWqr5ArXUEUHF9MgbL5b7kq0yzo2wUFVj8HpNBvCzq2PXfu0xNKFWcWK7YN7G2kHFcjYcZkwcNFiPxb3BD4XtpZAO8EHtWx+edsNf9y2LHYItdvyYwJhh7RZ8ZEGbottG9TSMdbYYfqTo70rIBNbmpA260n03HFOgTQZFMmWfHMMrwYpy1eYT3AE/BBranN+8J3us3gWC8kfzo3taGLloDsQUocvjCupqsGIvssGtP2r3asCRYPBQhGnk9Pl8vg+SVO19lqC+1nEaEC8z2lE12EvpXGvtbA4n2ysn/kzIS22Fq8JGa1y3xHtu5N3hDnP2ZT4xBenVa3FxwFxer8ffl+M73mn6s8oov5K9uk4H0SUbXvrONnx7qiqxgISZMjQQaoMyCDnKW8qavP6ksbuyyEhz/eW94T0Y7mPOe3je973yuW1E4Rkx89UzyxjmT6hNnR8Ov5ln87xp9PKDGNSeF0XxxRJu21Id/FnAdB4PNdq42kRWinN70uzAwPYV0ONkZry13xxbvNpLr7n7WoHbcmz1de4kKjSH5lnlv4tz5YY214NKGNcQ1ZT1EQ4xg+TpdTbDBZM0ky/n6AP8ToRZ7GQoBPtLjJlxc/Kgaz+bHLGZ0FuD/l9bWzWGWiOzJvnn+ZQg6MtDI9cWdMV8ZneKouX2r/9t/+2evbZZ9X58+fVv//3/9653j/6R/+ofPm9fPmyOnHihPrn//yf/0+t00QTTTTRRBNNNNFEE3+oCO5//a//tXx7/sY3vqHOnTvnXOfXfu3X1N/7e39P/ef//J/VL/7iL6p//a//tfpLf+kvqStXrqg/8Sf+xGOv81nCtg3ltpTm35jMgAKjrQH57AGoByqSgTyainZmk2e4oXrGiBnZVkYVpEWcjWkGP5yQacO0Q9PKnVzzYvcqVBYi40AVwEVE+3aHFSqrJ+LKO9BcomlLKBtsDzWJiyGg4NFiRs8Fu5/JSfB7uDsU3Ldxh9oX96tZ+2J9ISp5s5mE/ziyY0THNQcP1arg8Qp+bGZZg9rcac7T1SsbfiAQLW6bitkhkCwLTT3MHADbFyibjXLaBgoM9TTV/vbs2DWdtCejNsdX+NAqOZvFsfB+tFUUbD6sAzEwJgP4Lq9f7zU75EPaaY4/tzhibHtAag3qoX+Dz/mM3ebR2ueCnyfbbrmGODJQw9zXNsrJbT6BpBbbzSujBxdybyOrte06gAdzXep24XoXxhng1eoNIWskOLi4hi2zCfSjMM6wrm9jnGEZp4jjwzEBfXGZlWhAGIgSKqK5Wgr2CY4oEF1wHpMly9hoXuaJNinKvLf+nqjWP5tVigvPtp8Vz4LhgsayZ3ZpbCvio+gjYbhzPD8uuJi8P0fBSGQh1n1CPc9l54SZQdm+SCveaAj4XOuc4ANvHFQWwP0ZZd3iAW133KMxdrJeIc2Gp6kzXcggwlihxfLL6Jt8Qv26n5Pywk5Gz5iDsLIJxvPHm3nCFh3HfVcRh7bsa4/6+qPFR4IHHawHtXvjeIf68dkFnYNjOaHx81aV+fugTTzi2z1SecDlCPUcfs/hujEi/1rZgHNUYWwB4yYoHQUbEk3l9TFeW4/v80yoAwVJdUzG0AF1Hvp6wrnl98YiX0gTBv2uwd8/gNgGfiC2b6x/+QDCxyYd5vvMUiFh5w9jRRqm0vjBY+Mi+gPIra//+ywGD58FyeXbtTKXZqxCP7HnorFP1hxr+/n1KKOk/yUE96/8lb+i/s7f+Tvq7NlqYLHjn/7Tf6r+3J/7c+WLaxF/4S/8BfVzP/dz6p/9s3/2mdZpookmmvijEkW91EfXaNlEE000caTHsYV6KuIP1Oih4AR+97vfVT/7sz8rPv/5n/959e1vf/ux12miiSaa+KMUi4Wn3vvAK5dNNNFEE0d7HFNPRfyByoSNRiO1WCzU8eOVB3URxd8PHjx47HVcUfym+I9HkUYo0neGUqDlsrggdDAMZHFZmAn5lHyHFUvo34OsDa/noKe9ptl8AOlc7BtUBZ5iQ0p+mSxFiglSXS+nL9coDyhEm2dz8Zu0XeVwZjmTFilSFT6lKnbzXSH2zf3McfwPQurjd9J3zDqXZiT4fXxyXPiE9/JeTSZsubkU0i39E5Rym+/PRaGboHzoFBAkXJDCLIoM7TBSTagfYykhpHXsVLBdoMV/X6MH2MVhrqItR5GVfUyHSUvV0roWjUGYTHju4jKbmM+Ps1Yc5Sh0qlEykKLijAe0wzoEsy5PMznSZ6sCaSVzXoJ6O5EmN7QQyx9eFHpZxU/YPu49F0XBPiYj14NiEfqh2Jcz9QWWQZir9TWlDkZFQSSTCRM7sY7Tai8/l7bMmqFWIN3J1rUlv2p0BC5Mb9FjDB2BHRvOryngqC6kejEPjgnpTgxD/F6zCjdRZIYxkvc56AoQ3z+YUwr9dkJj1oNl9QxAIRcKb5GWjluabjWviqJmEY2Jw9ZQ0KAwhhWx5W2Jvj8RUHq/F9A6k0VFE4DBTldz2npdWufFBZlCnF1UWcyhPxTyjceCYyL1j/GUp++3RtSW1rxVe7a0W22Rpp0f0NiaDlKRlhcFRUh9L+m7g+WBMGMo4n6bCoyHitqLXU7SiSiAK+KDiCgFd+O7Iu2d9apzCVOiKx4VU//M6GcEJW8nqYrhlGZpjL2xMMwIO9RHQZuZOOjrEtePKaDs+jX6G4wezLix7tWk9eJpLAqZUZwFyoORmeQFaTB5gmGEflTx+xLPXRSwo6iLy4mimBb3MOh6pg3sVsO55GHTk0RRvH6uGrMdFMNnh4w3QVaOY/vbRX+sKC5bVXj2OMyAQ+b/GB/MOAb6ITts9J2hgNoFsIcU6P6hI7hGg896cSlucJz8x1nHFUVR2vr6uvjP5n820UQTTfxhRL+n1M/8MVo20UQTTRzpcayvnor4A0Vwh8NhablYqC3wuHfvnuHtPs46rvibf/Nvqr/6V/+q+Gzr2a1yxoAZmJntaGK4QEggQr6vZYnGcV2wHL9DXZoW3wZJnc/MMMMwNpdj+u1ov5oxQyR81p4JdOLAOxCyMtwud5CR/kmUR0LCaz+j4oEi1tW6ON6DDm3vzTbZIO5E1czZoAeYJelDvOFVgt1Xc0KUzyck/N2ZUbvWvfWaaPZiRCjFsrUUdsT7/X1hUykE+nW/AQXCTJojRbVZmQNpra1iI24cnENBkzUbrRVLOQqlXIVjqyx1zW8c0l+2fJdLsslGhFcVUonPLGTQaYu4oniNo8fm9/jI3ieXtbIltNLV1q12G4wlLJNxWyUdY4KvatkO21azvCCr1k5sFl3Fi0+sgrlDLXX5seUrUA4rW2DOLfqVzd8NomJfY9Z1yteBJSeQQZM9clxryEaYPmMyjLj/7OK3VeYoXK6ods2UG7SOG9vB/c0QGtsGHcVRNxY0Hv14SQVkRazH62Lshtg9ZLJgUMMR11ZCnwVL6pvTPZLwKuJccE6gu1EcCSRpvqiKopB9gOzjMCFUcj1fF5lAXmyEPppHtJ0NDVvi+cENTUbRSNiuB+PqXPb0LMousho/JPRzfaOSojSXmM5Ioo+AyqOIj5sTAdWFnOTNKRUcfxATalvEneCOsEXGNcGl2WCMcTqgPj7dOi2KlLuzat0HB/Tsa+d0nrw1fY0M8poEJ4qnIImVhBoMq9TmjLRbtiszFPmao5gUw+7Cl9crwFkmRQlpTLwL+D39m1l9/MT9yAs47ec60EpjdqLbAllNLlEGBJaH/Xzh4wXuJdsuHe88GRvQTQFxaI1j6tHPmWojjnWxzuMwt6wMkTlnrPDZRtdtSUjalff/HwS3iF/4hV9Qv/mbvyk++43f+I3y88+yjh2FdmzxYsz/+yx6aE000UQTTTTRRBNNPB3xmRDcggPLebKFScOnn36q+v2+2twkvtTf+lt/q3xR/Yf/8B+qX/mVX1H/8l/+S3Xt2jX17/7dvzO/e5x1HieMZIYW6IYUh7CA3fWE6DhsJG3hf2GbuCm5LdlC83Lmfl0SRwtNDw9ohn9iQrwubtsLSS38vZYSd+kFVYman/ROivZgFtZNaBY8nA8rtHtGwtxRQlPaTyMS1H6nS7za3bSSFMMsrrXWEhIs2/CDLJDfPiG/lxVJ3/RiQhAG84GwES5isb8QVw6OvxW0nPxg1+zTCHdzsXjbbMGBkNVE5+3ZLZvwGMSJIXZie4K2aiFXjlmpQWy1+YP5DZDi3CUtpf+2JmL8uO3ZqEGYbaH+8qDcxyBQ2XwFGm2hoOL4AGDYiB6XZrFlsSwElhsT2BxU58zfnG6LT+yy3c4sYxeLY+aytbXbgOvLZdVr0FTLjrl23I5rR/zbRqXt68kFdutrwfDSLH41z6AYrrhGF2GgwY8F+wR/E+iSkF2zpL6M6D7uS45y2/eGzTN2Xd+4BjUyKjI1MHDRRjmQ6JqNaNz4OKl4oKe8U+Xy7PKs4JlCYmwSV5zZ+/l9IXkIS2Dezn5Kn6XTVKBqD7OHNQ5kJ9KmDRGN1b2FRFXngwrtfageCr5vr9UTNvCzuBoT7/eonZ8uacwezwmVPTap7Hy7GY35QUzHO1vS76dtbeQzqMZ3cIPBhw1a9Jv1bF2M6eVnKX32YEHP8Id71O6rU8rg3WlXFu+zzkz0dTANhHV8EV7HE3xYmLWYWhie+RtrSa2JJ8w7WmFLPLuLCJehsKfHM4ZzZYFUa78QU+fiyjB4Qwst3pFGD36bZTd0VggIMJ6x4P8Kvr/+PT5C1lUM6VBB0/ejGWuRROHZJy7hiM9wPKDgQrqUWfOi/ZAqTeO0nonxHRko3k7Xvx+f6loPxxhpOLd4d9L8aUi3ivBX9xOyU3/gCO53vvMd9ZWvfKX8r6AT/Oqv/mr574Ifi/jqV79a6tsWCO2f/bN/Vr399tvqa1/7mnrxxRc/0zpNNNFEE39UonhWFN7tn0GCsYkmmmjij1TkT9k49pkQ3EKrtkBsHxW/9Eu/VP73v7rOo8LwyyI5E0B1I0dsVUsqGwCtMDMrZuWnaa9GEBozD26tG6ah4H6d8cio4bXgNbPOc9lzgksGu0ds7wW/QnDBtTXcId0s8GryfYaYaLTsgU8z8e/72vYxI9vHKfMpDNthzfq0iCUT9LzZIg7Wd9vfLZfHFakpDB8SatxJK07RuZR4bO/m79L2g1D0B+cRQYXCnAO9AJrEkSJjSXjY7CyXKJ0QpLdn15j5JhayB/SK8ywzt+GBQH9tEwCgdUCpmIkBwjZXsGfjLpTPNpsQM2sbEc4diLBtSes5hL6t464pJFhoqtgnmmIbSPAR03PzlF0KDsb6V/9tZur81GJ7ujrf5q+6eNpOBHwFgm36ykbI2fkdj5T62u/oPvHyCrlm/WJbR5vvHIhIzbbS4v1yfq19TODgGqtddlwYz0y9gHW9iuO2TDFqxim8zdZvhKIMuPZQ+UC1tL6nxXnX20ZBMRRapv5UqLwU8Wn2qTBHaMUtgVTd9wgNLeJOj9DHZ+bPiHqCeVAhrcGc9rnUBL9FvBB1A8aWmY27mz5lJv2pL2oa7nmV1flkQEjyJZ/UaD6Nqd27bUJa9wdV/cQna5+Uy+vj69S+EbWPKwRBuQF9vOWT4sIypnaP9qo6jzv+HWEVv7nYFBnBjb0q+7bpbYrnxP2E+u+movE/zqvnm6lraVkZGvYYmc7pnG0vKRv40YhMIabZtNZHMJHYb1NfRN1I8Gv9CVM90OYPOH4Uk4f96nUlDPU90NW2zZOu6KM0Yw2FAsLcyqz5MkMrrN11tsjwax2qPrgPDadU38M8EwDlD6xrjxHg4grLXR52NpEPC9reedlZyufXvI5i5/oZNJ56NI5xC3LWHt4/h8Yqdih+6zgU9BPuQ7ym4B2CG1whe2GbBf2hGj000UQTTTTRRBNNNNHEU6Wi8JMOIKw4Cli/Ja2kxlMJOoGYkTp5m5AwwyxC/8bo8QGRYNWW3R7NHDtJR+gc8opTVNG207aYXR9T1bq9TOoPoV2YyfDZ3U6XqojfHrxdLj/sf1guRz2a2afdtMZTBkqzmCwEkl3Edptm4O/1yZ7x+fR5wSfezLQ3cIFShIRSvKReKpcPc+JxPch1leyyXZ2frkR0bB6rsNbFrCx3/y1QWEsz1GyD8wJtdQK7Mp6jaRYiiuvIxYmqqR1YyKv4Tq1QOxAgonsqfBg6aWwkwZl0IdehVdHusJY1bV+B+gqUzuJgmn3bqgUuRBTBlAFt5NbuBlQo87ajr4Ci2GgIP35bT9iJotoaxva1x/a9tqbUl7+o1Le+V2h5M9SWITrGetJOQtiI7mEIuLkU81pfAZVyKU8YhRIguJnsI1HpbR1nTQfYcY3YXG4ethKEsRvGNcKQUbMdrKPRWHALD5LKWnbHp3Hu3vKeUBMA+geb2yLe7Lwpqt9vd0hXd+ZV/Ff0NbiSqNUA/xeapUV0Wh2hdtCO9LiGZBTPiHmWNfmcLvR7ObX7zQG1rYjdPqG6e7M9UfexSJjGu+6uQWsgnkdAuqbLKkO3M6I+aq+3Rb3E+YwQ7LZXjcfoC6Ce2ymN+4uDRQ31hF6xsbyGFa5+JnLN949mhNxOZoRkry3Xauj5zQGhxItjC6m+ogV/wLfl6D407AfeoJZJxPgAxYqFvxDnX5z3sSf5wxhHNTLMecWhr8edtrSON0lRdm+b9wRotoK+y/jE2I4Z5+crskcr7i07A2V0rrlesM4e4v2Fq3YgsP/BWlaOY9/8RjGO/S/ybHlYmR4RtiY9ngOg0LPnhEFzAYLjlP1PcioaBLeJJppo4hFRPHs6HVo20UQTTRzF8J6ycax5wW2iiSaaaKKJJppo4omKI01RQAo5naSiwAlSKVzKBBIzxo5Xpw6QIhMpGl/C4qBCcJkwU5CGVLCmPhzEB7ViAdAEIDkDOkMvddgi5VI8fJ5STmO3U0nD3NqgIoF3B1TodadDhQbLQNry8sI4ELvzZS77gVlp3vMppfbeOlEVPj/+fLlMFlVueS2jY3h+TjSGd3okTRYm2pZyURHssS/QOcy+dd6Bp1tWifm7LEZNmhPpM5DrXaYQ+SMknFzpDyt1L7bzCMkuHi4aDD+OMlL3dlzC3jVKgcOWtia7ZVMTHCYTpj+tfhTUBytFzc9d7fjRTot+wIXHDeUGdAhdXGZst9m6uHdrNsagX7D+NLJYNk/AliVzyIS5zDX4dckP0UWTOYy2Ir7n9AJIoMEa1EFNQRoT7YXElsuyEtQEQ1Vw0Diqg5Pbtz93HguuK15Uad8v/orUJBPbRxoXhT/47TKqUtWTcCKKVI1klf4tp4fczCgFPu9pk4VoQ0gycuvf8+l5UfQ7jIYiLU9f0iLKiM6wSKXBjTAd0BKJ0TwScmSgH3TaVWodv8u3cllQxWxo8QyBNBnMf/o+bXccVNSMWaIlxKZTkbaeBDr/yzwhZgGtuxfuCQpBZ0ztG3rDGkUD9/lysJTWtUy+bJbScn9JBWTZQVYzRkp71K4oikR63xgdVIpv5pnaGVIbOr6WbJtV5xKFgWs+fbadbQvqQzRkEnoTSfGBiyrMmYQcoi7cCnqBMAVBO6MwWkkvQ98LK3YYcHihtMmG2REbu7i8aW0fFg2T03pQcFczEvLYhvTvizXEXlxFZvZ3+WekJKyI2vigGUF4P+DrGNlDjE2PQetzRYPgNtFEE0000UQTTTTxRMWRRnAhJG2KTrTcBy8OAmJgpEDA5SclLKWqSashZwMBNTJhO/VCGBD1p7s0c74/IcmVd2NCVflMuTWnqcpWe0uIkU/yatoKW1yckdmCZsWLLjX41hqhtkX8aPijcnktuiYI9QaB48T1hSeQVSPhAwtCJg8zSqig4nZEBRo3I0JFTsYnK1Q6JlT67JTE118cknbxh4oK3e77lXTPvBDc45Izui3GhMGBaNmFRC7JJjOLPWwiZ80wjZSLy0jArjWyhPB5u8zfFtImpLpsFC57jNmyjdy6Cg7yx5D+smbdNop6GFnfNkcQhXkWwmxksiyzDdc5RLGRKcbgCGDuRiB5cYyxqtUoCKR1IMfjslQGImq2i+vJgXbbRWyiT/RxFQDZN76t1KS43T12r/H+tFGN3EKBeR9ZBW5on0Enuc0mMhcWkssDbYecjusarv3GliqzkVzH+XVaXVvWm3aBJySSqEtkVgyWugYZZKdt5NF4tBfROGoAKi0QD8SU73NP0brTFo3LE78aY8MZteOBooJYv+WLjF9nWiGtsxmNqdej66JgeL42F7JcRbR7dK2e8E6Ia3c9WBcGP0X0PEJlxx1CYSfrE2HfXsRmTkhzfEDXdzindrdadVMEFPChwAvo/jTXx9+qjv+BR8f9YetDUcx1NqSxvOtVivvrbWr7WpsQ0oMete/9/H2zzvZiW8hSTZZ6XzqJx7M8QFyBaCIbimvH2EezcQJFhUByT+SViVK0Fwnzi/E69ec8nIuMIrdHBrprsiVtfc9Mk7rZ01YgpQkDS4KLF+HqS8Gg0TxLpq1ngVgjU4V7ghd/ciksthP53NJt5gYPeSTvW2wzd0hXmnGsuLz9Fba8dlbysPquz4DkmnFGtwvjOa5D2ozMFOFYxNjsPSUvuE000UQTP4lIU0/tVCyhJppoookjO47lLoWgJzCO9AsuJCWAHBi+KVdD1keYzi2rPE+aEZSrRqHgfHlaDshwe7VsCZ+NLEeEJt2ZEA92rCp+1LWQENauTzPjSzFJbH05/3JtlmkLGs/6hCDc72pkuF8hw7d6t8Qs3ZhB6I2IGT4QRj1TBuc4TpgYteZFZR2aNt0PaZ8fR2SbeSW/YtY9MdcoRUwoxcX5xXK5GW1KC0Umcg05GfSrC10yN9wK9Iv/zjZ8QPBZnkERLcMEw9s8DHF1zFxtS1WD+rk4vbY9sM1JdM2WvUdze23U0GWyYCN2NaRR0IpXDHIuwwNwTQGsW5aYLqTQ7hvOyQMaj3sV57LGt+Ui6RrlhL2ruQfzZZ3DBcMQ391+0U5LSk3Iz+nDanVzdfmCUtevF6L8nhO5MG3OV3DGHUizTRLDvSwsPIF6Wo13ctGs7Rnklds5W1kHw2V3oPFG2g/3YeC4NvR3BtHCrtDl/LxbZiqQQQRneJlW53Ia0Ph2q3NLjKOdOSF667OKYLqIFlLqsU1jzkFelx0DZxHbQyaAZxgwDuP3N7wbwh6ZyyE+Ez8jTAa0j4ThSHIDBYyBxlpWG/jMDmY17jHQV9RsGN4vO+2wXse4CzQatRL30sps4ePsY2H0sJPuCL7ty8HLZt2X2/TvEz6N99dnhGQvgkrObHxAz7rxYiyQOSC33LQnH+nv7mWihsWb1rOOyMx28o44Xm7gtNah44u9WMpLebKuhPc/2gd+rTFuYgpt+D2uH/+4L2x+008rxDWexuJ5i/cHZI35dYSsJa5/3DMtEFEZx9wVyC7zZwuQz6wtJQFRX+MxuTDc062eHsc+oHHMZW38WGGvb93z4tGibyszrkbW/aHPoRiLNPJt7MRdmbLHiIaD20QTTTTxiGi3lLpymZZNNNFEE0d6HGurpyKONIJrOHjWrIjzWgxygWJicL8ONFK0xqYiVKyqgrGe4e1L3iqfPWG2BT6YEfmGMDTjgw1i2vBLwUti5rgfVxaOA5/Wmfa1/WF/W1o7hjSD5lW0QEz6ueZ4gfLJrAdRZQtECLPZcME4SmEquDz7AbXrnQEpJLw+fd2suz4h1KS77ArEBX3P+XaYPqG6FLPYJE3q1atAlTSyU6u4VIcgZUCERbm29SNbVeAxQiDCDnF9vdLK9tnoublOHWia4TZaygCuPjIosm2Fy8K0U98KtinGigOWbXKpSNibAWh3yDGZBVP3MDw4IK4acYEIP0cwgQgB2bGVEnjGBveWsTy2rDcFCuo9Gt0V/Vh8X/yZuxFrmxNtm2E4lSYslNtp4mApi9Ta5kLQrQyAUxHD4gGbNrDzVON5Z3VUFufFcG5h0qEXEN8vIkrl+cW5DGOdPYursXt3jTghaZs+e6bzjMgMbY2ppqGIaTgVqO9Cw3KmbcV4nO0JVYJj0TGBDPLnxqJDv99fo7HwXvee4Lj2s4pXCxvfU8tTtM+pfn6EdC0uvQqVhiEBUN70oR57Z9X52VvX7RxSO8NjmnveXgrUk3ZCi6FPxSTPJ6Ruczw7LnjHRby3IHWcnYCQ25EvTSyOd1CYUtkOn5jqjF1G69xICcku4tr0mkDgUC8CRNQYMbFnUrinszFhJm102TGhZgO/6SZdoSJR/mwg0U6cF1yXeMbw6xEKCTDpCIeWqQDL9Brra63+YDjimg4ujlMfC+4fqDToDYkMhVEUwvb1s9G2rDU/txBMngWybYRNFgzjpJe6reazYnuHoKI2CuvI6D0yPMczQvOYjYGWRsWhdMUNqHCuYMYhokFwm2iiiSaaaKKJJpp4WuNII7gGcfHdWo18lgUkwqA9Wucw22FIhOZgJaNEztD0rFBwe4GWYiaq28A5ZOBFgTN4zjsndBLHecXXhbXkrXXiR93sk4LBjeBGDT3uKK0P6NHyZKqtfzNCJO6nlZLBx/HHgm8F1C/xWOWo5uXCQncaEQpyt3O3XP5++/er7tR6kKj0vRlTO3ez3ZXcPKPhZ6k8OHmblsarQJksfb9DuY04reyUrQpbWcHMmm201jo+3hZRVY5zZXFuD9OttW1TXfxa9B+4qAYhPQwZtNFUMWk3UKNYp2Zzexg32mFDa/eRjeS6uJ2c/2jbYps+0Utcu+DrGi6dKyyU36WeYc63Q2HDqI749J8qtrNCRcHuY3ufHD22OeKm/6xrWyDBrutRWfbNUCix+Opiexo9NVXuNfDXgezkK64ROgixXawTpmENjUeGJwoicR3E7bh23mcxZZ+iXiRUFTZ9Gnt6YaUjbjIBejwGIjxkMjmoG1jL14Sl+6JFY9pat9JZBU8z26Dtzftzca1BH7WIXUVj372MUN61IW1n3KfxfaRGNe1YoIrgTyJbWMR0prN4JymLlw5SqSOu1QWK2OiS3u+z/rPl8vySNH5PxCfEeF3ESwllEK/GV8vlnYzqRh74pK5w3EgLVQgo7OXPjklp4aJHNRflPkPa540pPaP2/D2Bfgs9WMsyGoo63kzf/7O6vS2yjFuzLaFWUe6jt5DqKJaFONc0xrmC5S+GC1xzy5PVM9vf9wVyaJB1vet4ENf4z1ESyUyT5pWX7cA4AX6y5sdCB5xnZThnuRa2Xjr/d+7W5s7ZeIH9+H4mxrHHClftiDlAqy34mytJYKxAt4SWYoW+17heP+qBbG61nT16VDQc3CaaaKKJR0Shx//Jp7RsookmmjjS49hSPRVxtBHcJppooomfQMznnnrzbeKuNdFEE00c5XEsWzwdA9mRfsGtGQbAjo5JjtgC5XbK1liGFt/pk47UGsjzpkCFFW+FA01c7+ciDcdFo5GOO5lrCoEiCkHo0+ejtSp19faxt8vle30qBLjn3RPp2E5ciZCfyqiY4RmPii6+Mv+KOKZbfmUKgaI3pPdAoTDUCtZvCC+i7dxsEf1giYqIol0xtWs9pGKzbY/SaHvzPSHCzwW2De0AaWmHHaldBOaSLLJTq7XiKpElrxfMrAyXtMmq4q1DpMRMpO7tu6gUq47XpHV5jgUFYxaFgPejvY9VFAj+nUmh22YIDrqJXaRXM+bglAKkKB1pctwbpqjOLqLgWSidwTIFGXoV3Bu8UAPtQYGF3T5udWkXlR1K+fAz1espNZ0UqUQmE+YKq/+cUjy5JYtjUXM4Jck+L+Y+YsdiLI4tC2VzvjnrYJXMHDbnygD6h+wbMkmakgWjA0hqcYqCOR86HYuxtuUTjasVVjIVQaJPvM6yx12dUvaXIsVZRCfqiJQm0scX0gtmHRSGoUD4VkrjZLaWCfMFXnh7qndKyG3BlpYXbaIIDrJM8yXRGcYt2t40JsoBL/KFTBgky0BV4NfzQXogrVjnUiC/iPNtoiR8XpGt+rNLog100k7NZn0rp1T/c/lzQjbsWkDFYr2sonx8nNJ3pxI6/u5US10mVHxWxP3gvqAD3A6JZrffosK8WV5Jn0FCzch1wrIYL1pszARdyT/Qz/cerdNtVUYU6GtQEmAqNF/QMp1VG2yP21JSrUP9l0Sa6tRl8nAnJT0RUp645lr96vq0793ORMqalZsZ6w2hOQur8Fq/W9j3CcKMmfg9yyDhejCSe3oMMJKgqV97D8A4NkmKe9BNKVhp0Ws/13jYjzZX0Zp1TDheQdPQ9AMsMXZCPvGzRkNRaKKJJpp4RAz6Sv1vP0vLJppoookjPY4N1FMRRxrBxazEzHwcyINBXyEXpCVrUFjFUQAb0TC2mVq2hMvdwCZPaa3xdI1mGO2HFRH+WEyI7Rv+G+XyXHhOoBQfrH1g1v368Ovl8npCcmDtXNs/plQssJ5WouawLPxC/oVyeSG7IBFOTWQXlqeW9R2394M4OIoYDAqtwdibE0Jy+ey81+qJfY6zcW3WiNmvQdr1TBP9KKSL7EIvoPD5anK5LQ8mioMsJNNGqURRmCXjZKP9/LParNZFwMc+bLtdbMJhMlFrl1X4JfpIIwcG2XMhbva+7CIAfggMfV15rPidaa6FvEr4XC9ycQ86ZcL08ULaBugN73vbtAF/G4MBhoKY7+yMDc6FCwh4HCMO3g/FfwZUrV9HNaQetXwcqahSFk4jESfabxeRaBtRgXhY1/JhxXWmLyzklqOTNVk9u6CXXY9BqKUX9QZ7Qa92vQNZb2UtIRt2qUXIYE9VKOJin+CumdJIIHT+qa5Kxa0KzgICvBZTgddmSoVory1eM+u0daXQjQUVRX2wpPH3ZofGtxNRZQULGUT/AR3w5mhTFpmtsSJdbQYQ+/Rd29cI9iyqXSMYH5EVM/dIv7o25q25MODZ87RsWERvJc8rkgIr4o0RPVsuhZeE/fB0OZWSbazI7kpAxj3X2/SsmWRkKHE3paLiIn6Y/ZD6U1F/nsnPUHsn1bnc6hIi/HKLTCGOhcfEdm7Oq+fGznRHPAPMdRk4jB60fXNrqq+RRSSkynjh9lV1VdwLySypmWtgTMhjvQ8N2NaMSVj2MupGoqAvXNZfldpaTBb3XLSujY3CpJZZgCGUQZaxSuVdUbWHhSncxJjPCgyBfkfTSGQSUHybaOk0Z+atKJT1vCpTxGt8cajoF2yGbwKf2c8ex3PGZKUya6nPh7E45lKisBx32A27LMVXRYPgNtFEE0000UQTTTTxRMWRRnANgqOREWMJynlo9ss+XA/1bAvyH0WkSynHgtmDN9D7GVbzAYgVe8c0epHS3731CoF4cfZiuXwleaVcno1JauVBi2RZPg6I51TE2wvi4B54xLs6k54RJhGvZRUSccmj2fq57JyYrcaRXgaMqBNIxMgIrGfMcnBC62e7WiR7MxFIMCR3ipi1CE3JN3KBVgQLKcJPG1JONM3MqF1C05aVsrDqtfmqVsWPQFzBA7X5vhYSyaPGMz1somijvYwz6eQYs89d9sM2mnCo9a3FYeL7rln1WsYR4hAsA4racfuO430E4szbYGT1DADLVrI+s00HBKoMWq6+boBWGsMHx7qmH2zuKEfVrXVriDvvC/tjnDcma1WTUrN41U7k3vxkdTaihsI7kFZbvu1QExDbTMX+nl9DNi8X6BdDzW1uMDiiQEw5Z3SRawMGvaFhj2S8XmzTWHluSWMal926NieOqL/rC1QMUkLcvjfKImF00E6qAb6z6AiLXtiB3o0Icby/qOQVL29fFuP6xclFMd6Bf1rEfJMQ11lIY2PH74jfQtaxiO1oW/arbl6aVuNmS9vlwZBgLdUoakLPhGcT4tkWcWFG2bvpOiG21zcIlY1a1A8nF1T/wbmoWz4hr2/kbwh+49s+PYOKeDd7V/CAn42eFRJrRQz69Gw62dc1JikhuKdHp2ndRbXuzYTQ3PsJ9dt4ORbPGr/L+KLIIOrHWHtPy7u1q+0tg6XIJMKIwet6gm/Lpd5gF+xHGnHvxDVzESQLYCRh7nONvMMeVyCkup2G9w9TiOJ3A188Q20OO6Q5uY0zDzPG6xvc8NKZyRT2j/EAx5MzpNOMr8xAqBwbULfEnw++NZbY4w9bxzyvLRkzV0bPfAcJt6V87+JjD/o7S1ze6uqxo0Fwm2iiiSYeIw6TqWyiiSaaOAqRPUXj2JFGcDFDMbw7oFXcwhIzMM2ZBXLbOk2z5KzHOC0PcoFoGiRK8wJhJ8r5v5hRRW3a7rEuzWJ5xemF0QUhGr2d0yz+u/F3zbrbI/qsqwhdONmlWfEXky+Wy59Kf8qs+7z/vOBx3clJsPtqSHyk60Fl6/uJ/4kUz9ZoCudDJvuatzTXHLIWrdzeaNfsh2Frud5fFxzf/WhfcOrK3+npHThBQG1MRacLXbKtQQWYJNe3/3YJ1Buuo10ZKoC8+nVjb79mt2pxHAW300KfD7MHrpkgGEDUUgiRByr/dK1j80kzx0x9FYLpQJFNlsRGGi2knLe9dqwMMTTC40BGAA2a7qwrIwCpNaLxllICz96Ytlv9YCPFusFi3y5b49HIU7/+m9WmXDxlG22pnXf+p8VTtu2nnYogtiICT1RZKIu5pjVa6zolNfUEi1/N17GRLG5aAVQLS5x/nB+O4KL+AN+td2gcudCmMfLKDvFDi9jwiWy7HdLYOE7HAvkRSJm+nrphVyC6mxPizvLnRe9YTxgoTNSkZrGK6/GsoqzbWkjo4emQ0MmNUBOBWf0BbKY7QUdwkFtxVXmPyxoqIlAC4fzsXk6/OzUhBYNzKaHaX8zpWXAuP1dTqvlo4yPBJwaH+KUhmTsU8UL6AvV5TH1+Lj4n7I33u5V1/K05KUy8tXirXN4LCE1/pk3KPeW212nb6wFt7/iYUPNTObV7S1VWylse/fttj1Dia8k1kX1ETQx1mF7q0xHs0rlYZJVphb/li323WvSjPLSyR7yGBtkifd2kLeq7eLfKeOY7uUDfYScLdQ5sn9vKJm19Dsd6+/N69gX7Ao/YcISZqy+Ok4d5B9HtEeMXmq1FOgy6i/sjqfPkRxNF49ghet7m3QBIruO9aqVqghmiGHqM8RRDlObeGuSWafLiHsV3JrMhknSPD+E2CG4TTTTRRBNNNNFEE09UHGkE155xAJ3inDxTwe1Jjk64rmdkx9msRE8Ql/eWAv1IRzSLiLwKnQQ/1cxONFAw6Fb6Gy9ENGNuT2jWNtf+wO8tSev29h7pBhbRmtEM9I028aJ+ef7L5fKPBX+sXJ7JiH9VxDAk3trD6GG5PPCJJ3Utp1nxd9LvmHV3fbKRTHrQwdN9Na2O28z89EeovEXV7WmPUIsiXlHEJ76QE+IyD+mYPm4Rn/h6XqHH0BmEXaSZQetzwfVLXegR/9wVNRtaPl2zkTvrGnFtx+zSsqEV/NdD7FJr27NXdR2LNeO1bVkFippbXHNou7r4mva+bATbgTCbNoBX6kARa+cJHFfWTqPDqO89oCmcr4pjaRm4xlL5YNtDhga61AaVtFF03j7rfJkqZKbEYRQcdIbB5jbz33f7qfrCG0r94Ieemky8OqoqD4K+s+18edbA/p11rQhesQPV5e0Xx7tK9YAhPzY/+TD0ZRXXWigjaD6/4N8z5JaPmwa51+o1J1qkXPDikji4p+NqrNn398W+9lp7otKd91EnJ9R0rUNIa3vZFlxNrrCAzJfX94Qt7Wxe6bbebt8W12ewHgilANjScmQR1zf4n+AacmWI/lLbtPuV5m4RW2GFdl4IaGx9LiG92i8vviyUdJAZK+LjHo27P/Z+LHjLWGXe0570xTW86Io2oF0bbUKjO91O/bmpUcCBT8+19WGl5gPkEtrnsMTdyDekzSrb3l5A/XY/Ji5uvKPrP7osk9rOBcd1kk9qmRUoSnSjrri+kSGYd6rjxmUJrrHRHp5nArUV62q9Xmg7B1tSY5aPG3bWiNs429zUZXspVEQWeOkoVu2u1nrFvtAerjYBnmoSyMxopDMK5Xf6guj383Ic+953cxrHcDx8uGEoNe1ULznqi6auojs4HpM4f6Z2CuMsP+zMyjgig3RoQczqaBDcJppooolHRKFst75GyyaaaKKJIz2OBeqpiGa4bqKJJppoookmmmjiiYojTVEwxWUa+kZ6lxP2jagw0roz+s00nwoR6SLimcbgoZ+vUxgwJuDFVig8A5cdFn4nvUqWpTvvin1fDagI7OOE0krhvOr+19PXy+WfXPzJcvlyQuLZWwGlrrqdyqYwzqid93JKR32UUoHBDz0S594OtBRN0TdDT8iwmCKRVlaTPINV4zAmCsTGlFJNr/UribIvTMlc4sqIikEW3YWQsBnllf0wikJMup2ZS5Rtc+TsUbzioglUdUiSmuBKs9SKihzGCWZVpF+xfWzPYZNrb/8wSa2a3IojzWKoM9axuIrMDCXhEBqHnaquSby4pL9sOStXOqhWL5UL6odIlyMVZcuasZ0jPYVrGZJSuMd4Cpzfdy6aiSiyy1ak5h1FZnaBn6FQsD5CO4s6FT/LqcCsOC4HPcL0iU1NcIRNL6kZMjiKIG3aDZdDtNepGadwGkdgFY8cIg9XK4JUjkI8i8YAwwcI3qPoShjtaEOCTX9TUAq4XSzSshOfUtQHEVGxZslMGCJwWlXXo3FyxydjgXW/SqkjRsnISS0whhJsPN/2t0UafyffqVngxkksqA7LKaWhB3NKo28GVaHbw/ZDcV21QzruC35lKfyFJY2xX4hpeWpERVtphwah98P3zbo3IjKtuO4TNWzaoufaYE1T5apDMinwvRnRBBZtOv5bm1RQdrtVUeZwHT3TpaKyz/tkBfx8XplMBDM6P3daVOR8T90TxhGgAvDnzVpGNJFBNhDWxzz9jTERRh54PgXtCnbsK6JZbCR0XrrjrpD25DJ2uBf8ni9kNMOJpimywQ3Fa7DvDQ9onfXxujCA4EXZO/MdURiFdwxuQBEFkXgOm0IrJtfpSveDkgDba14c3s3pmBfxQtA15sl8pQxnkOU0jmUZ3f+49fm6llSnvQ3RVrvg1QWZ2mMlHI01RYibbYGxgeN1UfUEtfER0SC4TTTRRBNNNNFEE008UXGkEVwTxqlXyoGIt31da5CMaXoSHegZQievWd9hXSHiblnKKQ1UQnIERQi9CUMgtPkBZErut4lYvwhomvLHfCogK+JnWj9TLl9NXy2Xx9PjolBr7ldoxf0ObefN9E2B3D7IH9QI+/11mukufW0V+DCtCaADYYAd49acUONLbZI5e7VDbSri+Zhm8KcWp0RBBUTOT8SV3eW9UM/o+xNRHGIQPi12LcTnbZtcDhRpxMmWSzLbcxTSrCy6YmGL47vEqs12LItWV0GZjeDZFrtOG0O9fVjW2mR7gcbZx+Y4lprVq6OAyKCG+kunhBYilSOGORc4VtYW3Ddmu6vaxLItKJAwhZ0M2ajZz1oIuyjYyt2oQa0g0XHcJvPDu1WvPpnk6ns/UGoypS250Fn83qCzVhaCS2vZ7bSLC0XhYLWSaK+rP42ZiF10xpprLL01AlwzTskcaLl9ObFrxVj0onhUXyy9sFfLFsEEAff+MY+KttaWa7V2oiAnbNNF10oIVY0XhJzthru1IjOMXQbdZrVGB50DgR7Pco0EL+ai8KcMDYAeBPSbjzPKuvWzfu34o2UkCs/WJnQs0VjLhrUrBPt4i8b1jRYhj8cSOv7nMiooK+LLSyoqe25Cnw0Sasz9kMb9W21CXIv4ICC74T21J+SkWh06lmPjSrYSRV/761S89yCk58XV9lUhc1XEGzMqdj4bkkzaG+oN8Vwqt+eH4nr6lv8t0WfHN6p1TQZR3yPIWMLO/SCj3xRxwyNUehnR+V/0F2J/5b9n+prwWuIcBDEd//J4VVyIdUx2cOKJIq2wxQq3NFqMjOn6QsvYLS6I64xbEc/26TqaJoSeL5aLeqZKQ9RAhtEfQMFdmSreZrzHdIMqkxv49NsNb0NktHENKLa5uTcX49h0ou81Fxj6v6KT+xiZQi/0xLjAkX5T5KdNTszzlmcIP4NM2JPxgttEE0008YcYSeKpO3eLF9Cmm5tooomjPY5lTCP3SY4n4wU3lzMazGQ4qoAZPSSxMFuKwopTYxBGizMJgwchKB/KzzAb9B5W63TijuBFQdT7Sof4q18afMmsCzvfbtwV/LBxRDzWdzrvmHXfCt4Sxg6Y/cLKMOhVs0LMpse7Y2FmEcXVcZ/doFn65zqfK5fn/fPl8g2PZu3PLCpxb9hOgjM5nBNf90pEx3R2Qdsq4r3wPcGHgpg3lrasEO97M3PjtraW3JJBu3C+NP9KrIvtWtxGlxTSKk6q2M4qfiW3qrXsGA9Dk1daCju4UatMFsQ6K2TMzOyZv6HZY5xn2SVyuSyL92qLd7sslfF7iNqLwO/0bB6SQMbCEnaOnD9vmXbUzDdc/GHrGA+z1rV5q3qnZXQiT519RqlP7mZqufTMNc1lg2rn17rWnPaVK/jVzmvPFmBn7YT8mZ0JcZ0fI6+FXVjtdcqZAUQGt9FxvWOMRcZq4dEYNggq6URsJ0po/InDWEh3QXaQc3dfSWlsfD6l7NGthBDMmx4haOXv8rlAz3D9wLqXZ5mWLaTzaNGat4SNcBHtblvIZE3SiVgHnF/aueTitnJZjzHMaIzkz4Bu1hUI7uU5WQOXv5vS79an6+Ke2AmJ63nLrxDc7XhbIHS9REt/ZYTqbcSVIQXidkBc2w8Uob+9Mf3ml0ckTVnEMzMa8ze9TYF6i2tDZy83c1qn0+oIM4ebg+r8XFZ0fJ9b0DPm2SVZ/3YT6odxWMmmvePTs+67GRkhJd2kJgvXTwlJ30oJsR/mQ5FN4OcH11Z8EAv0F/KF3X6FiuLcdTw6lrMDep69NqM6lNaiQvk7S1onbtN2ry2uicytsBXXRg9mbNR2wZAr5cYRPExmB+8iDF7FNvy+fp62U8H7TbWZCnWibnOox7FPVDmOmXH9MNTWHidcnx3C18VYZsaHZSYMKvgxGW6ythvGO4LrXeFxouHgNtFEE008IjodpV55KS+XTTTRRBNHMTpP2Th2pBFc8HlstELMCCwbUvBo04k2b5hVM3yDCGokF7MJw2tjnNEo0hzeFq0TLqgrOw+rKwczlX6PZpvnemSN+GybZq/n+pXlImay+96+qNZ9L3ivNmv/JCT73Xk0F7y2kynN/DeWbNau9cg39uiz/Qltv5VWM9ETHeLNnhzQ759NqX0XDy6Wy9Pp6doVAwQ7TvWsWH+xkVb7HiwHgh8WdkKB0vD+BOqDiZrLkKFmMpBZVzGfhVrIlZk5A3njCJktzJ+t5mvWuMF2FWkRmMDb6Jn9G7ZPoBNAGA2H0JFJso/JZa26qvpdbugR7eSRu/mfOG8C9cwte18g2AxpRlWxzaNGZoUbMtj8Zxul5eeyZqGLib/DoMCg2patrQvdz/X/iuMv/nOeHzsDwNBdu49sS+ra9cV/Z1llmr9Zf7r4uCLEIVkoseO6rP3OPwTd18LwNpcdiLNQe9D3PGoA0iQVduNDv0I7uz6NiX969qdFlfq1HiFlv7f8vRqCu56tCz4tVBtcnD8I4eNvZM84lxMC+VBYCONQjPccjR7pwow7Hh1LR79F9EMa/7mRBbicJzIaey+klYpCP+4L3uZonbb7/pDUE97z6ZlQxP5sX/TNWkBZvMtLQkzbeVVrsRfROHxT3RQqQZ+fkULCS7PK1vf09LTgfoIPvQwrbus0mwrTBShWoCp+5lUSDqjv+FJAWcvj+XExRkDZgNsio+5kJ9qpWT5DDQjP1pM5Pbs+zT8VSg7lMUw1sjmWF3ir1xJccdoJLdo+9dvGfENYH/cW1bpnM0J3P+4TPzsYO+x0rXEINSutQat+bzgswm1Lb5hVlMcYTISZCd57kMnMWCbbfIdxzPPK/0zGh9evWONtzRCG3+srslauY0E2BCoTyLjDVEO0WSdTzLvXIdmvw6JBcJtoookmmmiiiSaaeKKiecFtookmmmiiiSaaaOKJiiNNUTCZap3eNTIgXFLClpRC2mxf/2azgvEhrRIPtT/2NJNphIrNYGRkQGeYTSgdMxtXaRmkh44pKiRYV+uiTYDoi7g6oIKxDwZE/L8ek3D37RkVBDxUJBDOPcB1nZfaXGwKWH8wrYo6zq+dF6Los/aslhZA4QMKPiCfs0wo9dFO2zWf8Ic9as84oeKA7eV2LXV3fEFpqPvpfdFXIMcbWgKXLkLKG1WePDNhFWuZNIglgE//tKuL9DZwIaSrC8dcqXqz78xKE/ur6QwmzW7XPXF5NHufdriI/VZaX6xuFZ6hLTZdgLrEF8UItePm/WmdD9e9Zm8X6SZbTqjcZ5pKiSn0GVJpvHjLMq2waSIi9W/JbNnXAa5f/vt8LrfPC9EwtiyzTN3dVmoZ5ypzSXg5aAZ2MaCLQmOHi6pQK650SOjVfm9dVy7axSq5ncOoFMYkwlH8iUIQI9Oo10VRKZcwAgUAaW0UGUICsYjjy+NC6gpSUDAJ2FvT/KtivIxovDzu0W96npYo67PCJE0VQNod1Ip+1K+l1EG9glwRiiHjaVwz6QkiOpZFuBDmBZAx40YXmy1dkBXRZ5uR/jup1mm16Dm03yP6wXvHiJLwg+4PyuVoOar150awIagJW+GWkLws4kZG8lsfLymlfmmfZCDPzYkqd2ZONIKy//KeeDYYU6VFdd4P4gMheXa2RSn70wHRG6ZLXUVUFAhGVCC4mdLxDvKBuC45/QCyVz8d/nS5fDMkOcxWUNHq8Duc59P+aXHvwiiAnxfIzYH6sh6ui3PLzUkmOaX/R3Pd1yPZNt43xzK6Pq9712vjBygFhtqj7wVIeYaD8FADA+yj5bdE4Sa/f+M8FmOqoWFm7BmvqV9mHEtylSmvGqvZ4GQKnlnRdhnM3rc2LpgvTONWvoOZ7eiPOe3CSJuBsaiPSTwPDjHQebJecJtoookmfgIxnXrqO98veLpNdzfRRBNHfByL1VMRR/oFF+iPPfPhhQVAZTATMIVpWkaGS2l4A08UjhnrVk3EhqyImN3oGfJyRv/YVZX4+L2AjA4uBhcFgjv1aGY76lYz8Tfb2rQhItOGh5lGSGNCSBfRooZCYaaFooT5ci6sdovoDrpC7gRFAtsHlZ3vp9GnYpYI6TT8xoiwF2junNDcu627ouBj3ye0oTNjaMVUz9bjgShygOSMQKm0jS8QAleRWa04xiVfYoUtt1QrwuLbOWwWaluoAslyyTrhktLrGvTUIeJvdmkXOLmOyZJyMQjhYdJfudvUgf/OHENgFWQyWR4bGbSlwFxot5G4AerNZa0gGaMl+IwMDEwRWIGE3QazH8zqHci9jaKa88VR71yiJChcEfI6VYtVUYtUrJkzq16XKYRB6LEAiqrle/QBy+vRll3jRR+PI+Vjnfda5ooXItoXvFH+qqM55hpm6Ls95kZe5PwONsw4x/x4j80I9Rq0aWyY+jQmxlH15IUEYTftCitc9A234TVIqC7ewj7ncSU7hgJTWL6ejE6KbBTGUWE8APAdUpF633iecAko9OPEI/RvmtIxzZnbxDyjfw/SgZRMHFbbOwhp3w9aZMTwZp+eDR95H4ltFLHhE6L4QvZCuXzOI3OIrZwQ3HtdegZxGavbc8oKbiw2hLQaUEue6bRRvP2Mxnlxvei+OZeeE6YQ9/0KjW/FLXGdz1oz8QYyCyr0HM/ZNZ+eO+c9ykJOwwoRxrWF4q+TPp3L53rP1VBuFOshS4BIYvo7XFavQckgEcWFB4rOxV6Lnl3r3eqagxFFJ+sI5F2MU7jPl7nInBpTFG2/XO5zrW70gOvNSNDpfuSyYtimyaQgO7usb8eMYwmNY4c+b/CZv9qe284uOa1/MYbozG3Q0oOxBsONuREbO4xsYlp/Fn0Gn4eGg9tEE0008agYDpX63/8kLZtoookmjmIMn7Jx7EgjuAacCQIxk3QhT2EUCqQQswkh6ZFJxMQgUHoWy219/bYvpMQgc/JpQGhoEXe9u0JiBejEqE+zyx8f+7FZ9wcp8aseLB4ILu80plnr0lvW5MfAA9tL9oQlIWaSXH4MyMba+ppALYrYnhKau1zSPiYRzeSPD45LC+OC65QQ12k33xU2vEGuZ91ehfZCCqaX9oRl5bQ9rXHzsI+aeYPDxKAmR2RbjbLZpi2XZdZhgJSxLD1EaulRqLGYtVszXqCRBsllfCJbbqXGoXQgzQZpNVNjB3pqoca2YPihVsfVZP+RKKqxx2a8M8PBtNFDR/fid0BNDT/Scd5dxg78e9d3JgCO8O60kVGb48qiOIbi6zzPVNEMg367uNP4CEpoON98tLX3aaPRjuyBjbYIqS6Lp+xCblfy0Ve1n23HviZElsxC9YHGzzI9hkHRvRgn5jROdMY0FoRj6pRRb1RD2fZyGtfm6Vx8B8tZbrEatSIhl3WQE/IWZmwd2LlOqQ3HOscEfxU2qhzNHy/HgqcJvu2J4ESNB4sxeqImQuqRZ/5aisbmZJmI7Ba4n0Xc7dJz402fkNsfxT+iY+rTMXX6VZbshZSQ21enZKfe9zUKrQ/7gaLnCZfQehjQ2H/TJ7mwH2c/Fs/RIs4qyt5NWhOBJj9YPqhJs53LCbkdJvTWdDkjHnDUqZD9uzkd01shmRR5XU+YbuDZU8QZdUYg9jiH/FjaIWUS+wkd7/mYUN4XYuqPu/7dqp0JtTM7yASiOw30c6jHxi5toQsO9m6bnnMPMtr3ZkfXu7DnV3/SF/0X+1UWwlvqGoilRrv3dMZqLa3xWvEMFWHXGXCQdyQRUDMWa2R3ySBcjKsYx4pnUmbJGCJqqO4h6K5dX2DbqLu2g2OBTTEfh/y5LzKarnFMoLmPiEZFoYkmmmiiiSaaaKKJJyqONoKL13OjuV6vGAaaADHvYKhnSW0LbaIN0KKnkbdeJmZfwRqb4Wt7vGwkKxZ3s4qDux0RMrrnERKx0SGkYLxOqMCNdapqLWJ/ui/4UOBtARVYZgzB1QLdEEwGLwr2hDB+KOLU4pRALVqRtiJkViYzn5CWncmOqDa+E94RgtZFPGw9FHxdU62sRdR7USWEDWRkI6Hl3fZdwcERagLgetn0R45kWQL3dtW/qP4G2mdxZc2CI/cr+ItOhMsSvXbasJpGWCoNdlX9KqR2FZpsW7Q60GSD3FocWczuBUoANE6vY4t2u8wbgHbbKC0PgyRYRiwuHhUyH/jOhbA/imstzvsqG2MgDDrjwttlW82K0O0o0I5yNf2fbansQuEN8goEWmePOBIDpJAbW/D28mOy2y3a67DvFevyDWK8xP0HniDQfo4M45qwr3uGmpsMiL7OITwPLv84r2xYW8uW4MZOkomoDgeqVkS8jMX2kZk6iDQvMqhUFD7NCJ0cZ2OhULOvKs7oBY/MFDpzGvu2EuKpvhoS+jlWVTsfTB4IBZjJgNo57BJKudXVKgVMEWI/pn3dCGlcf+A9EGhg2TdT6psTKSHAx1LNRR5UyjejYwTNfag+FNvBdQC1giKeaZOl7tmJrpeYUgbtTkBj93ZW1VrsxXvCOv5qRMo9vxX9Vrm8rkgFoNxe76y4P+8ticu7k9IzgiPpn8vJfve5hPivx/3jopq/iN8LyJTj+/73Bd8U9RjHx/SbIr44+aLg1QI153attz3iEZ9UJ8W5vDIhy/jttDruu2OdSU2XAhnGNcx537g3gObvh3ROP53R9XV8VrXz1Bo9WwfhQKgywJiCX+cmu6EzDPmOxb1nagg8zPuLflUTKjg6i+K1ZSbPKNH49UxhlqXlOObpscH1/LHHTPO5yz7cfibbRjvsGIF4o8bJnE+OSuM1J5YZPpdl/eNEg+A20UQTTTTRRBNNNPFExZFGcM2sRKMf0OrkM70aR07TgqA/57Wq7zFLMhq3pzQSM9PLtWrdVlciEeCMLPxK7WDHo5ncvfye4MOifbB25ChFJ9RVwMNMzDqzSTWdsqskF+lCoKBBr0LpwF+CxaC/oDlNu1tp2y47tKHZTOs3JoRC74Q7wlq3bHNIbR5mhGScWxL/ahyMa/0JfUBYB4dDzZ3rhkIXV6CcetZp25w6Z4m2haCLOwjkzuKiunT/bFtSMVFchdweZpFqVZbW2sb+bXM60V4Xn7z6qaMNNmpsI6ICRLWQRnApXRqHehdAgG0tQn6fYVYPFM2FEtTapwOor0B77cpciw/qQhZqXDCswvWP7bHBdR3pfRyMlfr13yoQGLlPobltQ8zWuXD1Z+0cHgJO1JAL/qeFwtayECJhYfHmHFrOdjsPRYr1Z+BRg4u46C9q+qWwd33gEyp5vndeKlho3dlyOzr9YrRYtUb2J32yKn9fkXVtEZ+mnwq9cGS8jnk0BvG+2Aw2hV3wpYT0YNOw2vfWghDBMwdnBDoLHVSefUrjVCp/ZJL3eC+rlAzAJz4+JSRw6VM7x4MKPb7lkS373Ugjj/lS8E25dfrJ4KT4rDWjvv5kQH00blfbhfoCkNVpROfivYh0du92Kt5qf0D7Gk5pnD8z0Rq57LTvZYQIf+h/KFQPLqYX5fOU6bBezQk1XsRam3YWCl16jt6hDbh/ekGVHbznU5/ei2jZXtK57I67QoGj/Pc+/Xu/S+fQ69D2Fq2FyNiWoS+BRb4QWQNwcKH9W8SpnBDcbo/22VW0jNKKewzdZFj0gnudj3KhjkA/VPXA/aY54FB6KrexqcfrdfmsgP01DzzvzDhWXAqeG3FlP5JLPhbgZ3Y21cHvt8cbPENwfwvdcb2S0fbVJ8Sl3/7Ev+A20UQTTfxkwlNMGaqJJppo4giG91SNYw1FoYkmmmjiEdHr5erLP52XyyaaaKKJoxi9p2wcO9IILmBrWIEmgRRs5+lSA6HrbBnSEpzkjXQRUhjhKW0xOquL2UNmDPa+kO7i6YE7/h1hggCDB6SuwrjqfhQ+dNKOsBqE6DfkdYroxl2RToEZBNJRPPXqb1E7z7fPCwkRFIe5RLeTKBFkeS6afTKklFhnqWXHxpSW6ve12URU0RnW2msidWMsW7XEmt9h8ixjXxoAeFLoWaQFbfoBUqw8TW4VHCKlagSkeXo6X5EK50R5e3tI74MmI6uCxD5rxgeHpVusdBBS9nzfNekUh0yYnfI2VruOMH1j9TmE8Xn6tWYY4dissaC26BxcPifIdHpKNx7C6sZ2mxVd2X1t+uhxxuhDCiXMObOoJC7pr6I+4sSxwlyGjscuIBOFi6l1XeJzXpAGiTvrmgbVyWXMcFg6sUYvsI9JchTQATIOSy9a9B1ur2mKCfWxwPgAMl4oQOXpcaSbcZ5Bs4IZThHHkmOij1EctdsjCtXVgNLd3BgHlCykmO97ldlAGlG7nk/INvbs/KwY95BG5uMjit+2ZlvCYpXTq9CPkN8a+2NxTbezig7WVzRObmiVe1AeQN3g0pB4buC5NtDcOf7cQJuRFoetOp5l+62qyC7JErHuVkDH1Ol2hMkBp+N9MaGCr9fC14TpBpf8uqF0UV1OafzjLaJfdLyqkPlSQDSQD2dEZ9jZ1wXNM+qPY2FFJWl36Bg6i46Q54yiKoePIuztgIrJhiHRENq6erw7r9rZmdB2kBpHuh82zuhf/u6AaxlURn9NS2+NqmJvpNZPpvRMvOLrArdeVeAG2guuYRSCg6IBA4iyPYtDzG1aUsaMS60p3c3m3cNfTdkLMY4Fj2F5exi1zjx6ZFGzSz7RfKaX/tQX8nr8GY9ifWMxrwteOe30s0SD4DbRRBNNNNFEE0008UTFkUZwIXAMpMkgJQ6RYaAMmDXA+EEUC8B+EioZbSliHzysC3ZDFmvRphlZ7DFJGF0cAFQKln6jmBDR7rSaZYIUH40jYQO4FdEsuxtV674yf4X2ndO+rwck7/JjjwS7550KRZ2uExowWyOUtj1tC1HuIib+RBDqZx6t+6nShRtpZQpx1jsrTRxmPWG5+dCr1j3RPiHkU4BA7EaEwIzaFTJsBK99S+6KW/ZaiKBBNy0EtgyXHBj7XEwIfQtxg00l23etUMqabIsCKqvAxxgpOAqJauuu2D5vw2HHssoO2GW/i/sHSJPTdhjbNTeFu9jIZUgBdA7ZCFFMoNFi7LtWQCVUrTJ3+5w1UVZxlVU4dmhRoMsmFxJf+j/PPtbM0cewdbUkumrXIisMrRX8Qeictd0uGBTbC1Zcp1jFcdim8NKSlnOua7eTITQ4zygugxxa2qYLcxFUhbfwfACShf4DYvpcRlJTIuOj5YVQDHunRZmxeasa52CuYNuWQgKxiA/aH9BnU/pstKDx52x+toYS7XWpgCqexaKoCWNC3I1rGbA76o40pEhCsSziYk4FWJdzMkPYiml8P1hUxUuzdCYKjNt+W6BZ+Lxs80IXLKd6LNW7QrYQVrNl6NNwdknH+8fVHy+XFxTJp30SU2FaEfsjQn5/ZvIztE5M67TyqmAQKPZDn8b8+/l9IWO20d2oI9dj+mx3m54BZzIqXrs8pP4o4kSmnxuTdZF1RPE3Ry0fRIQa97uyIO3evCrsw/VzLjsn+qw114XiXnUdjTtjURR3PKXn3Ok2FfFdDqt2rqk1gcKeHBGSu7FfHTdMk6YdfeHrXUH6LGlV6HGwWG304LLIxv0Gkwxb3itjdueVGYse5sw/HiMOGWeNbCTewSybcn6splBOF6JnYVaz6oWduS0tyZ8Pj0SeWTQIbhNNNNFEE0000UQTT1QcaQQXswbwQIBoCGklzBowpdATJqzDLSdhoABEI0oiMQPpJRVv9cxDmnkOzxESOtqgGfTuTmX0AFH5HbUjZlq9EW1nPa34Zrsj+l24T6ekPaRZ+8YazQZf6JIFYRE/v/fz5fJYTrylj6OPy2Xap9ndW33iRpWHu04HPOsRKjDMqb2DRTUdXi6Wgl82ykdC3Pt6WgmAX/GuCJQCnKVeRsd04FeIQUdPsyGK3s26AhnnVo7g6cHasMb15MiYniUaKajMMovg6JYN4Nq2pxyVSlcjmIauacl4Oa1/wfMFumm1xcX/NeL6+aO5k5iZH3YsNpJbs4LlaKZvzfId6xqUz+L4ot2cS4zjA3ILa0yX/Bbabvi/FpLJ11klkyWMMywkvHYdcb6yxRur0Np61mA+Veqtt5Sazmk9Fx+2hizoscZlO23bI9f41aw2oCbFYzayui9W/ob3id0ux2VfszPGLSsuS+sai+TThbcB/FFw7TC2XkgJIXx+TvzYIjazTYFyPQgfCOH+2aBCZ4EKQUQe1rf8XO6PCZWMDqiBGymNrd12V4w9Rdzr0Nj3aZuyWLtqV8gh8ifnLJoJpDr0JDp9oUXHVsQbszfK5cmM0L5+2q/Z0N6a3xJIbmvYEs87GGnwfbXaLSE9uRPs1MwWoEp5IaH2fC4jg4aXZi9R3y+qvodZBbishjsaVWj8ZlfLrbXpWXU/JgR3zyf0O/Kr8f1MekbY8OK8v7B8QaCrRWzMNgRnf74g2HNnVhkoAM3XPg/q2vAa/QNgYJXwVF9of6FcnpieEJbNu8Gu4PgW8XFOz9LxjM7z6XuE3L4+fp3+Dk7XEVRt3nFsl57Hr89p3TL0Yxbndzanczrfm9fG92TOHQ8su3dkgeJq/cVMn4tIytVhuFU8S2mNY/O523BI7lytHpMwhgCx1W0w71Ps/kCtDeqB8n4uajWyaVYzTTHPIke7nIY8T+ILbhNNNNHETyLi2FM3Plkx+WmiiSaaOELjmHpKpMKO9AsukCzDxXSIkJsqPI0YwOgAXDDY8YoZSiIRQVgSYsZaxMUxcam2cs2hGhJyeWtBs+8iZgczwVvCdoAUrGcVghuMAmERiQdpN6ep6OuLalb4SvyKQJiBWpzqkvD0u1vvmnWXbZpdTrKJ4EFGEza71rPqvEvbWbboN9OEOulH/o9q/CjwryC+jkrStZh4SUWcTmi2e2lBFbRng7PCAtjMwosbrxULPp8R/GeztRrqBcQttFAmBzpntuHgmdq8RRdX1qCI+J1dyc+5mPi9odNaNrl8AgrwzEIPTVaCc3uhbmCZIfBjMdaGFp8SSJxLVLuGBPuPtsA1Va66LVztAQLeWAd8dfDaeBW+sQnW50CoUVhhr+tEXG2+ar4CieTrrrDC5d8FYa5OnVTq3n2lksRt0Ww43JZ6hkHyHQhIjduMyBzoufVy7bTOxPmxbKwFemzxlG103oXyYyw06g/sWExmQmfLzLWmlWYw7hXR6VFW52SsLVazLWGjy00MwM2Ducwsp/H0YfJQVMyX+2jTPvaWe4JPKwxdFtS+E3Maw17yCbm8NKPxKSlOrI7N5abYzp3ojlBr4PxGHH+4kKoRMGF4Iayyb+cUIZUnEmrDQXAgbN3LzzKdBdNDdLvVFhksXufRynTdhJoJVHvW1+g28xFoL2g77bwt2rcRE2I6iKusHs7dhr8h/k56VR+NztB5edCjZ9adfeqjCxM6l6c8eh5xBQcgoBe6tM6rAdkkn8m1kQRTnUA28FZ6S5hk8GffWmtNtD2c0zk4kVP/FrHeoufs+sG6QNphVrTrV1nXbtAVYxUslXvTnrDa5Zbz7YnOtk6or57zKx55d0bb217Q+X2Q6CxEcldyp4trN6mspxEY42GawZ+HqCcyCTKN7iYxXmAU25CS49gdGscei4eLoZ1lv0xmXCtOBW1t3hAGtdomZGo7Q7r3vaEn3sXSSVrjGBuDB91A1GrYVuKP2/QmmmiiiSZWRK+n1E99jpZNNNFEE0cxek/ZOHakEVyDgqAaWFdLiiJnPQMCGpBFlr4qK/DlemwcpQCa1upXFaTQA9wY0axtPVqvabvO/bmoIEU16Al1Qs7UC55rQjzXTxPifE1GhLi+PHq5XJ5eVshGJ+6IY4K9Zd6uW/VOU11NO6V97Y1plrg536wdC9DYyfGJ0LRFdXAR32p/q1zuZjTrfS0mfcTXZq8JNKSIK/kVwRP7OCV+0/WQjvWgXR0/9gUE1+hsOqrUDZpqIWQCpVphw2pQL9fMNV9dNbrSmtD+LVvX8FRhD4yKU8e80kaNXdwj+7hrSgGOz2yk0cVfsrm4ti4u/72NLGNdoLZ837BuNVqJHHG0jvNQFNVGdy1umIvbyzYk13V9Z4VLuUP8zb/mOrguRQk2jtQ4xI42uPSFa+fQUpWotdmRwXCpXJh2OWyxa8eXWcgNQ3DxmeHegv+oLwm+bqdPY9d6TuPlpb1LgpPKMwzgYEIR4KPkI1EjwHWa8W/w/k1lPKM1QnXmhHdCqCdAD7eTVLqt5+ekG36xfVHoNv9++PvlcrddoX62DTYyFid82s9zaYXoXZxeFCjbxKOx9tMWjfvltlu7gldrsmIaqcvn1fkCqonxGJque+FezX7YoGq6T2ArD13yjXlV/Y9rAtX/yFA+WK+4wt/c/Ga5/KT7ieAixwE1NNitxgRYrx73j4v6kTPemZpqCHicyHjhmQAeb9k3ie6bEfXNMB0KXWAg2jw7eLNzs1wutcf97eB2ubzRJr5xEXeHhKyOF2NRu7Kc0G+ezZ416yK7asZ53e7TqnpWw74YYyEUJ8YZbf9jRc/EIq57Va1LbczX/SNqHaA7rbdt6hg8x1jv1zatN+L4yFHbwbcrsqaBlb3S97rhoTOOezfsCq1/INCTnO6BIhYZXZNLbymyFfz58lk0cY/0C267nauC3x7qzk1VropxY1ISqHM1HBQvuFWKsQg4c/e7uSqvRzaTmU6VSlJPRWGuui2lQk1f6HqZKjWUy2s9V/1eqrqQcNFSNQuvpfLcU612rAJI6oT65CwTlSah8oJEBe2FCrTsS+RPVZ75KoHJQ3+h+kjj6oHKm2blOn57oXxtwODrlJ0Xd1W+bCsvSFXQmatOj9o06BQ9UfQDXRSDdqYGGvrvpdobe5mpLPNVGCUq0kVf3S79vhWlahkHyvdy1WtnKmKFeD0vVtM5Pcla7aWKQhoAfVQwLONCUb3I1ykVaO/vHg2OUbBU8aJVnpteJ1VDbY5R9mo/Vwf6Ou91c+Vp2gVkQ2ZzpeLUU2FxbnRRgGEHpLmaTOjGWtPPgmIfiNGoeEnyVLebq0jPUfDtYkH/FfUCA7i7gFqQKTUe0x/DYbHN6lrxVK4m00Jc26PrsJr7lL8v6gkXM0/5Pl2H5fZAzE9zNRrRxgaDXBXPZvMelud0HcaearWKY602mxXXd6xUoXJUHN9apfRWHetBsQ+vdKoJi7sb70ueUrMZcbCiKFddVoRRrFKkq6bz4l+56cNif4gx78Ooaq+f52XBQhar8tyUyACbTBR9ONU33XCYmz7EfXkwKtbxVKeTq0KlrnqZw7nxynOjfURMFD8f6fnRYFC84OALWkwmqrSkLMYHXQNjvi/6sOiLoi3FebWj8GsvotgnLv21AaEeZZ+WovPF/SIfEGlSnLuqD81kSG+jONaiD4tzE+B60d/NJ3TN2H1YbjdV7PrOmReIHtPGRKnrdIrxCJN+Wme5yHUf5vU+9Ip7w6udGxxTeX1n8vrGc6uoXZrP9fWNPtTbLxS/Dsp+UKrfztWwU93n/TRR86VfNjgIExV2NXXK12Na3lL5olfwkMy44bfou3YwV4uZTrO3E+V12NtrW6mFfrkJ/EwNtNmEKSpmkmqdni4G0zy1wBurVMsdeu0ZjdNaKjFsT1QWa5m7Yrtd2m6ij6l4D5xo4GLQyco+7OiXyl4Uq/kSqdtYBVGigh5dXHmWqFxv1/MzM/aWfVQU1eWeWujHc7c4Vi83L1DdbKmWy1ClqV/2YRDFKgqpX7xuojII6Hu5GmiptrLNPf1vPUYE7Xn57PBS6mcvTVRePIuKl8dwqfzOQvlt3Ue9hcr1S35xcYa9qWprOcp+mzp5PqXrO2rFyg8yFS0q84rlPC370Q9SFRbPDQ28BMm4eDtSyYgGpKA/Ub4GoQJtmOHN6RkYFs9W3bcRaF9hV6XLSHl+qsKivfoaSMqHtadiLcUZdecqNUWJ1NdFG7PUV1GUqkhLVvX1NZVkmZrHftmH3W5SPpuLaGnZueVYF9915+Vzkq5TPfmf9VWehOXzOtL7DPRLaLRcqnhW3Ey5ag+Xqqdf/Mt9p4majgP3O45+5vkDeseZzT16x+kplWpqYaafldpDQ/WLccaSD9QYVjl+leM8xplcPwPK06LHL2WPB2z80oVinh4Xlnmulkt6Pve6xQtuNYC1upmaarOsYT9TbW24AubSTD8D2u1MtYbUwKWe1BQTLXv8SrmE4pP8gnvhfK6ev1K8qFZ8q9t3PPX9H9PD5+e+Wjyi9YWhO+w3vk1n/PXnU7VRDMxs0H/zQ1/d3vbUma1cvXI5U3rMUC21UDsHgbq3Rw+8n3ptpM5Pqcp2S+vVfvDxZZUmgTp3fl+tbeiZbEIX7+DGvtq/d0y11vfV2vMfqoFPT4ST3m21nHTVg7cJpb3yxl3VXeyJ2fX4u6maT301uHRbdc/Q7LmzpAEp++RZFX98RYWDidp44x31wqbWYTw+VYvYU994j96sPn9poTa12sGpOc0gpz8+r6ajrto6daBOnKR9jvXgW1Tvfnx7oLqtXH3pykwF+jiKeEY9VN97i2aoZy/cUyc1ajNY0jF77xxX+e4Z5R+7o9QZmjF3dEXyicl9dfvqORX4ufrcC/vqtJ4VFzE5kar/9vWgBCleezFXx/RLFmT/fvyuUjeuq5I/9HkCi80NuLen1O8TmKB+gWQbxcvo//0/lJpOlHrpBaXOPiN/+8FH9N/mhlJf/en6A/63/wf9+6tfKnSCq20Wq/zeN2nfz11W6lkCZsyX1z9R6u236eULbcIzNlsq9Ru/Rf/+wufpBbgCGnP13e956t694vou2sy4wgWaflep7/6A2vILP6tq8V9+g17+Pve6Use25Avuj36s1M1PlTp9ir7nx/JwR6lvfIfW+/mfkROIIn7rt+mF8+WXcnXmFJdXzdT7H3jqxlWltrZy9cUvsEmLyssJwu//Ht1zX/1KpjRFy6CQ/+P3lDo4UOrKc0pduiBB2avXlXrnXXoJ/bmvyuMs5lH/7Tfp31/6YjGYy++/+W2ltreVunhBqRcokWDi1m2lfvBDGiNcffh//Vdafv51ui6KKAbtV19W6s0fK7Wzo9QzZ5R6vaAPsuus2N+3vkOTpWK7htKqX2KLc168XBfbOQl6ov6uuFauXVfqxHGlvvhTsvP3D5T6XQIOqR+sRNXv/K5Soykd50VdjI4X3I+vKvXeB0qtryn1M1+WxzlfKvVbv0P//vIX6QWZb/jr31ZqZ0+pyxeVuqLlPyFZefOOUm++Q/3y81/SjdWTpqIs4de/Qxv53IVUndqs7vPT2b56/5OBUvtKra2P1Nb5t6l/l8RRDB9cUvEHP1VO8Duvfrv8bKAn9BeDG+rDH14pX44vXRipzgWmo91V6uq9vtqdKHVsmKhzZzSCqy/H/amvrulE1PNv0D9OqHdo+95DNfrhTxdvgKp97pqKjt1XoXYwy6J9Nb79jFIPler1F+qLL9EL+bhD30+Xnvr6h9RxX3huoaIgVy39svRM8FC9c3WrRFXWT26rtePbav2UzlDNUjUvKvRvtVTYmasXXiTksIgoGqs09dS3b9AD6Llze+VLLhRrOvOJunrtmNo/6KrhsV219cx91U9orM/aqZrurZf7DINMfenZCsk0usTfoGtzePmqag1HqjPTAMSkrZIPXlXZ3XMqPL6t2i+8p/yWfrHrLlVScFhvnSlmIerYy2+ry8c0Itqi58fvHXTVMvHUybPbam1jok6wlzXvxnF1cPuU6qxN1OkXb6rhlJ5l6+mBSqc9tfftz5d/r33+x6qjHfBC/TIZ/nCo4klPbZ3bUetntNqQfnVJHl5Qu9efUVFvrk68+r7po4VaqCwJ1a3v0sPi+MvXVKb158HnfHCjrSZ7PXXi+FSd0Xzi05sEynxyP1Xv3eypVitVr7+yq87tEw/41IJ+e/13aQA99sJN1dYOe8jQHrzznJre3VLdk7tq69WPZPZuO1O3fnhe+UGunv3yTdXV7m/ltrKx+sbvVDUs5TV/nu7rQE9cvWGmbt/31A/f9VS3rdTPfi41qkQAg/6vm3Tvff4VpTZ1mU+u5xofvk/LM6eVunRRjjMPHij1rW/r8evn6y+4v/k1PX69otTJs3LC++41pa59otSJreL9KFM+czpcZon65vfp4fnTr81VW08+fa2Y8N/3imetp569kKgTw6VQlHjvvVy9/76n1teV+spX9KTykIyTHV7+WVRz/4jF+ul2ObuB3EQhFVPMbuYzmnkVLw4oLgNSO9Yj9KCwq/OljeQs80oEt9PySwTX7/tGaLtAcLcm5zWCm6kXtJzNxYTebDa88+VMNNxYmJdpUwyQd0oE97n8ggpaC3VsfKxKL2WBSudd9fWDr6t2f66+Pvq6KGJ4ffzVcvb6i+FXlRfR9i4n9LQZZ3GJ4P7o9PfK2et/PPkfy89/OPxhOYCN534pTTboZqqn5V4uZtTei5NXDIJ7OiS6wrSnU4Hrn5QI7nX1cYngokCtiLXueokMnw3Pqk4rUa/N6OX8/xj9Srn8/MOvGgTX0/abS33R/pfgv6l00VH/38H/R3U7ifrO9DtmuwefHpQIbrydEIKrxbg5gruYFahkgSrrHyHjViJc9DCrEFzd9RrBVSmhjyFHWjVKWMw8ixliz0K4CMGlfw/XaJvmfSbXKKFGuPjLb3nMS5JiKZDFtYFNP6iQs+K7En3EXZjSLLq4jgsE17x06OPlCG6B/top4P19Qme6FoLrK69ELYt2AcE14tyeV87eixf6oiHDtXoB1fjA07N3mv0b60cVlse5jPXsvVcVARS/L/qwQC6L6A0LJEqJAX+kZ+9ROyn70NAjVF6h675GcPG8zNCHdQQX2y9RzVSpwkm7GCNMXULGEFxfI7i+HKz3RwzB1dsbdJR6/RV6AOzveyrqUB+iblCfuhLBLYTfi+sQGUKMsEWbgICENoI7peuwqN0s+pBTHwyCmxOCaygvepwptpulGgW37o1CAbBAQKLQqxAQFCeiDzWSzevGiiiv71wjuB1JRyi07YHgDjTbyd/QRWVnwxLBbT/TLhHcgVelC64kV0oE938L/nSJPv6JmGYul/aJqjCdLg2C6w9p3Hmv/V65/K/ef1PzWaQ+CD5UnXaqOpsVPhN0gnLMejgblQhupLNniUcPyqI+a+suFTb93JJeTr64IBvaE8EJlc36qp13DYKL9G8hN5bHLfWW/1GJEv67/v+7/PxGh9LaxbP2YaLlH/tJ2e3DFgEYbwRvqMUyVP+P/f9T+QUiGsXq7C69GcTLWOVJpH4QvlciuN84/ZvVRCnfLs/N+oJoEs9GJ5Tn52qR0Hi6k+4YBPc571yJQJ5SNGP6NP+0/PzNrY/KMeJBv7IzDm7Txbq5XzwDPPX/7P6p8ln1x2dk+NC531F5YY+btJSfFgj53MiC3Vm/o/I0UN9pFZOCXLV6c/W1k1+jfQ6JXhHub5bX9/+5/6dKpPalBy9X+457JYJ7e3lDhZ2lWpvSQH0+PV9cyGpzTufG749Vpl+AYn0Obx7sls/JeXvXZDFBD5iFmcqWLbV3bLt8BsJsYnexWw5Ri2lbbYfbqtON1UjLxN2f0jr3l5NyIpE+P1EtbU6iqMvVZLJUs9hTw1t91e9mxqr5uZzoJrNJS11RV1Srs1Qbmh4BQ49otq7yNFR+mKh1nfrIdLYyHXsqnXXUYjpX0XCm9vKqsOyD9AM1H0fq/3Xrn5vPBqfDcvzyB/re2gwNghue8AnB1cg85LZ2rtPf3UVaIbhjPaZnSr32slJvvU3PN0TxOSG4RV5Ij1/seVXEaEb/Lsanli4uM+OBKt41irHCLye9kI4r29EblAhuf62vBv1UDQKajLWm1Dd3t8cGwV1MafCdlA/0YnxaluNXli3Z+KXpHg/qsmpPFIJbHDillz2hhVgmCXNPHYzoBaQM2DTrF6DJTD9Ima4cfh8n9KLs66dlh3G9iq1PpoGaaReUBXhbPZ0a0ZWq5Xb0ExOVhcVFn8xClU7pBKep7P7FpKOm2skML7jFy235d7Fdve1cc7LySKe70qCc4U6n9NsRuMg6xjNfpTpFMNFe7cXLbdneOFSLpeat6U5aag5vlntqPA/UBNWaluvIfBmqhaZXZDOdh9c+5yppFwQu/SN6AKQt7S2ee2o6i9RIt6mIA52CLWI681Sq/2aF9+XAmiSeOgBv2rw3Vi8DBRrodggrXmo8wV9DFKsWA91BmbpzB16mavqnHl2Hc8d2y34pXvAOrN+wAAWCv+Dig2LA0NLJ4njLoyqubxyr/Wai6Tb8N8ULLn5b0BSKlzwfqhQG7qaXY7NdruCgXzyLPixeDqsX3IozWp6bg+IF1+Z90sp4qS/7xWiw0t/Fy1KpzchecPkLXtkm9oIr+5B1kaXtijHCpaJQrFJu17zgGvJ0ucCkqWz7nlei5zg/6EPDReMcR30dGrUPi7dd0hjmbv4m+nCV4VpxLeFcZtZ5L/vQujewpOtb/zt3X982dxjtK/swtvoIUq+ZZygdvlZWCTU9oYjJonhgVvf5BK5eQUHpCFWqx41cv/DkSGvnvsqm9OKQZPRkmyMfWmqjBirTVKkaRy/z1VJX08cOpYmFHpeSOW03CyueSr7o0l2gz2Wm9XQLCkSRoi/GrSLGfGajD6kAFMo+0qn8meGhFOnjVvmfGfuLFIT+bTHGY7tlH2nN2XVMUhZ41tDfs7TabtmHSaiWGj6fa4WE8lj0+G36aKZfcPV5xrMK/ZxPGG8paal83FKZpuClGkUnerGnltOuoaqNtabtur5o41JnNlLJpEqreJ5+rqVBmbUsnlfldlP93NCXSDYZGO3eTL/gKl2rki5a5X9FRJpPnWm6SXFu4mlPLXL9LGPP4fLvWaSmWjloMtFazPocF9nO4j9aUfe5/rvsw2mg2jP6zUyrViCW85ZaLnUNC5zr9Pkr/o61dn620M/zWfXgiEc9tcyrIiB+XhEYvzCmhvoeQ9sKUCjFeMCeoeVxTtm6GCMTynYKp8TympW/Lccvu7YFLnnT4tmvx3jdHr/tVePXSKk2e6/KmcLOeBIoT3MT4ineRfR5WPhqNNLvKRONxGvlEzl+rRgcn7QXXCMbpQddgxxxOR79YMNLZjXg05MqZC+ZWaJvLI3qIuUAIWiQ6Dm5/7gi0vwXki8I0nsRezp1894WIRC3urdEeqU9rm7C573nxbHAHvdUfkpIpxSx61Ga5laLtvcdn5DQj6Yf1UjbuLHMb23B8mIfGe1jXVE+49SC/t7xiMyTjJLajdAf0sNh09Ni3+CAOS4+IOyGeI6MJkN2YA+89JdS4Nohx1OzKnU8sHED1150LQkvVzjtcldZoTpUrewXBaTjXdJf9vZs6SdO7Ec2wt6+UwLKSsyYFzz2U1uqyhRruioS0NV6u0aqDFw4w89jfa3PIYweXPIu3HpStJM337x3ynNpH/Ohx21tS/QtLkv9sspfVI1koGUhaUZO9kyqmWssrH275kCW3Jwp1uB2wbbkm6NQ0iVbJgr0WMGJkVuzTDAOs2iuGUiw+9yMt4FViKb7MdJc0yK25lvCthuFrQetA1EkVsRYczAPogNhywoL9Gg/qsksrgVropgYYvxFvNh+sVxudjbFdlCQxaXueim9mLS9tjDl+VxC5ggdPbEv4mZAqfrd4a6QLOvoly1si99b+y1CE6+2CGF94Fep6mxGbb+sLouM3f0ZIY93o4rO8HaPKB7X1DVhGHR3os0w1qtn1lCTpSEnBWtemBu8MKzkzHA/wwIZsprgmZbHt60Bi23wMfWzYUHPhrWsehYiC5iN9XnRL954BvR89jKsr5sCqS7X0S+Q86CSCbvWo+N9MKR++7hDx3A/uS+kxfjvFm16mYzH2kCiSAsW52uPZQI2pa0sJMSwDS4rCvlPFAN2dMEEN5pKR6kYuwf6hb7jd4RkHZegc8r+AcTDBNPx3mNH7rqfMb7YBdt8XTzu7aGTP9sxbEsMo5wIln+yF2gjtagHCEgOToKJKEDkRWZ4Lrhs2W0xgMOikQlrookmmnhEFCm7/+OXiSLQRBNNNHEUY+0pG8eONIKL13ODJoWWoH4xy9epkWVMs/Vcp6HDQShm+ly6xZ41YRax1MoJRfSXNEt9Y07Wi5c84pB1smpmjxnd1Yxm6d8dfLdcjnRV8BcD4oAVceXgiuGDcdFnzFa2VSUEvtOime13OoTcfi/9Xrm8v7xfmxFhpjXThP2xp1GRvJLoWhSKB0ws++SSJHvutu4KGbIihjqddXFOXN5jwTGJRLHMEBBxSLZAPgYpHH6e8khKvYE7J9Lv1szSNioQYdEX7Fmuy47VTPfsv/lnVhgUjCNuVjr8cexTzbFY67pMDGptOER+ymQ5gCoyRNNGBmvH5DA8sBFcF0KIzeI6rGgH2UpU296+C8GtoZSu82S1YVW/8OOs9Sv/m9vOBvq74j9Z7CyO0+4/21ihDMPPta4Jc/iO847vXKiGdd0YlNZFzbDkFW3Um1+ftrFHjc7B/g3kMuxrLmIeCUmnIjpBR9ilYuxZ6KIujtLdC7VVeEDySTfVTZHmhXFBEVttQoY3uhviut9MKjnEcz5V4K21CVnc8Wkc/bhP6F+7oFXpOB8TGXMjo+2FmtpVckYLxHFeIY7HWjQG3undkVknPWxC3oyjxTcUcXivpYREbk+q8R1ZQchLov+ABBsJRZbFg6xVrLkkS80LHs4r+sUgpPF9o6WPSdM43vXflZbaLDPX0pQAZEBPR5UE1udjKgyb7mh4l5ptRP9DSI4U50dzWNE3QLfxDBglVcGg/ay6n9Jz7TtRVbPxcY/O2acZ8X8fbmv5rf1xzVI41y9zaA+KspBej2fVcXufalT0hL5/dHEXZKt2o0oeDkXksJcFLxjmSkV84n0ipN82002BbgPJLvd9f/VzrPLgqRv1QNINnHw8izyOdOKfRZYqKLJV9Mx1ZfzM/Z+sQGvZvw1Sm8vfpp3qGp36+vrQHNpxayzWNZbDJcPRMmgxi+x/yqq3QXCbaKKJJppoookmmnii4kgjuAa10JyOKNNwCwfn9HdAE4G8wDowj6uVjVEEeHca4YCw8MCvrAwvpZcEh8ZYlnKkEJqrRclxqT1L3z3wHggkt4iLHUJEz06oyvZeTujFj1Kyyb3qVdWwNz1CMt7NaOZ9Iyc0YJ7Ma+gPZjuo8ATvhSPCd1NCal/0XhQz0jNtEtZO16vZ2OaIZqCb401hgwib39shiWdzEe+OLmIrlBeKOJ4eFwYTRbSDtpgpo+8xK+V8PXCcIArvtHfNH4161dBOoLA2r8ixjkHeLJTfheTZ2+DnZ5WIPxQOOAfZXteFwK6y1DVInpNeK4/baR+L3xnqsbRUTvxktV2wDs5Ns1FDI1KuUQfBo7d5zzYXVWzIaq99rNx+GEirZWvrBMQzqj3L9XEZQwJuX2khHwaFdwjVPJILzscwu53mtNePxb7eXbbTaLMR0jdyD9a2HCYdZszl1ztsuweZsDDFeMcRXJgtIAO2WBJ6c69F490srDijdwMal74XfE9Yh+Me3AgqYwLYzl5q0bgcaegd2ahy/XRDIHi3N28LNHAcV3UJd5e078tT4r8GWvJqLSXkrZ9WkitFNT23Xd2e0dh6JydE9+OgEvN/L9T1GNktMV4maXX/jLVa+4fBh8K04kFIz42HQcXVRK0GkFs8q3qZRpir7lSbEY3ZxyMafzuFNAjjun5j8A2z7oUeqRqcHFH/HVscE9a9RbySvyKukdvz28LsyNS9FPvMj4tzALAYWR4gnGX/edR/7/nUV++G9Jx7WxHfmGc4Z1qecj6aCyUBXxd9005pkfUz8awyhee61qaIZaHhWDwvdSGayVRpfr6xxy13qoTtfVcrFaVaK7mISUTP26u9qyJDsaW2xLOwPO68eiavHCfZ89Bk52DYYltte65MI41jpSKQ59Wt59nvTC3CY1BezbuSzvbyDE+ilS9QZ2MMKvS6nCdv0Gg9JrmyiY9lL6yjQXCbaKKJJppoookmmnii4mgjuIkneR+YPXBLOTh4GOjWXR0tKhX1MlhoF5qBrNAt4phPM1q4ywAhhgqAqBwtRBiZTeOyUFgvuEUxcYt49SeQgZaWDAFn7eOkQgF+GPyQfuPTbybJRPBWOepnNIJ1n8yzuVBiKGIv2hMVo6h07ke6Lb0KgYENcFs7CsEacj+lquDuokJlUaWKStlnU7I5fK5DWoLf8wmZKSJq0Sw4iCz7YYYU1RBL8AHBNXIgrqv+dnFwbR6j/LlErmwOqlMZwUIGXda69m8Mcg20k09BMzdaJzi9lc2VXNdF77KRS89CoHX2QxyfxVMGYsQ5yOYzcG/1sTiRdh2GM2pzcQ85Ly5e8copuwOdNOcUCgl2f1CjyyiksL72u0qVmvi5HDfMqvo+tyV3XO230e3D+Nk2x9xZHZ25EVan9JcBbbJDFRjEd97qTICnNTFR19DSIr8dLce1llTjJuxrwT3cjWnMGfUJ/bzerexK3w9Ilf5qcFWoKmwt6+jXGZ+yRWfTs2J82jqgdanJ1OjRgPa136Mx66BD9QgftD4w695sU5bsZkrLz88+Lzi4z7Uq+12Mk5PCjq5AWhcPxLG81XvLrHs3JGR4J9sRajyQxipiz6Px+C3/LYncaptXoJdFxIVWHbv2gJ5HIY2nm6riIMPuHWg3rFNnHULWPgir478aUZ8/F9FxPr9HKj/HZrrmgilLfD6nvtlcbAqlBF9LPXEbZGSm8Ky5pzTPul+d9+9vfr9cfugTgv3pmHi2+yM6X0Uk24mooTH8U62t5kF7XGskc5UHM3ZpZQNehwM0F4g43gWgmMCHMKgvhA9CcR3EvYrTm2pN3wcDOoe7fa2AFBCCP9AGHUVMo8r5zYRnIbfsvsOzHXrBkPDkmTJ7fMA4Vkgylv3gSn7CSEED0a7xwYxTuj1mXIAiDXSFS8XQRFybQMGhrgK+OD9Om1/sQpif+BfcJppooomfRBTvn6W28GdIjzXRRBNN/FEcxzzHRPpJjIai0EQTTTTxiChcy37qDVo20UQTTRztcSxXT0McaQQXULwR9Yc8BsOw/bY0bjepNm3e4GkHDk5shlwMTCB6056QV+EFZ/sRpU1afqsm/A4R6lveLSEhtpVS2sxnTl7b8bYotiq8tLlvNpc9AXF9CYcwbVrhadcPI23kKJRDuuGhVxUq3EmoGOJ4Rim/Xrsn6AbDBXP60amIaWcqtj+LZ0KqjG+vG9N2jilKb73YpWK2C+GF6vjb25JS4SresuShagL4h9EOLP9qIT+2KkXPU8H4J/ZlEfpd65p9WpJSvJ22lNRhKWtTTLCq2IwXBtjjF46NF2/Z2wH9AoYpzPDA7j9bIFy0AdQEq3jJTt2LVJRdIOHoi5W0E940F23DQesQ/7aW3J0MqbHCAvfciSJdXtB8CttivQ532ltxbdhjj2yY/echdAFLpF0oiaGo0NHHoi2OfdrFe6KdgTslyQX/8e92l8auyNdFN1m3Vpi0saR/p4W/NpOmuqooJf5N75tm3QdLGj/nnbkwigkjWq6pivqwldCY6s09UcAKSUJO3VpoC/FpRmPYKBvVZCAP2kRbWPRp3Y19aver8avl8nh4vLZvFGt1YhrnYUmKFG0R+x49L2YBjZd97dKG8b8I2LduJ9tCWixby2rpX/s5B8ocJJmC/Wrw6RQ2vMV50m5nMLGYrNHzZE9V1IeHy4eCSjHqaGnLpJK2PDMlWshmoCXFInr47cx2RMEXl/BcrusiYv2ChVT9dzYqCbBvr31b0Df2F7rPklmNSpDOdKHShj5O/agKN6rzDmoCKCqgv7kKRU2hOYYuXYRuisj5ynoX3XZXFGfjGuSF3+M50WumhSc3e66DdlP2zYTbVsqAORQv5sV9awp99TZr5jaqWrelchrHPiwK9NhY4GKPgRUBOh6nC1pSg3iupKF+z2hX64LimHUz8V6VzJOawQoMHmqmRoeMX4dFg+A20UQTTTTRRBNNNPFExZFGcIEq2TasXKLCoJt6FgcRaoPsVnrdhgg/TGkaeGpGlrXPpM+Uy5NrleQM0ClY7kF2jM/WdzeIUP4gISRiQ+uVnFQnayLce4s9UXSBQgCIU19sUYFaETe7VPiwl+4J5NYI6zMUx8htWBagQEqL2O5uC7mw3pI6ZdPXUmCz9Wp72sYYhHagADsdmrXfzSsbyd6CtnMluSIkgs7mVAhySZGkTxHvh1RQstfVx7SvC1e0bzU36zDTMt3VNeF/R9jFN65CHdsK1kmqt9Diw0wmzG+yRxszgFxvZJmC1WYLZsZ7iN61jcoeKuhtIaGmYMMFp6KowDZk4Kvi31aRgihMghyY3X82Cso+s6W1nKjsqoI+89NDuGfoT+aTgiiAhSJhRP/lVYEjlx2zkNvDrkvbztg0H9vzD7leDrnObdTcIK5Aq9hYULs29OccpTJIvV1cxp4cXs8TslCdGY2JZ/YI4TsT07L8eSQzapCHuh3dro0fk5CQRRT0YczurNH2+6NKqguOssvFUiBBs/5spU0u9vVgRuPzQXJQuxYwLk+9qWjD2mKthowCqYa50PqIxs3FtMq+7fm0vXaPxs2OR79dxNU6kIS8NicTiFmbjiHpJcJOttxXFIksJs6/KTRiTtjRHq270dZyaet63SUt0zkT5384FQVzGx36zT2PisKKGGZDYYIBaTZcIwfDqj+vpFdE5hTfAZ3H84PLRsVpLK69VrdKj5rnt+6KtKdR2a5fNzvS/wTyb+49nb0N/epihqQnCsyBMuJ6QlE1LyaDDBYQa46gGuOCie7rebayIDzZ5+kgJe4ToM4wT6GGK2H8YbKeuL/zfPU4FkuJ1MPGlMMKf81YoduCZxNMX6jRVv9r8wz0NR9LcN1i+3Yh7GeNBsFtookmmmiiiSaaaOKJiiON4EKaC7wjF6ID0WkIP0d9LUe1phHIdmXPeCIlCZvnRiSN8kxCyO25Flk8tuNqXSDB+8G+mFlx9AMo6bJLqMKDlGbDFxbEPQ2XVfdPZ1PBRYMZxGWPhMZf771u1n3QeyCEoe+kd4Qsi5BjCtwyT7DNLWKi4Q/scz1eFzI/w2WFNB/0DgQiPmqPBOcG9ppc8uyZgPqxnbaFzM8Vj2b1RXzbI97V/Z7m8GKyzia1hl+WSaTR8EMP42/mqwX2bT4p+6JuRIAsgbUdgURaKKfNvRTr2jzSx0Ea80MsdS25MQMiAsF37NtG8Fz7ttFoe3vCvMKBHPDf0j/lTH0Vr1o2Qh53jUPrOKaqUdZvD/uOg8f6+JbLXH34cZFFINT1MCtle982ms63+zhGJCv7yCEhZ4u+O6XU7O1aXGG+rsmGATjS92XYqcauTl9zO/22MIG5NKcMzbPzZ6vtdWl719euCzmqDzsf1pA3gzDp40QdwTzU3Mx2JRsFpBVcx0mLxrStXiUTBmnEDxXt6+aEMmHbSxpHl8uKA5n3ad/hgo5zlmkUtZ8IQ5oyNPja1j7l4GQCEd4aV21Y92hsvRLS2PecR8+anbhCME97pwVP+eriqhxXdNuKyDqZQBgNH3NG7ZzvVdbH+Q79btGhBrfadDJb+qRys4mTOWUQnwupfa9MXhFSY0WM4pFAQCH7NA3pWfZMROM+5ylrDwvlrdF1sBvSOeFo4ntLMnj4OCNpzJ029U16vEKYu35X8LKxz+1wW3CHuYRanMVCrgrXspAJ088YmJd0dVVpPKbfxsUAoGPH2xFZiGFAz8lFr0Lj8W886yGhBlSZ2+nCgtoVuOfBZeZZ1CALRBYZ97zPsjZAiotLvBjHFlUTV+/TyuhwE6tVtuSG56yvXX4PKX3LmFqp2BNyr66aGWyP20g/NS+4TTTRRBM/iVgsPPUBvRc10UQTTRzpcSzXlJYnPY70C67hGQG9QNU3AQpl+GsSuUXFL2bZZ7KKH/ZqThWyp1s0Sz0+0JaGrY7gVvFKwJk/k7axerZYxCDTIs6arnV7STyzrdlWDYGB5eJ7Gc1e7weEZB7vURu2wgoF+Ir6Srnc9mm2ehASUrCv9lciRahK9BPAANW+lxFNrcbtsagqxowwHVWzsd6IeLTepidm0jC4GEWV/fBbbRIqP5dJBHw9JxTjwrxSUTjWIoWF1qAlDCXAgTqs2t8g1gwhNCiUjU7lDvTLQned/FybT+m71QX4urbA/2FC+k4liFXcIxdqbN3Rzu/szaB94KRhZs3UE+xjMoLjNvLIuH6m7S4bSGt7h6kG2O00f+M8uUw2gMavQIIFZ9ZCNYEWCHtkfQwFvXRzU6md3YLXv6Jth11j1KjaurX2gZPrskm2LgVX1qBm42vzwXk2wl7Hsv4UnwHJ1TJp/ibLVGkjnG5CX57IKRN2ukPj6FpU8VVR3X+/RePbtRbxTHc7hILFE4bU6FsfqFV8QN/t9Qmt/SCvjAlgAxr26AbYam/V1B62Uxov7yva9+34thD1z+d5vb5Dc+GRqYLF7kvZS1Uzc1m9ftI7KcyFYA1cRC+k8fOcOifqMrgiBJ4tVzNCbnezXcGRTXaZrW9/LBQHoLDQXXbr1vGBvD6TOBGWx0BtOZ/2T2V/qly+OqJnYzSLanzi21vUjyOf+mi4R0jmxdnFmukPzj9qY87uUz3GZloZUlyM6HfXc0L5D7wD8Uzg2YJZSud9mhKC+63sW+VykVcQ5TivlAr4MxDoabbIaplZDcabwPWfxtXNj3oZcLjXlnQO/VHV5720J2pJkOnFPQhrYI7CuwJqIOb5Xf5ASVUNk6SVahH82jTj2LYexxxZMBtFNXUrLDOH7LTJWGPI0+9B/oK1E7bM+t6G4pQ39WqoeLDU94weANEnrizl40TDwW2iiSaaeET0+0p95Uu0bKKJJpo4itF/ysax5gW3iSaaaKKJJppoooknKo40RcEUvFipUKSGuJxIuBUK8wIQ/1+evmzWPZdS2uiZAZHjt9c0BSCmFMlmsllPQ+t0LtJo60klqfVwTLSDsz1Kw3yYEonvrZxS95+2yGOb0wzeX5Bc1lZA7Xs2ogKN47NKWPzEAaUAv+iT6Pa9nAq7Pmh/UJu2GNkgnQVIl5qqkFYrobBjHFAq50GHUi5nOkTf6O5V9k0DRbSLaEyplkFEf49ynZ5KqoK091M6lu8F36NjyumYtua0PBtQvxTxsk/n4cMu9dH++n4t3QMBfsgG2YVfWbBaN6tGP+ApmRWFOa5CtNq6VvEe/84uOjJpeZ325CmdmuyYyfzUpVlM+tpVFGQVfRlpMZ2q5KLa9jomNW12w4ovdINqZhuu4ijsAhmyQ9gStQIsV/bJKsAz7bUoFqJ9Nl0Am3IVetn0EG7MwZoltuSilKw4zpq8m10IyvdpUWBcbXcZRtiUFFPE5ypwc/QbX1dQVCJZHOYP9Hg6qB4dSDkOpjQWHE9prNpsb4pC3yJmA0opT3IqAhstLZMF1i1I/aMYZTlaCoOGu2ElKTaa03ZaoaY4dQMhx8SPby/ZE9cn1uHXymBCx7LRp/T9sS5RqGZzav973nvVup2BoGgc5DSW9xOCyeJWlYJda1Ea+3h+XNDVYBhU9ltE/XZ5flnINkZLOhn3J5WZzoctGi8XIaXk59lcyitpWa6y7cOZSO8fy+iY0il1RHtW5eU3l9SG48lxIYXWjyvoby1cExQ+SMA9c0DPz8684gqiqPlBQM+WSTYR1y1S+ZzSdiKj59w0ngoaXLm99VgYJcCY4uUWPUd2AlZkBjqA/r3v+4LiGMbVtQypO1ARkoSujSiIajKg2xm9H1xPiEpxZkbPyyvLqnh6f6Il6RRdq5MlHXccx7IAq7h2Z8wlyqYYakoH584GuR40Eotipd9FcnbPG7MGldFd7+n/HBSFGm0MQzwbd+xxFUYUpsCNjXWtvCVpDEtp0uHN2HijjwXHaegWh9A3DosGwW2iiSaaaKKJJppo4omKI43gGikJXxaH5AuGVujZP2wjzyQ0y3p58bIQIy+is6QZ58dzkie5rq4L68nPZZ8z66JQ6k5AEl3tDs1+/Wk1Z+js0vZOx6eFve/7ESGbWS+ryYlA7gSI6NvLt8vlqZhMJ4o4N6cZ7uWYZvgvBC+Uy099QoTjASvUwMRYT4CiaSSKzng/zmMtuh3S7PdGeqNcXuxWxQIbCSEaGxkt871cSAVBPqyIhzHNqn+Y/7Bcvth6UcjK9PMKDTjvnxeFKdtbNDuO9+K6jIq+anG+jU2pq7DKmqHaKCU/ftuO1IkmWnJMrjBmDXbBmAs99lYgb5gJ62v7sOIlftw1iSrL3tcUZrJ1UTBgW18bWTZ+DLoNxgzCgXbX5KyqHTrbLPrBRoYd27PXPax4zy70E+fdLlZwbQ/KdFmuJtNiuXqfttxazc7ZcUHV0FSr4MsZOIUMaV5pRe1AaEzSAagOJN90IY2QIoq0/Wifvou2tA1vp8rq9CY0yPQSWg4GAyG1lHaqsWa/S4jWQXYgJZpQq8gKY4JOIAXwJ7Iodr6oJLDGs7GQLzMZB2Z6A2F5Uyys94nCn+NdliWba8nIBclkXeqQ5FnfpzHrdk6FVRwRBlL1fPI89UNM/TBVNKYLtLtH3w27w5o5EVDCr3pfFda9y2RZk8CC9e/98L549qWLVBQK8/MA5A+yjVieS+i5UrY5pzbHnjYP0hdNFFZFZp1uR0iABXPabiujY7w2oALCIt5pv1ND3ctt6IrwEz71N88CwkwjHNM5jf3qWQDZtsk6XRRrOa17LCFU+vn8+ZohBaTj5m26bg6iA4GmiiIy6/aLQ1qnk1eoNNBy2NNPFhNRKFXEK4tXxHlfzOk5/07yTk16dD2tsr8rgxuswAxBmy9B5s2VVcsx/meKxjFeYGYfrzUGH2YJj+cTspIo0gu7VUNNoae+1cO5/k7fvlwiLk6kHJiRPmMNrGW/ntQX3CaaaKKJn0SMx0r99n9v+rqJJpp4AsaxVD0VcaRfcIFSgKsFKQ7OwW2NaOa01aJZ5vPZ80IerBdU3B/IbH2YaCHwmITA11s0s3quRbP5Ik76JwUSdTW4KmaH5T4PaJ/nHmpub5u4SW9vECq7u04yI+V2BrSd+T79fjbSXC+fuF5XVMXr6aZdwfd9NSEJl2sZzZjfjd8160I+BTZ54ElxQwogD5g9LSeEFEw8mpGOs3HNejAYammgfWpLNqNZ1alehTSfbJ0UnLH3c0Kuj7Vplt2dVyjQMzn1zfNdOj8fZB8I60Vu8QdUHgijQXIZ6mXQs2yFxSyfsXqPQAp5WNxO1zqrZJjMBJgjb7YeoSXrJJC5xyAU1VBibA8GFQ5k0Ejb2ZJSgl4quZz8+hHH6EITXZa1dp+4kFusavexdWyHujjanFY2+Xee30eh+2azjp3ayLXFwZa7kNeGyUJZvHIX99Zl2mF42PZ5t80c2P1isgNwz9UoopFKYuOSP/SFxSy3DB1OCSE7vkYI6PnN8wL1mufVmAh7XGSqwP/HGATL1SKWs6W4PoEmA+WFRSxHSdtBW3ApueRbEAfinA5yyRk+160QzMvrlB07tTgl+JWQRdxPKs7s9oyyTduelCF7zqfnxSDVcpHFvlrHBToNOStwPIu4mF8Ux43t3g2o7z4JPzHrmj7Q6HY+omObzWbCiKiIuYbMDBdVn/iNSEuVDSqpsvsZHcMPFj8Q7T2ZVlJiz+ZUH9Lb01JY01DIV763WfGU/0v0X+izBX2WenQO13za54W8koy8EtGz7lJ4ScjOhSNm2z7XfFz9Uc+nNrw8e1n0Ibf8BYIL+bEfDX5E/ZlX/WnsmjXwjeNGdgtmEeUqIa10sHEganU6cYXybqQbwg75S9mXxHkfBNW1wbO0CNvUhV8nyH7gmY7+XwRaIs1nGzpkPFglvVV7fjkycMjkGWRfHzrGCz6GIFOIl2tkkESWxXpuow2cg9vIhDXRRBNN/AHGcJirX/qTeblsookmmjiKMXzKxrGjjeDq2UgraIlZBOcJHUsJLbyyR7PC8ymhC+shoZ+jTmVM8GGbkNvrHZrh7W7uiipWXl0MHuk8mAtEAqgn53p5Y/rdi/vEQf3BlGbFe5mu5mUzWjM70TPITzPi1X63/d0aMgpL3UsZzXTfUG+Uy7vzuzUBdC1+YIS2w5BVjmrOkB/TjGoeaY6STzPSSVgdExCWeC0WiEY0kgLWXLD70w4dww/yH4jq3RcD6o/yM0WfnZudE5wqbscJRCj1ZX4F5wXqCgL1srmIQKvYrNHMTHn1vDVTNAioxbN0mhjYaJ+FwAnkjSkqiO27KuYtxNJZDW8jzFZVq7DUBVKN/oP9rI0GOo7XILlajUPws9DnzGa5Ftb5wL5NJTDrWKAnj4O4rkJ7XZa1q9Qu+LEYm0ovV4WzqVf83mPtZJxmc21Zqhm2ogHfpxFRt5QWhOqBrYSgf+viU9cUNmx1jmIfoYUWgzfflooJnHsbrmmh+hbd5+ujii94rE/37qnhKYEE9z0abHbSijO65VNWK4szYWF6079ZQ2qMyHtPcg3B6YN1bxFBqtHdVirUczi/D4olawmNLcPFUJgM8OwTUGyME+nDVGTPWq2q4h3jJPaVhrTuokVI2lpaIaMwJtgN6NkySkciI8i5pzBrACIIe+B5UiHit/bIeGI21VbC00SgZbOWHv8ZAox9DxUd/zAaivNVxH6Pxt1vDr5ZLu/kVGvyakbZQm7Cc+beGWG5eiuiNv1W67fMut9rkZLOvZQUfxaZtgv2qB8/9qjupYgfePSceKlPZhpfCL5QLi/6FSrbGtPv+tO+4AqvZdR3ZxZVbQ0sYoHyPh8/L8w1fr3967WMpxl/oFCgn428LsHv+4KLC+MLbnYEhYbjGSH3z3u0731/v3Zf4j2GB+55ZKX5GAJlHGQmFv5Cmk6p+sOpGJrLcawYF8r/11907WeFUwVGI7ewSjb3ps64ep2qnUDBcU3CWAXb4Eon5hlkqRQZxQhr/UdFo6LQRBNNNNFEE0000cQTFUcawTXIi67WBTIBO0SutXpxQbO/9YyQh4kmLd3uVtWwdzZolroX0kwsCRIxQ4PmHq9Y3FKESMw6NFPe6TO0YmdLIAbgmT43Im7Wbb/a9+gkzfqCrUCgkbMDzcVNKz7TmS7NTvspzV5PjImj9Lr3ern8KPjIrDv2tP1uMJL2hLBcLTtOH1OkNf96hNJM+zSbnQbTmp4h9DDR161FSyodFMhyTsjyjRapMdyZUP/enN0Ulpbl75OW0J+ExmK7VVWZxlEsK60tXiWfYUIlwq4ENcgtm9oZpM1SZXBVodqImIsPaapbgTwC/QWCy1HGVdxTV7U+QFSNvLlsbmvc4NzixTrQTtMnmCRnDitbU+wu0V0XOmm3wVg+cr1e7DN/hBYxC/t4XUiz3d7aFJ6f92wFcu2wfC72XfyraFZ5rmweMD8WC7k1XztQ2ZpGsuuc4hrDOhbaLT5DVbOtmuGAMkwldCRRl3ytamc4pEdEZ9gRvNVuXvHnwct8NiZO5rklZWE6oa6QT6oKeeipYhy65lHdwO8Pfr9cvpWRRngRC28hEZupRA4xBhURbUZCAQIZNpHcABKs6wVQwQ+0d6ddjd2JL+138dxYLpdCTaGIFz3KRG1lW1K5AEON7t8ixi0aj7c7xFPtxt0aT9euJdka0XY/SKgu4ROv4ozu5DtCRxjjuuEyV2CvetgmVZtPc8qo9UONsC93hA1xEbspobz3IkJckwEd08Cr2gn1hNu920LT+ActQmC/1yPUtjzeYFugzxifl/lSILoc3cQzehxSn31hSEhuEWeCM0IBAdcu7Jhh/V7E2T16Bwg86s/TC1LqeX5EaOr38++bde9kd4T9rbEvhx6tzrTyz2a5fka36Bm9sSDebRFfib4irp9OStfcxYDeRx5mdE4ER9UR2Bf4xEJDHWO7nb3J69k6M475dG2bMdCR2TsszNiuM5B4B0taifibx2w5E1kbZHHE7qxdI0vDx7rHsaFHNAhuE0000UQTTTTRRBNPVDQvuE000UQTj4jJRKnf+wYtm2iiiSaOYkyesnHsSFMUjPSVpiYEQSBkT4o4o84IKZh5SimSe4pSL9djKijj6Q2QtZEKh4XtXloVhWE70Vynxjpa0iWibRTR7XYFOR4mE58LyTDifY9ks4oYeZTeCTdCQRcAeXtPVfv+UfQjUVy2FlM6/1xOqcGf7vy0WXf/mJY+C6iALhnRdtN5lWqJOzrNc0KnGU7SOsvBUtgqFvFwj1IqI38k0kebIRVqDOeVVe8LORlQ3PIp9fVpSqmxj6dUUPCsTynNIo4FlFIahJQCu+JdEQVqRUy7lKP05jpFgWwN6mtYgRvSPXb62SUTZtLEVkHaoZJV2epUuCHlV1VHtX3Wtmerhem28GOqmVY4TBZqBgqr7Gj5Z+iT9JA22YVtVhGASIc9QqrMuW/zsYOaYKXoTbfqNLfoe+uc1drLiwttQ49DMl9p6qm9PVYUZlFfDqWxWMV8ziI70CMOuVZqlsr8VOrjMpQRvY5t/Sx+j1pcsA10LVQwqFKlwTr9O4oiYan6XK+STERhKKhXl5JLIvUPSSRuTYqiHdzv9/37wlyniKWuDkJ7l5muFlrW24liOFA0QCvjhTutorqGyTuhIBjbh+U5dUlXSFVdaJOMlT/XBTzz+n0Jk4EH2QNhEDSNKorX3vqesCyG/S7scsvjGtNxXZzTc2O2mAlpMtAk+HNoGejPoFCV1YtYt2N6Nv3Y/7FMbetdX5tVxgyTHeqbiy1qw0s9Kvh6oUVjetkun9r1/R6l+N8JyLzgVovG+/GwovRBghJyWbCMR0EiTCz42L2dU3tnIe3nrlcVT18OLguaxbQzFRSVZ+ZEByzi1ehVcZ2iiPqBovM0n1Q8DhTN4jrCdQV5TGNMwmx8kUbHcX+7/22zTtam9Z/L6d5Ym2jqndcWBexF3I4ryqLpC11cZc5juppiZZ4VLjnKPBfjWLEd7xGSmLbcoaBYYQwJ5HGimD0bsPtDX5PBVBu36Mo9tIlLr4FSZUyH9DXKC0o/SzQIbhNNNNHEI6LdztUrL+WqXVHCm2iiiSaO6DiWq6chjjaC2woFoRmzCiE1o633MBuEBeEHMRH2r+9er0lqwdIw28gEWnk7q2ZY9+Za7iTVhRBxIiwSuUD3ueicIOW/1KHZ8Os9Kgor4m52V9j95QO6AMNc2xQuq1nOrZhmil/f+nq53OgTYn35QFv3DqtZ9vV1Or47HpHnd8dUPBBPmWC1LqZr+/T09tq6H/sawV5WM/E9b0+gAUDCN9SGKNzgFpCvp68LQW0USXzkVcVwkBvbyqmP+gnNzAdRVdTwcPBQIBwoBMA5FnZ+9mzWKgASElhA5YDyAf3iaN/jWsG6ZJ2s30Deha9TKwpzCG9Xmt+WzBNrp12s5UIabZMJU2xmS5QxxNVY82bWunob/Fgh2WRQcxSZuYqsgARYFsjcLGKVTJYtb8b7xiAe1nk/rNDLaYWs29XuKvXss0p9erdA0Lxa//J9md8/QlxdhFVsdygq7zgWU+yxwlyEFzoZRFzLg0EWDBI/HBltdbQc07IvJK9OdqoC0Z9Kf0qI7EPeatqjsTZqV7KNKC5CsVk8p3Foc7EpELki5j1C1vyeL6S7ooWWX1xj1yfshbEreFgsWeGpzsjN/bkYy4AeJstKfihuU7t6nZ5AmpfhUoxt/Hof52OBSMFkYdld1iSTAEjhHn7oVcVG747JqOdgdiAyhz/OCHm9nxPaLZ51VtEnpB8hrcifY59knwhLdtjIApEs4pmEENCfW/xcuXx+SgVZ/mbVn2+fIMOiN/tvlstbyS1RjI0iwbJdSSbuWSC3GBODFssaaNkrIO178V5te3f8O+IdAJJdWZf205tXyOhHU3rOnI3PinsDRd6felWWMJ7FEmFeeuJNSRRP4e1Jd8l8QNfVzZCKqMvt6BMN+TGYHKGo2thQs+uSB5DMKI1WGvXgM0h2GTSfBdrdjvJyHLt5S6l5IWundy/GRUsS04Xg4t9ZIE1YgOhy62mMN1g3TVKJ6sNoyJZd5Pt2PQ8fIxoEt4kmmmiiiSaaaKKJJyqONIJrI2KYLU3yijN6VV0Vs2vwo4CY7i8rIwFwOiE5ghk9OLmco/VRRLPCl4KXhGxMG2rp5ea09W1nKaRcNiNCKzZaFVe4vaDf7R/sC86POVaWUpiHNNP7OCIu63vee8JO8sykErl+vU/o6f0ezfp/PCQUYDxhkmezRPDAWnFLSLiMk2pdGFo89Alx+HBE3N71lGRQLueEIpfHl9HxXZkRn/b1/HUxw4d0mbD19OjYul5XSOYIfrIWM4fcjy1vRR22Ygbo4jha/FKDJjJekuE22rNbVZcoq8lZWYgo59XWeJpAFfG5w2zCliZzmjdYKLRt+Xjodw5eseG7rkAhBdproeemTS5E3F+xziEIZo3byy2aKyjL3V5BQZa8VWeA7+t5qrwcir73V0jVWEhHzfCDo9JAsJA1ABpt84359sDLdkiz1drjW33Dz6VGbo0ou7bShIxW2A5raBrMBo63qZbh5LJCcE9l2iBBdyPsd8G12/UrS3KYvCDTBYvdWULZs16/Qt4gyQQBfUh3of3gUvLjxG9c94YtdTdZToR8EReTB+KNsRB2w7B2h2kAf96AawupqYO1AyGxVcTWnDJUx0bHBCodjyuk9f6UxurRfCT2DYtZjvYCFbM510byEPctQ2hh9LC/oGdNN6Sx9lS7MrqAaRCQ3JPJSWEHz+3Ub4xvCFkv8whk15yf0B9JLiXUwFMWaoiWXWvSpt9M44rLjOd5OAlF1rHdaUvL3eK5fUDP7c5+RxoObFGfz6LKDCPv5kLuCvdjlEW1jAD+jecnjgFWyEXcUXQtLPboHeJ4fFwYnhwLj9UyqTxsAxf0I79eca6BfhoL+zBzWo7TsLQ6A8l2LlF2Ruqt8XOt+gMg4NzWGzbS+UEuamlgECLk2HSm5zA5xseJBsFtookmmmiiiSaaaOKJiiON4NqzByBHEF7mVrc3k5uC9zHXCth8lhN2Q8lJhCmCXmesKiTz4/xjMTs5q86KKmNhUbcWCO4JhLVVpStubB7jUSxnRBCcXq+mMMu1pagCfSem6tUzESG3r6Sv1ESuX/CJl3uzS/0wGVYoN2ZU+a6eva4lQsw9X1ZTplFOqMJBSDPkW5NbgqM39CoVhc1cW2DGhAx8Pvy84ChhFl52RUyd0Wv1hCVoEDJulp5BtgaEqmQPMzHz5Vweg4xZyKPT7tXiK9rV+i700aBpVrUn/642e9bbFRxch1EEb4tANiw+rUuQG33E28O3B75g2fbKTUK0AZ/zdhrUEKgvtm/zTmll+Z0jakoL5if1Hxn+r22G4DiXph9xmOkKBQJ+3BZKImyH9T7mcaau3lRqWQAx+Qrkw+rHVZxh0V6Lc+u69uwuMRXe3PLZsvw1XOZQIsSCR6jp8uDgtodtIYjPVQ/MvRdpQxbj/V3ZkAJNRBYGJgEYB8rQQCXu1UWHkK1Rj8aVdlRlwJDFwr6RJZn4EzGWu6zOkc3jvEFj/pBJpC3saO7ivELewOFcRkuBHndanRrqdDyk499JdsR+bg1pbIyHVTsHO9ooY0xja3tAx7uXVCo5s2Am1Ht2Mtruzfym4A5zZQmcZ3CQDVeeIbimIt3qK1gfX+iQUkQRz/vEub2QXxAqBe/2iR9cxDtjeu7sP9gXz8nshMXLLM5zeeNU4w/4omgLt46HFTvMjowiDh9jD3SWdaLrR+ZteW9Mq+NGXYupb9F1A1ESCWvl8rtWLp7dMBPBb2A2Uu4bBNaF7PO4W51v9P/2bFucZ1wzky7T6zrEgdYgmoxem+/LzBv6x5g4RWwDunsL3i0fx4zlOh/rrQwc7juh6GNlz8y4pfsCdTL8XvcP9LmZ6LFpkYvzzPdZG+v5WPcZ+LhH+wW3iSaaaOInEPO5Um+989lcdJpoookm/iiOY6peh/ZExpF+wQViYHMHwR3lvFfMgEzlOVCMCohQSU9PoRKL76JBSa5neHesNfk0CAnU4kxa8V+hCQvE8mBAqOfuDnGgru4TP7iIWTyTKJpGBqFXa7Rfi5hIJPej/kfCNpjrAJ+LScHhwphm4pe6pOt40Ks4Snv5nphJ+Xclt4hrKc7WtSaj2hc2xLcUoRU/8kijl7qNjv9iRlqK5/3zAsn94fyHZl3wzdq9tpjRAyEvohW2BOqjdMG1t6ijFUY2z0LGbKtZvs5hGqQm9CVhbHht21gWNopqZsscnnOgho/S661xhDnKC8UCiyOF4HqCQDvA4bKr/wU31UZCbZSSUcZrVrIONNqoHdjn4xA+tUG7LfUEgYhb7TMcRbyYCkqm9Z2RLa5fAKHnqcFAqdEkV1nmue0srf6z2y8+Qr9hn3YbOGIRHK52wfcJtAvnGSiaGSuZPi04uEAR+z2tXJJVgyK4t8M23cvdgJDH9Tlx7vl42w5pO+PuWNQezNIqoxZkWgmhQ/f1qDMSFf5RUN3v0AqNe7FAWoNEXySs6NxkbzJpY4prnGfQwlkoryNd3xB51b6hhHA7oUr7K8EV8ZvTIdm98mzTdJeeDzsLQlyHE+qz6aB6bgDN7vhaRUJD2px/CRvfxYLGuVsBja3X4ms1tNdkN2BXr9FYc+tplIxn4tAPCIzhV1I6xvL4cjq+tEXrXh8S//f9bqXdvjPaEUjiIqL2+kNfqNvQlxKVN5a3eGZ71TM7zEKhEAHtXINYFsd7zxPXwHwxF7q1vHYDz5BpAq9nJdon7mXouq5nQmMfKCa/5zB+2GMtVD742Ip7uB/QPfZMh7jNZ3Ot7MAtng8hkQpEXo9/PCsnOLh5vbYg9GkcO9gtxrGq/111IXaG7NDsJ9oJLfUZa+c8FxxcaEjXeNmu55d1rGKfjxENB7eJJppo4hFRPBR+4WeUGlQqVk000UQTR3McG6inIpoX3CaaaKKJJppoookmnm6KQmET+G//7b9V3//+99Vf/st/WX3hC18Q33/ta19Tv/7rvy4+Kyxr//7f//vis9FopH7t135N3bhxQz3//PPqL/7Fv6g6ncok4HGi3WoLAW8Db7OiKJuADTJ+0NfEdYejB9JQIJF3Ey1cnlWpJoiD357cFjD8bFil49YWlPp50Hog2nsvo+KLD2OS2CpinI1FmsJQKZAK1tvn6TMUgxy0iG7wYZu2d3FJlIAiTqQnyuWZOVEnLub03a2I0l5FLNYWIuViUnnjsGZPuLapbYEToj48k1Gqpb/o16yKb7RIPmYr2BLL59XzQmpMnB+9RKq1nVVFJ60JURS6cVcUNaAQz0VWt2kCRobLezRpXRgIIEVlUQdcv11VBGXk7HQRhdM4wfqtkIuyjQgcBV6g4tR+79WL5QzNAuvav+EZLlsOBgVvKMRkK2M79vZdfWQK8CzDB0HNsFPz6AeLuiB+Z+rn5LHx1BfOx6HpMNbe4lP6L3fSBFbRLkwhBiv0qhW9WUUbvA0oyDEFjY4CPZuugn0ZIXYtR8VlEMMBbbfXo4KqKxGlqJ/br2x4IUgPa9leROuuBdrXtxizvERQH1DIej8guavnU7rfaadKGCfg3t2Kt2p0k+kGjbfxIBZ0A0g4wVaVUx8wfprCNG0JzIvIjIi/7gc8P3hBKyxwd6aUhv9kRuYIVxT10Xp7vbbvgUfH1JtSH53ao+Lae2uVvCTOB6xNMb4/jKqx8KM2Uc5u9WiMfjil7+571J+xH9dpNjDt0JJv0aa2kF8wa9nbiaB0QQLtfErUsWfjyjo9jOhE7bTp+H/YIjrZh3n1zAKFYrqcOq9/Tg/B2Gyb6Rj6TVzdGzB08Gf695pN542rddJZKlPiuqgs2NbP9bV8pZSaGd60+YQoXkMR7SQXcn5Zq57uh9SdkdXTrtB8PEl7tM6WR9f3JZ8ogj+b/2y5PLFPz2dbutMOXJswtOBFofkwF3RMyJcF7Hquxu+UWlf87bnHxRo9jkklms1Z8oOGAqU/5qYhwSIQNJUszsQSlJTyd1alnS2fKdr3B43g/qf/9J/Us88+q/7jf/yP6h//43+s3nmHqih5fOMb31D/5t/8G3X69Gnz36lTlb5eEdvb2+WL8b/4F/+i/LvY1s/+7M+qyYRVFDbRRBNNNNFEE0000cQfNoJbvNwWyO3JkyfVv/pX/2rlemfOnFF//a//9ZXf/4N/8A/K2cDv/M7vlOjuX/trf0298MIL6p/8k3+i/sbf+BuP36CuRNcwo+KIjpmdQT4FM10tuxUE1SwH1oBGmkvPdFEAxsncKMACqnKnfadmitCetsXME/a4uzMqMhtlldHBIpco6ioUiEvU5DM9c1vQzO1eSEjB2z5ZKBZxNiAS+9mUls8mNEu/7lUWxZOIJhbjcCwQXBDkucDzyZQEv39e/Xy5vJySscMkoG18qKoZ/nspGVBshFT09vLyZdGm18LXzLqjhPpid7krEJ3zHqEL5XcJfbeM6Xh7bUJKJi09MYrrSGat+GsFsvtIW1u7aCu3UEC+PavosYb2sdqLmhmEZSUskFELwTTXhNi1LOyqzYC91UYprsI2s671nVNIv9rwo6VebJTb6ldnGywxcZeJAVA99CeuXVNIx5trIRM16TOxbU+lxXnzclrfKl50HoOs/ZDyY/YB4rTZ55Z/hnbqLBRHO00/6nEORTbIcpjiI5a9Gmgi3gtdkhD847M/Xi4v71VmLYj7x+6L/aAwqYhW2hKGDChw88e0z0VcWawC+YXVLZDccy3KCK2rChndbe8KC1PIIuIaN7Jf7Hwb+Sl9/6NIlxvZGNtiFOZNA4FE82fKnZjG9esLabKwp6pCr414QxTPQIAfMma9ZSUdubFB6waTQIzd2/Mq83UtomKyOxv6mRKNBWppJKNYoY4x79C2xjDF4WMNZBWBpK0H1NeXAkIVT3gVmph1aN13WyQL9qOIiod3VWXagcLqsCf7XNcfG6t7XjRszgsK0NK6UQ6OKRtrpO9BJm1zeSYKt5ReGhSTocem8GykjYJi+NOq+rik5cDQ1ybroi9LM46wwu94See55eki6H51vbdy+izu0DpnZ/TsuzCjou9j48ro4SNVWdeb9sDuXMuXcQTXP6b7qaeR0CQUbc95EWogx7GalTtXh1kFe/JnR0si3CZD1KoXw5mCQmV953jGmXZljzYz+gNHcF999dXy5fZRcf/+ffV3/+7fVb/6q7+qfvu3f7v2/X/4D/9B/fk//+fLl9sitra21K/8yq+UnzfRRBNN/FGL0chTv/FbXrlsookmmjja45h6KuIPRSaseGEtuLrFi26B1v6ZP/NnSsS3mP0XvJ2Cd/vccxXPq4ji74L6sCqK34Hzw2cGBdKB2ZqRP6lom0YixIjXawkNw9PlYv56NmIik6gQl7Mwdn99bfe3RijvYlS1MdvPBHIAOR0jacP2jZmj4S9CtsPmW7LPMKOFZe28Oxf2xEW8ExKNZBBrpEQRUnIlqyRh7gQaKdCaZ9gueFFRWMmeXM4I3bmYEpf3dEpyMgsNC8BYo4hrHiER38q+JeSHzi5pFvtKXBlSXEuuCZFzWC4+s04c3yIOOkTGai00YhTtifPO5YiMMHdmzQzzQzg9Fs9UmDvYci02d4nTnaxZZ22WzGfCaNeqWakTTbS+c/BVa1w3oJN8XVvT9RBe8SMRXb7hdDWf1G6nvT2bJ0eHqdELdIAl58W3L1ALF2/VYUhRO0/cFGGFqQbQUyF+Xv1I/uk6Jt/dfy7pN/u8G+Qyr+/DcMVRa6BlwmBlWkS3//9j781ibcmyq9Bod3+a299sbraVWVmusqvKRVG2sY31/AT8ICQkxAfIfPDBH0gWQhgQAiHLH4CEEAiBhEAg+AI96WEbC/OwwbgaXK2ry6ayz3vztqfdfcSOeIqYc8yYc0WcczNdWVk+964pZcY958SOZsVaK/Yac8wxhvX2sQmNw58sf7Le/viU6ikuTRskLx2nhvcOZPjc+lwLpQKvFNbmO9MdY3Naf36bPj9c0vFemJPV+faQkN3bPUKKq7i3JrT0KD4yJgtiCavuf5yMzXM5Ko+Mza3mlQKdRKYuP8rNu0HzfBchzSm3g9sm83V909QwREv63HxDXNTD3qGRN3ts0EhB4Rx5Sse/fkzHuTGnWo4q7iaE5s6vzI185WafUUW9yELTAsDnuRryVhpJ6/dpTl0lbBsbkdnAtYCyZIN+UwNze0D3+63kW/TzkH7Oh807MNlJTEYNts5iLqLHeN/JaiELyQZHGuVL+GtJK+ui0Wj+G/o7xix41ZD21BbUYsjA7zdBivUYxrkKyx2WOgD1HUHeE9zG+H4AiTo9N633qY32psRpvpvfNWYTuramK2SOUnNdp8yZko4rlbynZPRcsyCnnkGHzN9O5ky/G4Xn63zeIOh8LskMw1KYJ7Z8k5/4TpL5+/348+rrCD7g+It/8S8GX/7yl4Nf/uVfDv75P//nwec///kamf33//7f13+fz2nQbm83Ka4qdnZ2TuXg/sqv/Eq9j/5vddd+4fXhw4ePH0RMJmXwx/9YWW99+PDh4yzG5CGbxz5wBPepp4jPg/jRH/3R4DOf+UzwO7/zO8Ev/MIvBOPxuF4NHRw0HKYqqp+3ttSyy4lf+qVfCn7xF3/R/O6Rn3iEVn68iIB4uOZDCqLBK8V8zZWk+6FBHTQfF/aM4OCCV6LFo2V1ybqYqw192S7vKjQJHFlWXHBXLnpR4nI8ZZ+wzVESni5QX14N5yu6t71B4wH83YA4VI8mhIQ+uyTk/KlJ85y+lxH3Z/+YOW/HS8NVG6yUusXKWYnzimscUkOMgoZvlkb0PA4Seta3IuIIP3JIig7JumlPfG6RLIyqxLBgonWFFqdXDfqFimlwcNejRizciIxXgcWxNH17deuidZq/2+KpOitirTjgPssWcqvnlpMy3jiErrwvHLS443hi2XoSaqxRP/6lKHa4dsRaacLlCBfO+bo4zQ5yq9FVQSxdnm4HYipIgovOBm2OuPs8MI6E59UFuDqIexevNg7DYHtSjUMHzdCobOigPY4Zhjb4wOfFhpT3wbMwZiClnZ8wj+Cz/AGjeCL9BkNM6V7ubhMP9I/0/ki9/WMzquh+4ZjQ1J2w4cEuU5oLVn0e+DzELmUNynsUcZk7TxN9huuAuMIcQptBgHs7OabteMZW36PmHYDxfWFDPMVhn44zSAZtBJfnn17cM0YKN/s3m3uJ6V7iXmznBAwRVckfrSLDGZ2doznmzZSUYb4w/4Ls+8qM6g4Ow0ODOOMZDDfN/eOdAtOBN5aECL92r8m6TQesqHOBka2RvT4xulB1J0ANwTnuLXtt7iIrC+xs6Pleywm5fXJA2bjNsJkzvzUh5Pbl4GW6pmhq+atKxSfajiwHFFBrh1kL2sRVMOlC6KDKEU9svzcV+TgJd1mxtO/IbsSPxsYUo7xeGu60DpkTGbGFKYpYIqtzwJwkW2VGVaMOTiAAvPvekt61uzGNwdtJk7EA31uHvOP52SMbrM0UcD/4ToJ9I6UykoWZnccqdDdU82OH0cOJdRIKoXXfC+iHRtEod94HG8cEo+PZt94P70M54UN3MqskI0Av6PV6NR3hpZcaR5QqXnzxxeBjH6MipK6o0itIsSCMr7wPHz58+PDhw4cPHz+IL7iVMsLP/dzPyc8VclspL/zVv/pX5XdVgdl/+A//Ifg7f+fv1FSD69evB7/6q79a83XfTwgfhmkssgpRUmpAbEVHFqsJRnQ1rye7l1ldVVQrg0+iQRVGrFDpiYrhbF9pFCoNQh2y6ungeLa4nbBIVWgiPierzIXlAEGzsoobPeJ2vZq+Wm8vBYS8TPIG0vmRQ+LC3jskztu7Ca0k02Fq+GhVrBa0UMkj+t26IEhnzdCORv3yAe2TTtgqcTm3qKJ6TuBOvTJ4xWg+boUNotNLCZXY7hG95dwh8QDnwdxUk3bZUrZsaVWIluRJVrgdSMNJurjm884CrAshxIpXnqUD6ZqVMICBjaPvqPUJg26EpEtF4X4IptGMLayGr3A+O7Rk5V5wXR3DQJBWB1lufVb9zeWji+6mVk1hxOMkjqxBApzjdWlCvh9yV4vT7IxX2JRq9AtolyAWsI/V2pz8O1iXurxDw7fjPuIiT9uDhhL29PBpo2ry5B4heBezi0adpIpsm+azVUzjfpTT30bhqIUOLRmuwtwKZOtgrKxlGWHeOSbI7VxOY/hqTtmZWdHQ1MaDseHrjsqRqVbXc8MknlgeLTfHcdJU00DLFLa46+O1qa6HLmz9u4y5xjt0fRcnF037ajWB/ID10iO6zqvFVfOMkcmqYpoREvriihRmvrUmpPRG1nBwwTEOZ/zcB1anV/cjjEsgwzLv3XUscStUuyBU+9KY3gFPBU8ZVP3ebqPF++6A3gGz6cyggmZ+4i4wSAcGrRyuhi1EfB2vjTWxZCx4ctAoqui8QwHlPL9jB8p2+YDbZM0PJLaINpeT2HntIl1Pf5e5yAy6wbpZayKnaWr6azyKW+MSf0PmlF9DzXcLhSiX5+h3N3uUUfid4Hda2Q2NjrtzCu4Ler/GuhhfbfidDHvmQiHezXMDl5fnQny10bxhJ1Mm31e0sgt41rCIhqUxb00bOPOizM2O3f1pqK6pmXGu7wP7gvvKK68E//Jf/kv5uTJq+PrXvx587nOfq7+0VvGv/tW/Cv7G3/gbwac//ela7/bXfu3Xgr/yV/5K8Bf+wl+Qz/3Nv/k3g//23/5b8NnPfjb4mZ/5meA3f/M3gz/6R/9ovZ8PHz58+PDhw4cPH99PvK8vuBVFoDJuqOIf/sN/KL+vUFjEf/yP/zH45je/GXzpS1+qHXKq4rBK41ZHVWBWGUL8+q//evDWW2/VX47/xJ/4E6byzocPHz7+sMR8EQS/9zXa+vDhw8eZnsfmwUMR7+sL7hNPPHGqgYMuLKv+Oy2qFMCf+TN/5v2cvn2MfmrSpoC+NdSP1A1S1SCAI72HAjAN/4s1LUSLWWInX6rjMi1AbOdmhaFE6OtppZ+ddGz9KxSvnCDboVMjLvlbCg3YllKLmx/uUuHD9x4hcvvj0eNGEqiKZ2dUeHavvGdST8sLS+FNI2BXfLQ5MvI8oEfsp03qbrDDRSYDSsMMF0NznShK0PaTi5S+QdyKqSDtIGvSm0jnIEUZzSOTChXLRGVDChkWpEPwvLrkooSugmyIzqy4z8MlvXcUNbSkWTpS2JB0kX1dGTN9nc4p5XgdxYqStnftYrVVr2MH3bLUVceV4icUETiyNV0mBu69GMoDKB4n2Bqb4zlUh1bbdBSzoF1bhXNdvH1Xik8XDPKzq6aUmxVrBiYPDk1Ct5GcC9JFoI3ofUGLwb050md6ZhZDB9APXClBnRpkelXSS0xqVavWfLz8eL392AFRFK4eEWgx3owNLaGKgxGNv9loZugIb06o2KqKfkkp39mG9jlcHJoCUYxpLeV3viQjl3MhUQDWY5ZRipoCWRTPnsvOmeI3yHFtlYq+tNUzFIf9bL9VbIr3BObS6Dgy6W7cRxXP9cle+ImABPmvzqmNzufnW8Wvu0MqGBplNHEOuNpuukV58pvjptDt7fXbprjsndU7LYOgLMkM7S0Zc2cAy6jDBAR0JcytKHAe51wFXRWV9aio7Nltmu9fiF+w1vSaisZ2uTg+7F+RuteSZDDtAM3kkfUjhlKiLdxhZnB3QT9vDplKMVX0ncRSE0C3KXfK1j7yHuaxADkuLaUmqXDYik+YdnCJi+QUsAZaBEwcQGuRfqSEnjY3N4ZGJnOjlufCEAWLY7A0NBn9TljPmu8iCKT6hYJy3BwbVBWhC7DZB4xGNop/iXkwy8t6Hgtzmo06JRxd86GOIjPpg31rpgEDCB2wXN5s7PiTbXnyXN9ZhNjN/OwMD5n68OHDx32i1yuDjzxT1lsfPnz4OIvRe8jmsQ9FReEHFcm5xKy6INiNVZ2WmsEqUwjKZbsFBE1iIWisjMp5uzhIVh9c1IKVliZru6hMyxJUh4MIie0hQLoumQwgWrwCh4GElk3CcaZ9Qgimu7SdRc1S9NohreyXo6VBHu5O7ppCsirmGYuZsx8j5E5mIR1vPm5yH2J9yXUeo+XIIEUGkeRd+3nfFHnAprKK/eG+QWpnycyKTg+b+4Zk3GZN97/Ml3Z1CqMP/VyBkClxdDdc9FB+1qpk0sVsX+uSljpJBsWVmur6vGQIgAJ3FYzh81DJ6jAmaNkZd0lpuQYSuG4YanQgzfIZFwnQkjZxt6RWV+Fcq/gBdo4dlXMteTSMIz328E/sE3XYYvNxhv0g+NhzQXD7ThmsK3BL9M0VKo1CRtduu8OsxS0GRDGQ2I7rDoVCEMfEQcsWloPSFOJA3L4/ofH0eEqZmyo+Nifk9srBFZvdGtBNvTV+S/a9PaZiz710zyCNd0d327a2bBiDDAvGHope6n167xo5r9lkZhBoyANWsQ7X1mCHgeWtNSG3uz2ae6qYL2jeOVgdOMi7Es8H+OgoCA5Cgtcu9riQrLIvHhOt7iM5GeLszAk9nsyV3hrHbrhr7Nazfma2d6OmrX4/+f16+3pBxjbH6+OWXakUwoqjbGmQTN3fk4IzVXxzg5LuZbega3q2bAyVfiSnYuLn13Rvk5Sl2kLa3sopa1ZfV3RsEHsU7+nCxuGaUOwfW/9Yvf3c4nN0nimdpx82iPhbPepT/++azJy+uvxqvT1aH7WyrniX4r0bcPJBI6PxDg9AgMQoxr5XGrta2pnbasbfF7Zj8x7RBW5A82Ge5PYdKVbX2aHMPieg6fxL+x1gElpUWWWY9DtJzoHsGvZThxbDqI39WQqTc30g2gz7YT2P3ble2USfkF10E3kd9uG4R0gVSv91iuW1wVVTw23Nd7pMl04rMuua708Kj+D68OHDhw8fPnz4eKDibCO4jGBg9b/pWQkjvbIFItLb9MzK1KygnJWKayeokTKsAmGGsJm1ZVnAhRGrOgc66BJzF2THQXL0vsLBc8TrRRBfiVGDkzePCOG4PiBryBdGxL+q4vEeoTtPFiQXdCu7ZayGD9eE1lYxXU4Np2pnQsjGwYC5esMGGQb6OrpHy+z1cm2lppgzpLlO6To1YuzxJm4hwsvx0tgkrzfrFlcYiACsJcHFzbGs1SthSJMA3YNovpZZcTiigip2GRw4WQJZvfMqWaM1J8lldVkKu59pobTq863PdJkYOMiyi7iedk+COMcn81YRXRbF0p4uut0V4elotw6MG1eCRj6r5fbKk9EUd5/q/6Ho63SjGvIZzB8uF1ujveDMOvbAuD5t7OLCEECyYDlb79KLDBcOiBMkv55LiFNaxcX5RZNJQbbjlfMk0ffKmLZaiP5GfsM8b9hkV7GVEaKarlIjnVgcFMb4of735b6xEH97SpzUUTQy1upVrAc0rt8KGFFmIOhKQMjz1qDh4L6xIU7rPLYZJqCout3SMDXGB4h01JwbcxMySr17/N7IspbZAuZW9JWsR/vc21BNw9fKr8m+r0Yk13gvumf4tnnSrt0QZJDfP8koMfJjGrEFUnstpGzcoxEZ+zxaNlbnHws+ZjJ8g+XAXIu2onf7LLIT/ax5ls+HhAT//OLn6+1nF5+tt08snmjd0+CQzvXp5NP19vXd103Gr9hr+nJ+my1v9yNjcKI5uEVixzfew2LcFJ38bQfILWpX8jeb60QtjWsUhPdob6d5x8DgAu9+Ge8N7VlMKjDe0b/BR5WaEMfEQc4LVBgmUegbVaBrI9nrzl+hOo56n9QlBHERVF9PYAbRVUMhcxC6m7aj5/kKCK6YW6zaSLf046L7vWjMSBxE2bVR159/L+ERXB8+fPjw4cOHDx8PVJxpBFeqB4ehqaYvZ81XfIh5A30FT0oqJzUvLnRQFK5IBcKHVRj94PBg5Ndqn8IiB66o/2krNddQwBwWyKKzPMHvu7h5yx6hnvt94rHeGd6RfZ6Onzacp60lIzJ71J69slm1YsV5b0yr/qvxVWOjqdEF8F5XvKwDp24/pGvYTXdbKMikmBh7y7RoUBUoKkB0Pr4QGzUF/SxQyRwM7WoRhhT5RnG+gAgyQgSE1VirOhawokAA1Fx3JKyoo25bW9PnnJWqWCB2VJgKvwmfwd9UP2hxgp3PdCKjDpLZOpa6B7lfcG+da9P7ugYN5l4cxFqOi6rtjrX3SWh3J1LhcIa7UN8Wqo3Ho9EC/tM6L4MbtyrkJQqiMOxGxN17Q3NEbWtdqXqHaUN0ik005gAeCkCrMLaNnWvfzoXbfSIwXgkJ9azicnK53s76M8PL/9YVMh14KWpcJsHVH+QDw/nENWgO72w1M3zV3qLXqlJPd+m6DseHRrkGVe/LIbsFVEoNA1JqeGtACO7uetdkmvQ4uhHfsAgeT4EaIUOfqJw1NeqNqUJnn24Nbxlb2+l0ahR2krKZY3F/44Kgu0VAShEvLakdry8pa1b/rViY2pDN2CoA0Un4etGRWIQimjCi2W/60WPhY/X2cxnxX58vnzcqD3o+BrJY9ktjH3uzJJWH66G6znxhlBLAZZZ5tTpXQed6YU3ZwCsz6mPns/Mt/vPuatcYZkwu0jzfG/RadR7hvq0pKY4L8543GT7mjcMMA1X8UEHQ73FRgODL2tyjz2RHzXUiaws0VAxtljzmhgrp3OaxtpVaYyidbeXjACmV2gqgpGwJXd/LUj0rOQA27ewaTBakjoG3UCQKXVUcNY/leVj/3Z0v9bncSNTXRTF24DGUDBLLd1bjY52uzXFxfRgDBpF1punT5u0H/guuDx8+fHwYsViEwVe+/v4KHHz48OHjD+M8FrTZEA9keIqCDx8+fNwnwrAM+v2y3vrw4cPHWYzwIZvHzjSCm28RxN0bcgqdM0ySelJ3iBQBUkFScMApGCPNxb8S2S0WldbIOISvYexQ5EWLfiCSKoWTquX0sy5IO9HwAcfqKICR4/KfIOViTCFYegSpl7sFFYe9Vr4m+zydEEXhYnjRFBIglXecN37ui4hSVzcXlNZ6dv9Z402/ddwUfow2I5NiRaEXBNpBWahim7VgdqNdI7CupWuyOaeSWKkH4vBIAR/fa65zsBkYOaJkm2XHYpYh0k2/cQoXuK1FrkfFiYVD+nFhF0fy6iRTA/15kc9CCkuld6VvOal501diRzYHKXq+FkO7cIrqWhSa8pRUkWuy0AVsxt3n0deBc7kSaGYcubQLnKuzGTsK7zQFRN9/ecL9dxQB7kzC4Gd/Kgj+5xfK4KjpZvYaHLhA0psYl6oNRU6Q5yd5PiiW6bh/Sb9C0F2lqjFngZoAybxz/XOGlqDPEW7RcV689GK9/Xz6+Xp7UBy0CtLcYg9QfbR0IK5zXI4NzQJjUdMYhpcohT4omPrADXGUkGxUFe8OSVLsqEe/uxqyIcWMjn9uQfdWxX5EtKc3U6I17Mf77TkW7wdONy8ymst67OizFzQmE9/Ovm2K6bZGW6YQKCuzVgq836N5sxgXJvV/c68xelhtuAoHLDNQPZppsyko4rEPWggKeCDDpg0pPrahArKLK3pei4Tuba/X3NN0QnPfvEfP6/aaCgjfKclsYm/V7JtG1I8ey4gCMV1PTTFgFZfKS4Y6Uqy6C7SqGEdjK/YPeU2My37UpvRA9hHyjSzfqd9nmC9BVYi2+L18paGg9aY9UxiO91o+zVvUNjGCcmQa5b2sZcJ4/KDYTAoP1e3DdEkoZzyGcR4UuuliNR0uZckUtaLJMGfydxDQA3JQANS8tzUpaB77nTI4Ojr9XYTPiEQcUyI0RQTfn5IwMdRCSARW0cuo/RflwhqthO351qWWuTS6+m/v48u5R3B9+PDhw4cPHz58PFBxphHceGxXbVgNGeH6XvfKbJNYIwW9ioQFHkTTBVWZK0Qvc1aVQFHVmsEVQRYxd0cQ3kid8eq3tbKKThG4d6SbjNkE32Ye5QZBuTFj2Z9qBR+9Y4jiIkPGK2mNtAK5uZ5QQcK7BaEsz+4Rknt50yBFxyVBXauEoIcthikg3QYLX41KXIwvmnvcnTaFaLdSQnPfDd41xhQIvWLF8xGxcQAPE4vAa+kfCFLjOMbwAYUfeC7gx2Nl3bHCFCMG2LJ2Q44mXFtEXfh1UlGU6Stu4ZWzT1ehFxBr915MQQMyCE7BWOdxnc8Ikq1tgh2LYlc2zB7IMTRBe4qEV7td5V5QLOJYQHZFy5hBj+fqHiqX3jis/+ssdMCukPxybLch1G/OicIUIHko0og6TBycoihd9AoEJR2mBnG8WhDqOToatRCVmykhi2+XJNWVr9gU57iRgkJRLiSqkAEZ5aNWIdqVlIqMJkM2ECi5YBSVnhUiGBEi2C/6Bo1G8c500Bg9HISEnt7bo4LW4yXNJ/0VfXY7buyHr42uGbvYmzndW7JSxS5TGt+rxcqMLWQCxZimQpuOCW1a9Wnf4XBoZL3eCd9prrNH1xnu8L2MSoPWZrMG7YUBQcYTlKDzStpR+gI3m5hWcDHUOGx0qJYxzYHrZG2yUO+mNEe+vPWy7Pvu7rtGvutuTtm8w5IK/p4OKJNXxWcWn6F/5LaIbxk2c+5OsWPmaljzropVyxQCRYUocp7nhCKX+6XZ0k0EVqaTx7IYGOgCcH4nS6byCn1muNv0ObQJtuVhaYrR9XExLwlq6coMsmRb/bsZf5fob6xtsjKOQBElZEklw8ZDLD9u+pwxp8B9OlJd+rsNvl/IXMTHlMxjog+EC7L/dc3fMlcCQOdCRZ1NHKQD87dhxu2N21GvZjHx4NtD0br0k/L+Rg/m5/fBrvAIrg8fPnz48OHDh48HKs40gputM4OiYqv5a3EaG+ksWZ0wnwnmEBphSdLECEsDEQXCoY8DW2BBT5VAu/BuwDMC/5dX5OCxaFQmXjDquy7scbWMTHgCwtWFpvE/YRgBSZ9357Sar+KNgkTSL8eEvg5TWo3tDGiF/lbRWHcuegvDL3t18aqxz7wSNXJEV1NCUxDb+baVEGnoz8FWSJ8/H503kimXVsTzquJCeIE+lqUGnbkV3TIC3lWswpWxFh0kA4MUb48b9Od4fmy4xsvN0q661SpfOLLgV+K56KWig6i3bG7VitXl9J4kH0Ynt/t08l5zR5pOIFds1ErdNT/AnxxOqtnH4UR1Sp85x3XR39MQ6wacLk81itA/60yI/GnjnBOX2WH0IBJ9kIfrGGtVe1a/LoIyKKo7dFAOfS8n2Q4bDi6kviB1CKkfSP8ovhsySfEoNja8GrkHmtPfIhjnakRj75mDZ+rteNmgfjBB+F7ve/X2zZx4q6vVqpXdAOp1zH7bQGMwj1SxG1CWZRDTGBsP6FznAxrLOwnNI1VcCmg8Hx0Sr3Za0vh8cUg84MPBYWsMAzU7mBFSequk8f5I+Yjs+/iazGo+Ov2oQVi10UOxU1iki+1Yo1HUshQeH9M9XJ1TOz67Qxmqe4N7BvWsYq9P3NV5Mjf8QyB5myP1jlmF3fa7zOc0NrT8yDbHjBAecDtsGo40LH9/L/i9eru7Q8/ijR2a01/for/X17dF17eKVoZPCplFZDvr+15fNRzs5wckCXaz1/CJ0ReWBc2XR2N6pv3K11pl7qr47uS79faVlExE1jkhztEsMtbs9f2WjHIvMsNBhs2tnt+Eo8rPDnJzqLnR91mMCssVZn6sDnnfxt2yXoavy++oeE7bbMl9raGRN3KSPJ5xnTDV0N8pTOYV1+PMD9quWLjJ7jUiO5Y0u+rP19NbtUsRnJ6JAnrNfbSXNh0E35EGQxrz/X7ffAdbzpat7BJ464Iwo+4kODlL2WV45GXCfPjw4eMDjKqw7Nd+s0pr+2b14cPH2Z7HSlrrPPBxphFcVLRiNQReDvghmpsEjo4gOgNrpWeQX15UQSwa3F7Y+Omq3028aVtr4ngwbTjJjlWJ5QvfCPvGJ/y+i0/ooF96JY4njNXwkskxwoup0I4NoR2PbR4z1crndwmBGU8a9AcV1gerA6PGcGFK6Govak6+O9o1Yung5EF8Hc9Lr+qwok3WianI1vf79DFxxS4tCA16c0II1M1Bgy7ci+9ZFJ15jGg7IOX1OZKxERLHyl5zcLM0a/G16BfBfZHW1qpUoYguqiv7diC7Le5th/Wvew2uOoGuwhUut2M362Ye3kt1q+G9O9cH1EFzcF3k1kU9TSbEtT7uqvyVA9ut3CP4uvr+GwjBHNdweuWflSi6uq4uOjXQFbQ92gSIeNxxT86YRTU4rKvr321xxfIOZS7CQdhCfEYJ8R+fSEl95EenP0o/z54wagVVvNOn8f56j9C9w/jQID+a244xCi5hL+m1KvlRPQ7rX/Dedwc0/icRE99VZurC+oJB//ZHxM38avpV2TfpJYZPuRoRIvhOQdd/bUO8W60e8OyUkNbbMSkEKF+CYG+8Z3i+6+21sW/vHTT3dG5OCg1PJU/V2yv9K+Z5DXsNxxMmA/mSq/KPrJpAV0ZN5hE+ZTRW5gBs1gHLY3Bvgf5qXv6bK5r7jhg2BE9SLIB3lA0tm1TgXQjVIFjK7wf0DKq40yMjoCc3ZKqxNaMM2yhtuNfL1dLURsBMCJzrO1FjJvTOjJ5Zup9aVQ/O4h2da2BP1MAAARfra4VygxMOu+p4HRu0XPOpYaqCNs9n1mBAz11Q1ICdM7KCqGHRc6IYK/FLFu8LZEvp9lLzrpesAY/dZNN8BYO6gw4xgmEENhkmrRqkclKatsT9xEfNO05qjngecxWejPISMs48X2GsDwbNYNqeUAZ0MprYrAgfEJkfXdMCcyWpcXEs7PW5T+Livt/wHFwfPnz4uE+MRmXwk3+krLc+fPjwcRZj9JDNY2cawQ3mdsWLVYReDUfHkbENFPSHF+BAJKpYz2lFn00zq4sLKpFeYPFiJh3Qsmm9XrcqKEVHjqudBQXjlaRGZcEZkpU9LGHB+VQVqS43RqyFefUuur0alZrSdr1ct/hm0EF8rCAEdzuk1dlOSMjrI2HDdbsd3jb2ezcvcyV2nyqxr+w3HNxzU0JBRv2R0eiM8jYKBoWJRZ84vkf9I6PJq1UO+mv63YWMUKBrBSE5x1kjUPqd4jv19nsB8QxvBbc6V6Xa3rMf9Q2fUaMAUqUbO1wsVJpu2jasLnqI6EIIXZQX6EAn90hotW3+q1j9urxa9xgd526hkgZ4sn3WvadOW+Pmj+0o74PO6kOEjj4mV+7KM9DNCQ1jx0q5hWh3oeZA2Dv2SeMwuHi+4p7R/QgqrRBhseWESgp0lTsq5YVjCwSPFRKiIWtGjxuCOqrz+2Pun9zpJmGDjD4aPlpvP7cmy9YfWf1IvT1XnDOKBFW8UhAP8o3oDWN9PegPWjabmI9Q+dzf9I3udf3vKf17e71tjoP5EuiXrsJHxT2OCy3Vq8cNb3++oAl++yIdt9wqDf/1zSWhl/V13eLrWtJxfyz9MfrsquHaXx9dNxzew5yOczSjuWawHrTa80JKc8wgHJh7QdaQGiwwNRVyv4q/7daEtJBbNUayO5nNGDK1E31ac8Tn8dxo+sZT5mIP+q1sh7xjpqV5rwF5hiJOFd9Mv1lvz29TFu+xGb0bokVz7q10y8yp04CQ8SRPWhmbizNC2J87es7ws9/aofqO7w6Jo1vFeoffw3zjUKEI99RcuChN+6X91GQ8oZihMx6iScuW9GjHOG7mbtyLzGd4Tqx1C2SXTmL1Z3E8ZB7qc0bOdwj+jPD+OaOhP28CXQcZXebf1786F5v5AfMjMggFo9v6fSLzmKu/rTPQkd0C+e/1e62MEdRehuXQWFGjTUzGFu99BzU278MP+Hu3R3B9+PDhw4cPHz58PFDhv+D68OHDhw8fPnz4eKDiTFMUIP0FyR3I1KxXTXoC6QfQGJACBDSfHzSppuyQc0H8cRDBXeKzLiwA3A5agCkW4CI1oSg4RUEoUKOdnKIywPcQh9coPiRSeCv32FH5AlJ7sLApE00qP0gofflO8I6RGLq0R0Vcl5aNVNf59LwR/l4M6MC3dijtd7BsUqGPzB8x0l/nE9p2xfWQ0oevT143dIasaGR+jpNjQ1t4dEppxMvR5ZYhBe7hckB/e7lHgue3klvWsldZQkJ0vh/3W3akkDoRa0UQ+mE5qdLybqGYSM/wQxbqS4e0lPv7rvqxlkSXWqaKUDmoCo4lZqcpxElh1LKcvuUUOHYW2YWnSHTBiphPgr8JNUOn/p0iOLQf0mp6XIrUF47L/Vx+r4vXUOQZO+m6Dnvkqsmrv0ImrDGAaK4L4xHjGtcNqgKoLzptKsWuXFyGIhJ9DaBigQaDtPlHQ5LEquIT60/U2+eL540c12xAJgyvbxq5qDf7lNqfhTNjnY1CyuGqKaAC3aC37pm/nYsam9wLBV3P+dV5U/CFNro7uNvcN1N8kM7v5XTcrYKu4ZmMZM2qmOQTY/AAWsesoOu+mzXHHWR0nY/llEq/El4x1IcqXjh+od4eRDRH3dinOezdDRsgDJt3wUfKj9C9pBfN9c6X9DCOi4YOhWIw9EvIUAmlTRW6yfunX5qUf34rb6V0Zf7Q0lA67a1S5kjnw6wIZhN67BT7XMh7j4vhDgszDmB4UcVL5UuGFvNCj9ruykpR0IbnLG1lNTIyX2KyU9Hd8h0jI7VdEHVkGRFl5d1+Q4+4F1KB8HJKf4sOo1bhJegb/ZztkS8XJp2eHzX3Eq9iQ20SiiCofWpOkHkjtda6oCqgoIxuOLDPHXPXkSqGY4kzKWBP7PeFfKSMHpS9rYS8/juoW1IrZ99BoFlsVD/RBj3VXvIf3g/aQIInRKFF9mzBfhXzwdzcM75zzadzY6ai5QdBE5VzwhhDFU3K/Qlrzilufp/hEVwfPnz4uE8slkHwje/Q1ocPHz7O9Dy2CB6KONMILoTPt3pbRvhfo0nl2DFVAPCytkVX9INdQUPuowutAWkchSOwmtSEdZHz4VV6C8lTKywIp7uyS4K4qScliDBE4R3JDy1GDStDSHTg3LqAappMjXXnzeFNs+q+sCCERiMjt3MqNltsaKQcp4Ro7G2RFE+XgL4gGqUtGqvizpokZV4pXzFkdY04hmP695gV0LcSeu7b9wgNuHzc2ATvTnZNIQ6Kbb4zpOKz1yYkb1bF/mrfXF/CDPzhqEGyFpG9HtgqotjEFHPAohcreiD3HeikIOnoYqowg34R3D90kRUExbk/okBFwGi1qJeiR8eQoMtauGXoEJ2A1nYg2HI+dW9iv+kWpHWEa64hyFbjYtIKN+vSVUCmTRrMc4IQuRpblZvz29ern6OgPj2el77H2PmdU3yk5fuA5MV9ayEOySptCQoR/HNb1Ic/Nf5Uvf3p1U/LPk/vP21MFfa3qU+/s0NZmeOwQRxh5PJc/JxBUYGw6CIzoLqw7IWxDWSo9DgUxG5h55XrGWVndDEQxj4QLvQfzOX1YUI60GROY/ioPDLFM/dSQvqqeGlIiON+Tvd9pWQEN28Q3KsrzuqsaJ545vAZgzBvtjftAioujNnLaV67M6V56u5Rgx6v8pVBpiBfiWyeLmRGkRBQXhQ0AwU2mbm+zSxJJoBlvfT4EfkozizBjje+q4pf7zLadrQ2BdhiCYw5oyrA61EB3lfyr9TbGxGh3RdGzbvgyT5JiD0dUt+7kNDftrIt886pYjGiZ3nnmNrvMKTj3w2oHfezRqIMGRDYTudrPk5T1yiSXFLUzY8Oz0DbWGMcYm6E9Fe2yU6UqRLpUTY9iVaRGQ/6XY8C0WKrMIYG2sgCyDraWiTb2ISCbjhoBZBfoKq6eAuSmjCcAOqMfTZmsqdNloU0j+WVWY2aA9Vl4HsJMk54HkBt9f5zTi+hcA/ZJoPgrvFlCRtb5NdlRy+A9R8QuUV4BNeHDx8+7hNpWgbXHivrrQ8fPnycxUgfsnnsTCO4iN6SVsj5Im9Z9QLBxQoZKJJY9OpVE545rx7iwqIr4E1pkWVIk+E4GsGFXBRWk0CtwFcBGtIloC8rUHBweBVvjgeEFPIxWK8oBRus9oHOGL4Lgpvi9oZQ2bfitwwatJM1Vps7KzZtSBhVyQlVmYe0dMu2mtXrfDy3ki1Ii3ATQWKkiuV6aRCSg5h4cqu0WQkCNb0QXzCrRMjIfDz7uOx7bUTSYZdLQmvK/dKs8Jcq1zzP52YLBG8zbEODsJgUaRhwXbUBBB4lzAW4zwlaqR6BfP4kqS79M1bA4Gd3GB6ItSNzzrGqF5RCX6azOhbpq459W9fjjBUjecccMFd+S0vdtY4XW2TGHA8W144smiDPqpHkHHm3eYO5Z8fGt8sMA58fDsrgkz8SBP/rK2WwPlZtryECR1YHmQDUCGgOIaSE0FbphiaQzZT63Kho4KrzI+K2/sgWSX/9RPIT9faxKfFNqxiUA3MNkI/CvPRcQGhtFbsZW+uuBgYhHq4JXrqXNMjoyxFx19/ok6TY8c5xi5d/eUNj7PzivOHT3igJ9budsumCysxcXBK39ZGYePqzC8SrnfcblGi2npnsCVDfOdsw3RoSn76Kt7dIpnBS0Lx0JSUE90eG1GZ12/JE9+icuPu7S2qH58PnW6j5Mqb54Z2IEPCDOdsEH9M5Z8d0bdqiFQL24HoidH/qrehdVdyjvjA74uNouiRbM7u1FtLP1VtbZMf4uePckmEC+ln97oCR5Wlk5MHQT00dAc8xh/NDY+97N2yQ6zslzdXvnKM2uphcNDUSuj2Px9RvsiG11c2csoT7CSG3+2mD4AoXmqd+WCkjg0cNF5gaDbz7sE9ytWkkzClAcIWPf8DtPFO1Acig8v3n89wYMpQ7iu8/5u8UPBdASkx/BwCHV9DVYWHlwhS/GlKZOmTuw1ynM0Z9K3MpNQBs6hDpyQkA8qCgeexeGVRdQ9BUW3BhpfBQo6DmznWxNtJrQLhXS34nr5RFNmeUhXvbYSTUnNpmO79f2TCP4Prw4cOHDx8+fPh4oOJMI7jZPq0SpsOp4XNpRAerdqykBCHi1YRGRmWFx+icILe8Mkp2k9YqOz9mDmbGyPBIVcgzzxerX3Dx4iw2aKDhVaWWBwM1ga7VDvhhuEfh5yiEUFavWJk6VfW6vaYFtePrIVVcXxpeaq1IdwtCPS6F9LecoTLY8A6SpmR41af73ouIv3avIGTowuZCy85vOyIe7aX1JbOa1WoPsw0t22/khAwdLghduJfTcW8mjVXvx4KP1dvHs8fNfT86e9RYF2vUA6ja6/PXW/zsLMwsUoI2Ka29pFbCkL4HPnWH7XILRXR4SoaT6yCMwhlVGQucAwiBIJfo745ag76GljGFw1HVf5N7KjqQYZc/Ln4MHZxe3BPOKbr3SskA/cRJPsi5O/i/clwHPTd8O5ffhXbQzwfHicOg6ibVLdX3hbbRFFwe30DRwaEEgtsf9ltcTBgdpEVq1DogpF7FC0OqYP/J+Cfr7XP5cwZ5qz9/mT4/7dEYPhecM5azmJ+q2C63DZcdqCLMaoDE1cfr0/FeHhCSe1gcmuxW/fk5fX6c0/FWDL3dDGg83trcahk9QO2j3C6NPfB3NsSR14os9/o0vqNJZKyF7xYNmghVFCCMN0M69524sYv90eRHDdf0UwlxmbdWhDhf2G/4pbMRzTV3+vT5NzNSnrhV3Goptkg9A7oev1Pw3IGQ179bMiJ35PAQuT3oMKWptJdKfneuUO8mqZxHLQfmfYX45XHeWQsCpR2gvnTywPBo8UyBRFZxHBEqe2fDbcwfh7IBjCU0Cju7NjMI3/JwaUyW6KIdYwo2+NDcY8nQsL06bKzF4EVlt8q7Tubsgq3hgWlEHUgg4HJ42s/6WSsLhe8bwlVlFQTDq8XuQ6d+hscjuNL157poA5he8d5WqLiYR2Q2I4p3Z66OLe2CeQzzcUcGTiK2n9UKEpI9Rr0PnwrGFcbogfeRWgqeg1s1Trpe5ySL+PcZHsH14cOHDx8+fPjw8UDFmUZw02lqrTGZ46ZVBFxeHFbF0KjVHBigKkDnhGfJaC1WYZp7Iis+nFItRKUaO3Z07nijtS6hHYgVnnCpsCLX6FfpVIgzUiyrME3lcRHBRljvxBXWQUDIyWsBKQ0M+82N7yaE4F4eXjaI8+Ux/dwfNShV2ksNX2dxuDDXBF5TFR9JSHfy9oj4eq+FdO7r86YC+2BB1zUtCa3Zj4m3tRhyhW7YoDXXe/S5ayVxcZ8ZUMX0s/Gz9faTi0/KvpfyS0YPFNf39oZ4fdp+8jA4tJxR1ikGYqKfQws15dvVVfon8WBd7pU+jqgdQJVBoQpyzpnlnnbp6ba4VdH9+b/uz6KGAE1ZrSXpKBholMpVcOjKULj3jX1RUSxVwjpj4ZKY8eNpSIX7Nz02mEefh1Fw74iBiqR5lrpaG9X9UEhAtTZsd4HoaaQ2Telvo5gQ252COO5X4kZv9Jkh9d3HS8pGTNaTVgbkzs4do4Cwc5eOs7XgPt0MS1EqWJaEni2zpdEzBcqqEXAoGtxZsYrAqkFPkZnZirZMtuNGSpmWW71brWd5Oblsrut2QeP+xdmLsi/0acHDF+UGUPrzRutok1FfyKLMWqersRbvUL+5PKBzPz8g7u3OdMdo/Wo1GCDB94b3jB2tRkbTMjXvH1TVg8Ofpw2SBq4iFBvQvlAA0pxKQf1YjcHNwun2E9472/B2qZQAaSwHpck0ACnFnKG5onhfQq1Ao4KYd2ZLJsRytznID04el7hNliFfHa1a72wgtZIJWceG86q1Z4GiyvuN0fPwsLmX5fGysx3RVwz/dOyoXUBRhud54Txr9B2WyixUEs/VPrDg5uxDnuVWB1zNH9rit4Xmc8YEqg76mSTLxDwb9MdAAd6oOaqUF6p5LKuOHHdbmItCDFBwaL4rq3GxTWdtbrQlnmOUqevEsxUgvTA+A0ZFAe+i0wDb8iH5guvDhw8fH0bMF2Hwha/6nJcPHz7O/jxWKsWvBzk8RcGHDx8+7htlENZo2PdZ1uvDhw8fP7QoH6p57EwjuJDWGRRU2DQKKc13NCTpKp3yFds/tuUT4wMu1NISI+nF1BYL5W3yeHnspDMdAwkj48H0CPQpUBNASzCUCS03VX8YJ2x+hVQnbGNdYX5jXerIbUjaWBXbiHUwk9MhvXJ3c9fIh+niFRSZTcaULr3WIyrAbtgIq2/6dLw3N1SgMRqPjJXnYNMUpF0oifn/mfgzxhJ0d9oc73pOtINVQmmt/cG+EQ2fRY10z5vFm0bWaDulwpqPH33c2AhXcblgq9/N2hT/oT9V8b3ye6aoDukkPFudZoG5hqRJ0b78vHXhmNBDQDcA1QG7ZCen0rvsG93fyXEh1QXrZ32cjdNvQL/QhRpOat+VEjOGHA4toot+4NIipPAFsmmqD8uxcU+QxYOVtqIZtYwzkNbtkqQBTQLpXN5qS10ce3s7CH72jwbB//5aFBxNw0aODZa7yvI5mVDf6PV6VuhfGT0MB0OT1n8kof54JSBqwsW4KfS6lNBYO5fT2JvMJmb+q6+vT/377ZhoNasNjZEZ6ymJEUBFGUiJMlCu6R4mvYlJOU8njY31nS2mJPRpLpim9LdvF9+WfSBp9k7yjrHChXHM7biZPx7PiWYxiugzaMc7yR1DCajiXnnPpHUh54R5GGlf3T9BW8HcMlo0Y/ja5pqhWUGO6qA8aFkKv5GQLNrrPSo4fTV+1ciHSTFnncFNrXEAp8lRBKiLdNdj5lcwcwR9ODxW7w10l4s9aw7AxWBGhgz0Ny4Qw/tNrHuZEqFpFdGWpT9JCllbCi/tOBRTgTxuGwJwcSWoaMnaFjvpc+PZbfatrTHoPLpQSWyMuThucKG5wPRqaimBuaUNaFtZoYbBth6Fwntxy2QDqXcx12DzBowfQ3k5jjvnXDxTM//ktkgM725cr9tezS8dwwemjGi6RDJKrCQZ5OWWas7jpsM89j9/OwiOjtVcr4uP4276i6Y54T0i0ngLa4OM+ae+dnGgOsHMSIXQ20Bdc2hu+m/vJTyC68OHDx8+fPjw4eOBijON4G7xMng33TXIC1Z8VcyzuVmRAo3FylGjqFKcxYt+KeJgQBgWjBr9wIoZEh0oSjEFQ1ykhkIIrN4MqHQCwiqIrl6KaFRPXzfI4AoFxmpJ7IH5foFWmVVkaQWejzfHpgBEW/U+1X+q3p4vSdz9seVjLYTwXkQIzKvbhH7c3LC4d0HI60ePPyr7XoovGQH4zxWfq7fX46bI7EZBRSt7BcuOLe8Z2aCD4UGLVH+pT8f92IZkwwZrWsqez+i668+F9LndiPrRTkpFJ89kVNxj+gKvbiGbk42yttwLty2Q3EVJxTDzgvriqmhWt1nlAasRTO5P0g9Yuo5uyrGhDe1n9OeaWkIrKWZWwijMYORO5Mc6isL0Oe5nkytodugUwGhU1sk2yH0DRe2wI3WtHU8TCndR7q5COikUcq7TGD1w28SDMIgqhKTqPrmSAOPCFY3yAJ0FwpouONOkILLJFqGmV0dkH3uloHF1eX25ZYKyFW4ZG9+tNf186bAxWwBit7pAfes7E5LbuhsTKjkbz9rI24ru4Wp21WaGOPNSxVeirxi5rfmI+vBi3BR4HW1ogrw0p+vpl32TUdFzzVM9mjfSKDXXgsI0FOUYQxxGN3f6O1aisdeMuWXEyOo+7fvYjOajH1/9uOzzmQPKDl2d0P2uetRW35x8s97uBY3N+DfW36D7T+j+D9JmbnFtY4HKiWg+Fw6JXJN6H6G/SPER5mVlKpMOeCLfdSxhuXjRFIwylxLnxrwnmUll+oPPIVMlMlcsl6UzDMVBYZHGnn1/6kIikSlEDWC0PlFWStBTRh9RzGWOC2v7jWNZrAp50Y4iSciyW9lR1t4XWVs2bcB142eTmUUBX2gzq5gLBTlWhV/Zmi2uB4kpgOu8PjYlgunRutcgzVpWDYF5WwrhOkyC8Du0KRDTvir4XqY0PuJBXM9jYVLU72qZF3VBIIwrUPDOx0Wmot5nxfPiLDbfjaSQXvc7FNWXjqxph5mDi9y65j7vNzyC68OHDx8+fPjw4eOBijON4OZRbqRxhjkhJ8cZ63WoFVg0Yyu5fGUlU1hEut6Xl21AFfD1Hz9rq0BZpTEwsgrpuFFf8W9YhFpWuI78hubzYJVZZNYCVj6rkTL+twj9A9FiJEHLngjPClxMcKHUksgVx8fqaVksDUdNI0LPj0hi50d6ZIU5XA4Nt7mK/mHfoEcvbpME0P+T/D/19mMJoapVfDwnbuy1lHhylzaEBj3Wa+xIzyeEuk4z4gHulXuGgwsLzyp6DEc8sXyi3j4eEPfv0fLRVs+HScUjPeJBfiQjybLrmwY9xuoVRhZH5ZHh5G4GzQPKJozqTnNjOXp7TUj43rpBioDqw/xDeKWMJOg+ItwoAUOitmmHa2zgyHGZwAIaVqBO3zD9CCicw7k9Vd5L8RTNMejgrXPoEN7XKcLgIl6udb0AMjj8Xxet1Z8HQib7ss2x4fdW3bsfBPFWHMRRGKQjNmZIm44EI4d+0Td9BnxTZAiquFAQ5/xKdMXUEWCugZSTkTNiPuUT5RMt84b5jPr+wS6N1ZeGL9Xb3+//fr3d7++32qjfo+s8tyFu72A4MBmRKt7N3zXSfLBaLc8317fcoXni7jHNDf1V36C0VwaN5Nk4Jh2mNKS/HWzoeo84TTaNGv7vVkZI9eMrGrvPJiTxNy7pGG/PGxm/NxbEme1P6dw/tfypevtj8x+TfR7fPG7QvYPH6dwvjmhe+vL0y7Lvi1P63VHGVuSDuZXkC9t9FVuRUOJ3jJaHg3QiMkIwiYgnyjhj3DPZQJH+QzZCcc7B+0VGUZBRHp+SLVQ20JADA9In2Uh1nTIHMKoItBKcVL0/OLwYp2ICooa28JRL7su7keGUbvYUgstSWIJI4h2oUEHwZvOFtUcGSojMWH3szcYYKcDoA+2g31mYW+R9zHzgcNqukSkuFgbNXGWrlmwjvieIJBZLwOE6tWEK+Kw6JPOGsa53mTtcYMzfkFeL45bRRlD1zWoe68dBnIXN9xhF68b8BwnDXr9npA21eQmkysTggb+/aIMmmYv5e4XIhHEbmyw6Pla+D8nKB/ULrg8fPnx8GHE8D4L//qUwYDlkHz58+Diz89i6YSw90HGmp2sIf4Prhur3fK2WOUxxWfM/BD3FSkOthiEEDi4SKkexkhFh+arh4sTs27W6xioGfChByrY7+JAr/tuBXXljVWZE8sHPhbUqqhIB9qoVkXAnBYBz1B86qhqBIoFDhUpszc/bGhG6sh1T9XYv6hnh5yrOL84bO9JbQ6re/lbyrXp7fdQgpO9sqAL7pyJCXl7IyZ50qNw1dvNdw/u9ll8zK8LjskHuBzNCowYD2o4jVvDG4RQw2lv0DOf2XEGI1r2AOL66inrQp+PdC+lvRykTtPnwdXv1ZoZfNcoJwTueHhsecBXZkpEGpuWiXwJ10CioVLri8aICtsvOF0juCXa0hhvrorOKg9r1OdO3gVopFQnJMCg+tt7X3It0x9CgBLq/i40tG4MA0cF40ucGoo5zi1A6zFsUR16455gFeSxr8XUgH/FuXB8p4bE7DKkjjdKGjDkajEz2YCffMf11MGme+/needN3oQxyHFMfyeIGgUKbfDb+bL2d9al/TVLKPOjPQ+3g1QH111eCV+rtctOYN6C6H9km9HNtSIBYx1YJRCw6leg+0Bs8DzwDKBkgs6atx0XwnjNsyIANMzXeZzTef7r86Xr76cWnzXwCS/Eqfn/x+6ZG4EcLsuV9snxS9gEX/qhHY/bbMSlBfHHzRWqrmNqqbuMBtfECZEnUJ0i5ftNGUtcAZZ2J7TvI5NUBWqRQ+mNrJqSRUcwFjLziZ3BnDQ+WUVQoTUAxAHUA2gQCz0uCDzcslJMRujUD6vmM+atTJeAPZBW1H9xI6K/GgpWvD+9NzB94t2qbWrGn5/4ElQaNRovtOfNnszQz6jbg7RqDBxgi9bnSP2ojrmhjUSZitH+9t26pkYRXrQoL2nGTtNUjoMqQThjBv1uYWiD97Ew4tTlaFSM9Ts08BjOi3nbP8G6r6F+gjpdHNI+F65xmXHx/UZxlPE9kqaACo7+vAMGFcgYykeBha+OOlv2uk3nWcVpG8A8SnoPrw4cPH/eJYb8MPv3cJhiyFI8PHz58nNl5rP9wzGNnGsEFb1Gq0jsQTHCUwAECMoQq+HCuVm8jXgX3Hds/3moNQCBu4SQ0XJTwSPFvjgFlBaZaFZ8JdxU6x9dRLpxVNvdDbREoXGGuWBS+EK+INFLmWt+5lYx6BetyL7EPODhVJOPE2AECaUSFuNZoxKoOCGm8jI3t55shadVWsZcQL3WWzgwS9VRCVddVXFlfMRq85wtCwbY3hCJfDC62ng9QzrvJXaOPuJWyEGX170P69yAfGC7u5Q3biWr7QwY5Xp0QQjbZJrjmeNKgx0AA90K6p2yeGbQCih5128Q9g2yss7Wt9FXZCEFl+UuWIPnlyTqw8lmlUyv7umg+tlEHkutwZoUb7PDBjX0xkGUU6iprWRwH+6B90Re1xisQUbfCFignLGcNn5ZRFRkLUdseWyq6GSGCjm1VaYxIt+k6th8NgyefyYKDt3aC42UU9FK6psmmQVEvptz/+NLPb6h/jjdjW61e9ZeI+kuaWTUBKIToiupZODP896PJkeGBV/Fmn8bSy8nL9fat4i0z/+nKbigWYKxC2xUqDch21Z/jByz2yFA9YC6lnrPQnqgmB9ipLblHM+Yjrwmdna+ISHi1IGWD5ax5ls/OiXP7QkLZnEciGpermAb3M2mjcnIpoDlhJyTU/GJkn0XdXjuM3F5k5LZPyO13lqQ4MSubTBXqLWATKyopDlqp3ymoysf7QpA1pYghShX8PETlRKFj0LQtDhnBfXtjfl+OVNbxquX5bm5sDP/fIGIbR42FxxGeu84EYZwgiynatFpNhefY+EJs30NAdpUUrdxfbo8v70J1/5hbRGua21PXoeTL3KrNMA/WtVDXc7Zkb/l5QZUC9TmGA8+8Z7lfTMNN+YQo6ECPWbJaOgPE3FtBoZcbg6zje4Nuz1PValSSBTU3QJ3F0pjbb9gftrLd492knsduHKTB8TwKVouVyaRoBB5tiP6rucpQjlhIgvJMAAEAAElEQVTP1waJBkdZ9yX8G0iui+ieVg8ku3YkFd9LeATXhw8fPnz48OHDxwMV/guuDx8+fPjw4cOHjwcqzjRFIZsSTD7vUZprEA1a8DgKKlwrR0nvMsxPPwSdEDrgcZ3mcwt8UFy1mjV5BqQZRaqLif8ioMwpUZ3ecCF6Sfso0rbExlIyRHZDXaektVGQw+kLY8OKNA//TtLEfcrHnb/YmCJcHlLavjim4xxFlPabXaD03sWwoQlsz4g6MMpGpkjsck7HOJg08mO3+lSA9vnw8/X2nYCKzh7ZaSx1n8ufq7cfX5Ck2FMroi98pCBZr615QztY5ksjAP+dlNKQ31nR9pPLT8q+H43IcOJ8eN5K76jUCexIUTA2SSg1PU/nLRrHIlmYVC/MRgJqDpFj0rIxq4OVKaBBQQXSTpoOgueMwoAiL9r0FcjTcJoU5h1GUgt9DPa4kBLrWPaKdSXOhaZBV9NC4U6BG65B0wNE4iy1+wzLoSlaNLJTXGw2j3i8x9yO6pZQ2LdJN2aGEwkw1e8h8QW6AcTsB+ea5xNvU/tf2BkG25N5cG58LkjjWAqozpVUkFjF1or631ZJ237cN0Vhh2kjvwVaBdLt6HPYbh9zZ1FzFmxsUQzbGzVtdD2lgs1vl5R+P5wfmv5f9IqWDJAU63GhDqheWppuuV6aNGU5dlKmWg4LUkSO1I+mkKyXbIc9tVQhFIyeWzft+Wj4qGljSEqhuA5jUu+LlHDWp3a8vtMUsn59++v19vNbNMe8VrxmCkW12UDAjKNyXtpiQ0414zlpu+bkUmL6NK7X2KCiHskpxNISURDNL/YKu+Wxh2uoD8f0EFil4h7EoEA9S8wXGJ8iK8VpZZgkaDqV0OvYeEXTluTdhPca0yRQnJzl2YnFcJXcnk6di529lubCdcKIBlQFJTMHCheoSSLpCcqCMsspH7V0PSkeZ9pAfe3TxNKpNidLeyYrnlx4unDlC/X+Uux3ZOmL2jyqyzTHNe7RhVkYV5CuxNwHg4eE6YRaEvB8Etfz2MUL42AwjoN0zgW8Sh4G9A9IsIE2p4v8ptOpuS/QJfM8b7WTyINBqtSVNzVOD04D4DH+ASnDHsH14cOHj/vEKguD12716q0PHz58nOl5LH845rEzjeAuV0tDeAZiotEfsTrlX2F13ZvRL7JF1rbFg1UgUE+IMysbSRFgZhvJzWzTEm4Wy1asZuYWrdWIgaCnobNaZUBYC0yfZF+H8xjxfIAqTJoXqTIFewmqVdqV+egcISQXdkiUvoqLU0Joo2Pa551zhLSuB7TK288bQfnnIkJct0tCo3588+NG7BwoaBVf7X3V2OZO+7RCfL3fSAG9FVPhzMu3qJDmkwGhsHsZMf+fSZ5pFRZ8s082nL8R/QYdo6RjvJXQVtuPPpE9YQpqUHxTxfWAkKA3e1TMc7t32xStaQQGsnAX9i4YNBX3rc1A0i363WqwMna+kFEy6AJLswC1ACpiMgt5d0EJitmAApuIHUkbRkyMyQTQXkZpgLiiXxrJF/wTBSXYV0uW8fFgBgDUpx+y+UDeIHmjzcjY0QL9WvQJKe9H/da95ANbFIR7A0KuJX/GEyoCm/QZGew3yCBQkNoWfL8yIKETDA4JNYkO2s8S0lLTwdTKxrGFaRXHDBFCHB7jvFfQ9QEh1pa6B8mBuaa9flPx8lZK/fnW9JaR9pNCHW35jENjbkHRHs+jOiPg2rEiE5D024VTQHrSVWqKtmDmUMWdkix/z4XnzFz9WPJYS6psK9qykmrDwvSR3rzXGnOQRnrrHLXHFwZfkH1gu/u94nt0fZuZGRObO2ps3LHZsXQntcU0jOyarOAW97Fez0gqQrrKtD13heWULYbVFw55J/H04xZbiWVv9e/9yBSVYe4CYi8FgHrOj53CZbyylDYq2hrfEOR91HTL5r4PQ2MTLEidWgwWMyslJ0Y0PNfk95TVOV+z3GdiDTAMWsyIa+u9rMxaINuWTBJjriG24Edx26rXLSbHO7JJEopUnpgyYeJTU6HYBDMqCsMIye7qYsX3IpulbgsZAvkWx9MWipD7/H2o/lNCf7yUXarnsU+XV+vnvtvbbRW1zmN6B13v0TvvIKLxu5c38w3mMhSb4llL++uiY5iOsHW1ayjVeX8fkMiDR3B9+PDh4z4RR0VwbmtVb3348OHjLEb8kM1jZxrBBX92taRlVn/Qb8lkDSOC8hZDFuzmRQ24QLAF1HIhWGkAsRW+rhKjxoonm2VGIsbYpjJqJOfghbnwI9W5ZaUM2ZQRo2gH3BH58ukA3UgufjayG7xSFvmu0KICepWJfSCNNNqlVd/FTcOrHR5Se2YrupnjrWNjjXipILmeKrZXhNzuzmmVOCr5eL2LLdkoyHi9mLxouFmbUYOqvBi+aFCgveM9g9YejhuOIwTZfz8kAfhvhN+ot0eDo5Z80IXlBYO8bUd03Xu9ZsUKya+jIX8egMZy0OJyA0GH/M5jOaFT65BWvXcDutcq5n1aLd/bIrH9aT412QlwIOt76uWmXwK10oHnAGQVW+HmKR4b+pyYIEDMHxJbMEKgP5p+g/sFMmhW7OD6QTyc+72W2RNElZHlXtgz3LreoI3WgIML+RqgtIN00D43owYQKwd6Dn5sFecCQhEv9anPjgdjY7mrEcVJfxM8d+3d4NtfPRcsFr1gfW9tkDMt/bUar4yxwPHm2FqAK5QU8wj4wDVSXMldBSR3pZEY9M93Csqa3Bs0RiTfSYhbfnN400jTCcLO1qZ67uunjIQOe0agfjVdtW2Suf9AblFnFkTEnw0IYP2KuXZPaSu9G5L174WQxtwTEWVNhunQ1EzU/14nBuXfKalN1ouOrAmjaBjfX0q+VG+/khFqW8VLd14yYwtW7+DTgutKOwXGMABZNyCR4OhqDjOeZb7D18XdfT1qkHtwHcXEgaW/IKFYt/mC5/79whg0RFuORJ/iQGLcFDuFaUfDhYSZELKEbECBOUG/32BhD0QYJhbamEDQfe7LgtJynzOSYoXzGVjtgrN5pI7L8xr6GPjEkCzTqKxkJvF8+EQ6wyDoK38cKLJYf+8oQwq+v+TI8qmB3Ja7qo1g6uR8VzSGNrkjNweprXFb/rPL6AHcd2RQtDU45MkCdgCfjCZm/h4q447zOWVBPjJ4tJ7HkunHg/VyKLb0Grk+7lHn/nqfOOsvrtm2etPIEgaclEHtEaQHuxBc9EFkt7VEaSs+YHlej+D68OHDhw8fPnz4eKDiTCO4qNIE92udrg3Hpt5nkHVWtmJfzU0DKpUuUsOrFeF7VYGdHzJH8mBjuTqqylRWlbzCFSMFrvTFilqfW7iOWFVudYjuM5oL3otUiEM0XO+LBWLYzbPUVoZQdRhtseXoTq/FM5ysJ4Y/c68kFGnJkMcLAYmya0MD2NEOyoFBYh6JG4WEwWhgOHmolJ+XTFxWgvG35sQzDO/QPbwyesUg+PX1hHQ9L/UItdkbEIq02KLGmxUN4QwcI/QbIAiPllSZXcXlkJQfZquZqSoGf/dGfqPFr7xV0nVmBYts52ODXlUxXRBie218zahJ3CnutNDeaTE1bQRjEq2wARQe3GBBXHhj+jsLxqMvYIUtQugKwcU5YLqQ9TKLiigEWxAiJ/Oh+xxQY4wFsUJllBocbKM6EVnUA9X0F4smwzBejg16DuF/oL/baaNOAEWMC9kFUymvq6AXEfWXzXQvmCyPCY3OGmWE/bjhnC/GC4PU5zEax6oNaJ4bjCK2ChrouyHBMRdGTR9Jx3Tte+s9w8W9nRAPXCOjqKwWpIwr0jXyBh5gPqbr61/uG4OG9bpBHFtKGEGHqgsPJVTTC8o/tJaoVXwvIf7ruMe8Z4bi0GcwF1XxWJ8yH8P50KB+sGUtBs01vN4jrv53R9+tt9/cEPf+tX1SSqhicYufz4rHxpaTsVA8ROFTMggGBBvXIPO+mnfFIITfqshQaTF/sdTFuwCZQFh2u8o+6viSmWt2FRQWfF9RxoAyjlZwAADHj1c4srBr5ayh+Xdpr0lzevFeQwW9HA92rToNLgnEbiUHzKfGBAM29dx3NcK+WlGfSkaJvSdkHFTFPzKlQNrF+AHvyYZy31i5H1sucrQdtUxgXCUZcF+NClPsoL3oIrAsHqh5s6Pwy1UeMKY+3G+RnVpMqH+Ph2OriqOeSaVkVM1j4WwYJIuRmDCNs8ZrHgo0mF+BxCNrq8cDtoIAdzAfJDOIPun259Pi+0R0PYLrw4cPHz58+PDh44EK/wXXhw8fPu4TZRkGq2Wv3vrw4cPHWYzyIZvHzjRFASnA5WBp/MNRqFXv089NQQFSdkgrZFHWKmYByT9chyYtpcWoN0cM0U/httDhgZ05RHjIhsVF21caxPw5+BD8+22mVpyLW08NBQpaQN8toEIKC59B6lIXFCRbiRHfxmd6GUsW9Zoinv5O30hWYV+k3rSf+3Jj06Ur5nGgGOft+duy7/Eh/S4f5SZ9GmcqdQUvdi66OJ7RZ96YvtGS34JPOGTMZiFdV5pwsVGvKTZ6IqRCl6vLqzYlqgo0hj363ZXwCt1/Sff/ekyp0cfDx2Xfox7lAt8Z0rnvLIlusL2m9Pi1FdERqri0vGT63uMDOs6tkKgKL46I4F/F7TWlpGfpzKTEkK7T6ULQQZDOFQMIVbSHz0tKmVNIuDftJY/0OqS6QBtA6nKTqZTtPLTmJZye00VmEFlHEYsUVbK8EcarpkXAyOWRHlFbHo2JQnJ5SvQRneLHPSTLxNAHdGEnrg9zAFKhy15T2He8oD52J98P3nqxH1wvr9fFU5DoEjky1dYouBDZH4j7q+l2ElP6b1AMTCEmJM+KSdP33k5onNxdE13lYMVSetG0RckRs5rQKTZS0l8Yu6BiPbKm9hzGw1Zx5eGGDSOWS0uhUpKJKP5xnzfoMCjqquJ2Tn342/G3DcTydPi0KSzTVBxQk1bpyrT5rRGNkfp4KR3vqyuSG/z2gn5eHqgiTS4EFtoWpn5uMyO3x9eVH+W27/KY0GlopIjFRAf9n+f7fqmKFln+T+SyIIkFqo6mf/DHhILGhhLaHADjB+8SSWWDAjFQBU9cTIZ7kj6BAjBVtIqCMdBO8H7TEpToY0itY+4RapN6FWIfXA+oBZCbwjui3ncWWkMbPhAKaHXhGdoR0onlYVsGs9wrTeFZcp5NNi5E7ffldmjk8ECHAt3GFEgVDo2H70G/h/S40/MeCjF1cZeR8pNfBrYtFM0L50UbpLGVXCwUjQjfe97ieewj+WGl7yYUie14uyWJibEKcxYtgQrK16qE1qC9XnMLTp98T9SEDyg8guvDhw8fPnz48OHjgYozjeBGuywwfm5tyOJaSgMIE1YhQj4v7EpQIxGyUuHFidj/KXQWKKIUBJQdKzbUjUE6AxamTP7WhHEpYMOlp91EdrrAwBSFYaUmx2j44oLOitWgI09EpyjNcdZ7a2NwsTvZbeRGUpIbeXxGSOOFkoph3sgJRb0bNkVR1xNaCU6iiZHu+m5IhSCfz8gys4q3ZiTMvuwvDWIINL2+nnf52o9YNoobaciVAbq48HpE576b3TXi6SjCmmw3JhNAO1Hws97Q/ffyXkv6BdaqkIDqrXutkXTAGirY3hrfMsj11rRBjy/NLhlE+UpJCPG4GBuif91uyXdNYdM0nho7VmMdzZ0EyCqe5XpbwbLcx9AfUTgmdqfKuhMI0Wg0MtaPQFeBlOrjQEIPEmCjdVPNARtoFH1uhhtTKKiNHi6WVET2ZPQktVlObfbohhDcqwkh79qcYxEvzBZSW3gmupjqoDgwaOXdpSrsS7mNh7eDT3zkMHjxtTKYLeNgPeZCsiRvS7QxOgNJoGE4NIUlekxczOjezq/Om2KbmwnJfVWxv7VvCg8X80UbuR8wesaYRZqnBlXVsmMwWXg+f77evnCTCkO3+4TivDZuCrO+EpHM1jzkok92q1kXqh9xd86GmUWSWOIoP2jaqL/m5zCiNn85IdOWG+UNM6areCWj4tGPBR8zKNNBjz77tcHXZN+XMiomvXFEx5kfza1FKh3cFi0BpeR5T5ugoAgSCJvYve6ULZtk17Zd3jFc1AUDDS2LhYydyDeq5kTGUGT2kPBj61RtQ9sqHob9LoqaGpd1MasQuTGYVnDxlWQ39ftt7ZgSqXkOEmriH4E5G+lv7f3CBWdAQlHMFa2iloEEZOHEXpzbAZkH/cwgtwb0GT+b9zAXZSNzCqQZcyIMX4xk4mP8N75htJHOVIlUIhB7oPI85qhp7HvXFKA5hWW6EFT+7lAJ0Mf0WBdZNe53y2LZKm68u6E5Ld1a1PPYN9+8FSyWabDLGmMD9QAgVXmQHRhZznXZdFL8W/oFvgbh3hVIK4gt0Gh+v7jFZz+I8AiuDx8+fNwnqvVhHJVdGTgfPnz4OBMRPmTz2JlGcLN+ZiVGeKG8WC9awtqCbLEwMdAVrObqWFueFMIVrDdoaeisrPQiDIsZyHVgoQK+lJLzgvxIdC6yfCvwTg+UPAijClgJ4VqwOoaVqb4+sUYEmqy6OBAD8MHAeZtcIpTpmbCxwH3uiOx3LywumNXjjQEhJ98YkKFCFS9FhKpc6F0wgu+vF8Rb/U5E4vRVHA+OLSqQt+0jgajDMOLj/Y/X20/En+A/NLtCFgyISXYvM5Jn+7NG3glo0hvDN4zxw91eg+SNwpGRLwNaDC4S5NLqzxW8Wt6khvsFhAt2qhqpPTcjVG0c0c/Praid+yDiKd7a3fiu4Y6C21yfc0LnHCQDwyOHKD74u5prukgXxm4ZvGctV5Ss6NznC4KErgSENO+mu619V6OV4fgO1nQtF4pG+gpjATxScBwxdjUn7MKGPndpfcn0T2QhNNcMVq3gpN6L6bnciQmFeCtvLJqnPUYqtpnTukM/zzeNNN1sSe0VbabBo8UimKbDYLqJJKujURKgXWJ8wHMPHqHm/0KEfetoyyCuqCNYFM0cdpQTFLgKV2Z+0tmN3cWu6SNAZNKMjnt51fCUf3z14wbBhdg7jB6evERIeRXnhtQvX49ozE6zaSsDBIkqoPGQXxvNaZss2uYNGBNvxmR9/fqGjn931oy5nSmhzm/nxEEejoZGiP7GppHmu3l80xhvAO2UmgYlK4l5XO4BjzDvkGdi5Bb3KGiZ4sFijLWygzthCxkO71n5rXgSt+SnwCdF34LxkHAZNW8TsluQXkKdB1+E5k2CY4ysHowC1vnamgop0wHh/zpZSM3dlxqQtBu11PxfvNfEuIi9eaQuRdXNAKGU95uSKBOrWyCGMHCCdFxDTxeEEOgu7g3vAqDphrvOknlijIN3tkLP0QfKu6VBqdOLTRZCal34eoAAg6+rjXfke4YKQXzd7xL1B6ydNOYdfB9aZM0cAjT8nc1BPY+9Vm6CaRkHZb9sZZfAJQd3Pl7w8cLmeMI3d2TfJBusvgiJtGDZjWKbb9u4vQ8I1PUIrg8fPnz48OHDh48HKs40giuVrVjkME8GKK1GVVB9CCF5/KyRJ3Bg3Kq/uGe5RmYli8V5h8Cx8KJwPL36cji9/XO8BGWqHCpdweMyIuS8epJVFK9wUTmuV4JSBduz1ZjGzhd8LdwLn+pCSsjZI4vGkOHClH43Xo3N8cBFvNFrUJXXy9fNCh+i+eBJQulAIzoiTN9hUQxk6OkxVVx/rE/cvMejx429bxXXB9ctb2thlR2+d0iC81X8Vu+36DNb142w/rmDhgf69PHTps+BF3qcHBsDDI2W/kTwE/X248HHTcUp2kGLau+lhDjHx5Z7rMXSzxV0PcsR3cNoMDKi+fXvipFBblAZL5W1ClWBAYUgJGw8MlwPW4hJf9m3BgpHO4ZnCXRRKyGMU7quYT40aHUVs3xmTDaOc7a5Xa+MEoFGz7M4M5a1QGk1Tw38szs9Qmxf7b9ab2v1A4XoVjFNpsbeFAoTQP80Uj8O8rqCOo+yIIsi4e8Kh1C1l1SX8/gHOoK2q+9pRfd0fkOI+CgeGaR5sVHoCyO2k3xijnNu3fTP7ZIQ753FjslynM/o+E8vqf9W8YkFZTy2821zDaIMAYOK6rmcZ974mpDmfJm3DDMwJtA/ZSwwED46blIrs/XMcPdeiinLc9gjKO+NgrIoVRwlNPndim6ZvoZxrjmLy+nSzOdAbmHraziLPB8BPQXKjWPocbnZttxmWMqKHbGDqOrjA53Tc7dwbQv7DtB8f1El4AkZYxn9XBuRSBYj7H4niLlB9ez2+Lku7ZyL56eRTKkp4eNJBby6V9gLC0rpVPxr047eVs9ksaBChLoXnVEUxR8odXCbxePmvY4+gPldbIGB5OrMCuyqYYKB9zBPMYIqKzQeGVMoMsn3BJVRDI9DM1eLrTGjotryuJxbJRkg7bofGWtjNAW/00W9QiWcMd/IdsKqOsNVy654wfNJj/vVUXEUHBdRkEyT1vcBVw0D97meN2MJmVG869wsg1Hb4M6OrdQDOSozJsIPBsk9019wffjw4ePDiNkyDL70cj+YaRlAHz58+DiL89gmeCjiTH/BxSodK2UgZODaGJ5q7HBEgGQ1i3bDwTL8El7V6cDnXZTWrEQB8sYbq2EHTUGlXys8rSO72gYaCz0+fU7X9lEQZxF6VFWgzFUS/p7i/4puH7fFuE9I29Utqk7vzxoeKFbBsFI92CIE7ps9ssZ8JyXt1/pWxkeG2ylV1SlzrJKo1RNFU5CRsXK/bHExPxp/tN4+FxJP9VxEyNFBfNBCEYF+oG1Q/bkXNVqf38iIN/xWSPzMqyO6759e/rTsM9onFGq32DUrVFT7QyGi3ifZNTyrwWxgLEu12sNhdGiq0gVt4NUtdGd1RfjV4qrRBX2011gKi/YmI67xPDaIIXSA69+lI5vx4MsC0gqumkHCGFgcRSODsg2H8Lhsnm+/6JvnAyUKrbSAfW/mxKHcz/cNX7uKzWRjuHloRyAMUD/QGrF74Z7h2S6GixYyLCADNwmOpyulddX7sjrtwHLakpnirh3znNAPDZ9+0psY22CNrEIjFYjr1exqS5P1kfkjRoEAahQ7s+Z4UEnA57eXhLBeDejnJyLSetbPG/Pl94aUzbjXu2c0o6vorXrGShj9aydpzv3Ikq4vPqLjbi22LDqnuML9Vd9YXu8M6DiD8wPDfdRI/VF5ZJBwQUQbqrRRANC8RK29DI4w3hfpMLWazFxBXx96MLdzNnMoBXFTXxDEmtqxIAXyBS1io10KRJBLAYCE6f4HtBRZHCguiPKC+77R76OknTWElS7UI5DNgt6w1oMFwu7yfvH8NQdX2hXvFL7d5Fxz39BLx3wkWQ60HWx+FZcZyCruRWc8k23uCwuLMoJ/qudYaaKNw5k+3hiutFZwEL1j/i4hz/ZYIa6zyCrWMIqplTtQU4LvAJjOcZ1GucKxaNbHFF4zUE9l7xwdRybTLCoRPaV9zQ9lWWT1PCZccp5n4lXcqrdAP4nXcWu8iY5vYbe4Tv0+xO+AUGt9ed5BHdjZfp/hObg+fPjwcZ8YpGXwwuNZvfXhw4ePsxiDh2we819wffjw4eM+kSZlcO1SUW99+PDh4yxG+pDNY2eaogBBfqDhIhisRLOR+gEdQNI+DPW7BQL6eG66C+kQ+mXQXUCm4HYUb0FYG3asxWHRIsIX+9Y2EakRiGeLJZ5KeyBdBBqG2CCqlFgapvZ+QW5HYZmiW6Ql7TsJKaV6NaT05m6+2xK+f6NHxSBfOP+Fevut9FsmxVzFslwaeSSkpaWAQVXmgYKBNAsKLUa3mgKVF2YkSP/p8NP19vHkcZOqN7bLfE5IFMGQIdtkpmCpisM1pbjnc8rBbG22jI1qFcNkaJ4Z2gzHGZftAqpJOTH9ZzdiKSc17J6OnzZp1/VqbdNeSsYOgtt31neMzBcKlKo4H1Lq+5D1d44GlN7Nh3m7KIrTStubbVuwwmkznQoFnQH9G2njXqkE7zlAA7izTdf5vfOUAu8fNFSXt1dvG0OOGwEVJ75d0O/nvSYfBmrCrDczYwJSXZD800UdSFFC+kqsLpXMEYrsUAAixT0Hm7YQe7VZU7q4Gm5I82v6Esbh1oz6z+WUpLmu9cma+YmgoQlMEuobW+mWKfSal7YP6rQuChC3Q3peW2WzD+TqLm6o+PGZgqT9zm3OGQMNbRzxYo9soP9n8j/p9wn9fivaahWvYXyudmisXc4a2bF0mpq+dTQ7MnMvZKjq++M857yYd9qCwkDFpOqRBh1ZuSc9fyJN3uv1jLEPbF/1mMK+6BMoXsrGWTtdzNSE/Di3dB7lnC59ChtOpYMehUIePZ5xb6t8ZYoj9VwNGhSKzUAB0AU8YkjBX1hEvpK7MExW9Hhx50gUiWkKAGg2Qvcr24VQ6BPRKLJFlaCZNCwWaU+xKub3LtpIS6lB9RBjC4YMyqOlKTDkaRfpeNBh9HVi/hWDJRg0cN9Ij5Ws12XcaGD6NN5VWupP3gHgHeAWtGkH0xVAdRE7XnRd9fVDP9cWxbJsFyxChhBUAvkuM2wXzxXcPsNqaK+pDSqaASg8oLRpigKeCdpA37sr0yZ2ytwW2npaZMycgkWh13SZQnxA4RFcHz58+PDhw4cPHw9UnGkEF0UHWL0iNHEbJGoguFgNY4WBIhK9EgepX5DRjnWAkM4ZCZViBLWyh5VuQKBKg5DBKlJb8wGgdRYw7gqJbjywFoOF/VkX88hqmIvVsNoGcqBXZhDkfzIgofcnj59stefNPhUD/fbkt+vt7/R+p97eWpKUz2qvOe7q3sogUK4gfDxqGqu4yALbFxMjhH910tiw/nhIAvWfyT9jCrxA2O8vmlXoPJ8bKZu3S0YM14QYTctpSxII14X+pIvW9kf7phgI9rgH6UHLbACFOW8khHJfSsmgoB/R9e2UDbRxIafCudGSjivkf0ZbUPhU329A9/tY+pgxRYBZQBWDjJ7hdED399KYZJjejt+2snHV81lw0dsgNyv+8XjcMgw5LA8NKrfasJkDd9jDsCn0eiOm+741oj6xHq1bEl0HewdGjBxFYcsh20wOVXYDIvAMRgEF0cWkCCA3guZD4S9sfwZIBdA+FI3ACtpI5QzKIFwHwXA5DPJlJKjEIGxQ/gshPcvHQno+Vw+p7360+KixNa6Pt81tnYzNcdBHLqY8aWi5KKeYRct5oY1QMIR27W/oePeKpu3fiqmY8n+n/7vefin5En0moc9cW15r7olNT8oL9Jy3BtTXVvNmnGcrauvlkp7d9YLG2Js5mTgchyQ1pmUa3915t96+E1FR6uuz19tyc4yQJUVisk+Comq3XGR++DkDuUQBmbafFck8nudRAGQyAZDX4kRCr7CFWDoLg/lXUH1G24DSanMAFAYhk4R+pOd9t1BH5n50XfUqwOdRwNuyDdbWskBNkQHkdxfmP+UpE4Sj0BiQCIKtivZgKgLEMO2l9v5h46r6rJsZAZqqC6zEXGO5sYW3CrFHNhXvb0iSwVxGtxHe/WL0wEgu2gbn6SpELNLCovSqz6H9RB6sIzsqiDqmici+17URR5dlrRQW8jtOZ9Uw1pHRwrFxzg0K29Q1hsu8nscq1DqdR0G6TtsGHtw+mItgMa+zyPK+K23WAdepn7cU4EO6DoWWXWjtB8yc8AiuDx8+fNwn1lkYvHkzDtbKO96HDx8+zuQ8lj0c89iZRnCBCGLlKDIU2iaOERisxMTogFfzWnwdK06sMIS/mlh+rBahFl4tI05azkt4QBvLvxJUFqiv5pnxEgarTrEr7LD1ha0n5KjAVTJSLlghw0aU0ViI+tfHmdNxzpfEA3whJq7rIzOS/5nFjWzQF4dfpG1I2+sLQmvWM0LBVreaVV6+n1vJo9JKLIHnVbf1Hq8kD6xpxQsFXUsVPxGRccInkk+YdgB6+MRacRwPieP4qeJT9fadkpCimz1CoN8JGzkz8FVnG7rPfE7XdzsmXmAVr/RfMfxH0K6Acg7yBsnDqny5IETrrZQQs/E2I6Nq2N2YE/d0Z02o7jAaGv6yGFUoTu+IPYlhyNDPGuhltBkZi9/t8bYxRYDJhkZ5jyZHxuYS4wpSYNp2eLiic2YLaoDbfWqjd/uEyFXxYkDczusJo+U5S3UNGn5ldi4z4uGyumf0AMYhdOOBQYqiJY+JZdji7wkqh0HHt9BLe2a81vvu0b79u4ysF/QMdrIGYYesWi0PdBwEo93D+pBAu8+NGrOFF3Lqq8/On623VzZXDEdVrFyrNj+0EnrTralBdDX0ANQc/NxlwjbE6waVPS4JZXk9IyT0YwGZoGxH9PxXRTMuf3/x+/X2y+mXjTnLYEl9eO9mI9EGbii4iTA4gWFDFQcLQuPfmdGY+j/L/1NvvxJ9hc7da869GW5MBmB2e2Zk8rTdtnA7GU3EHAlZJNiYUyMH3Sgdn09zCYG0Yi5crVZG1kz3Lcl8xc5crpBRMQeAhToeHr8vVpm6f+6rbmZOo1mulanwP/EuU0YPDY2xNP0b7xYtKyX74tz4ktN30EZtvMPvPpGb1Egr7Hd5Hse8h/Gp6wfKQWmNgaLc3reSKBMUFe3KHHn9zpKsztS+U0QiU/M6YecbOTbMyNgqZBhoLrKLyKRhnk/GSauPiLQleKfqWxXMjIBKI0MnPGBlyqQNqpobDQwyijoZXXsBw5+tCWVXdno7re8iGdcbrI/XNI+tD+qhto7XLfQezxq23DDVwPchbVmPQN9E1uG9cGm7+v4HZfAg1/XBHMaHDx8+HtyIozKYTLJ668OHDx9neh6LH4557EwjuOASFaPCrMixSjLVlVhl8goPiK62yhOrwcDyeUQFQVWgiyUiKmaxWlIrUaAI4Paly9RwvbQIt6zSYfOIi+GVFUTJ9b1gxYgVKqoqhYek9sWKGQoRWqB+siKI7Nk+IU8vbBg1ZcDtxm5jv/ud4Dv0u+yG4YHCWlcshqvgxaHwzAqHE6X4oFlOq8Q4o3bc7ZHiwKcjUkyo4pk1VYYP+oQ0za/SKnI9pBMtjhuEEHziqwviQT6/eZ72SVnwP1UqCotDizT2FwYV0wgO7gVI69Zyy6g1VLFcL81KGqvnlDvHTPk9YvUKdQoEEGyN9kLNAvyn2ZKOsz1pbFO3+9tGseIoZZH8SWIMD/S9YDtP54bbPl0313QtI17msBxaBIWfsUbp0H4HJSF7y2zZslIWEXfmZwEdAHqebJJ22yPDcmTNLGCsoZFAoJ3z1dzw4mD3rHnPj27IKOPp4GljKKJNFZbp7eCZj7wdfP7lJFjMesHwPLXD8yn1q/pzCX2uH/cNqgEVgb28QUZvzGj83DkkpYneghHmyzym1QsI1rf3VoTY3pvS9nbQZBimBT2r3WDXZA2uJddaxhkvhy/X21fzVw1fd3aPbXQPG+RtsM0GDGlizAEGK6Uwwqj+zQVlR74wJ2WV65Prtgq+PlBgDFxQAY7+IHzC+sabf2ou6+L2woj7a3tUjBexb9ZIHiOsouaCj3NSQ783pOKet8IjZNRTo/HgIAONg1lAVmYte2wgjfKzy7PtMG9wf69RWcwT8q5hBLff659oICEmOo6xgOb7429Q5ME7S0yB9DsLZgtAXIEQq6yj3AMoPgsHoWQOtVbLEER52UY40abgSgvHnhFng4LzbUom0bGk17Uw2X5m5hzcA1DaeEeZbMQWAc6OkdYLWioXmLOBbqM2Rs9zWknDDSD/g7IZd+jrV2LKFD0TPWPedRdXDY8fnPmbvZfreey3v1nU89j1IY3RvUkzPyzChVGAQBtr8waxmmYUHH1dfq/s0/EsJMsA22udXUB4Dq4PHz58+PDhw4cPHw8ogouVc3xgOTu6KhIrbuh1CqeIuY26chaBVWq0ExmbQW3Bly9zy+8B2KUQXNgJQmcQfEPRqwtPtnvEk8EKEHqexuaP+WarGa3Okrk9X91Gk8za+zJigmr7Kj4SfsSoFDyaP2qQna8tvyb7vrwh9Oe4ODYr281800LEZSXvVFG696yRG1iXPhs+2+LgXsguGJUD6MC+tEtKAXtpswp9NHrUWMH2juj5X8ovmerguv1qD9ZmRY9qcq2lCEtdKCuAc71keEGvRlFtiirUAUpoYXPbb1DEVbIyyCqqzKV6VlXZAo1EBfa6KoetnkXSIM03J4Si3Uxp+3KPnteNhBDDftqQrXo5tcl8OTeIK1CWR6bEwdbIRr5ldaWvrq62OMgHu3Sc2+ltgyLBaraK4WZoUIbxkrin0zkNpP1+o6c8z+aGezgqqP2eDglxfTwnPWT9HL4bfZfuP3vZjNftoEG7PzogdYMXMupjz2SEgGzPm32Avubz88GVZRjsz3eC9XwYnIuJe3tx2KAkOxtC7G+VpB5xc03P4O2AFCzuju7Kvi+V1Geny6nhfybLxCBzGhnCPtAZ1hkGcI4PQmr7u727Rnv5IGsUQY4rEp6yrd6wMT3m0dW6QePHW8wJ5qG63qPPvH6PuL5V9A9ZqWFOyPLd4q4Z/7qaHmhfMS0MUiiKM1oZgbNt+Sw3SJugqIqDC9t2VNPL3KpAorSfGn6lzN1QoVH64cLlRWU7TpW3UT/ReGV0FvcL5EoyWBqF5b+JHbx6GUgG0YGz5DMaHSuc3/FloYpdV92Lxjpfu6DUXUo9sKrl9yWQOmit6/0FGWcUr5f0WlaxmEvRFjge3gGG/3zsZEV7lsdr9G6dLKaoE3B2Vz8P4cgCueX5BNq89Z/uWt639BnYOCft7wm4dtF5Ve9AXIfwnXlowf42XyuEXY0TOQdfLHSutRYtspQX1zQHPZU+VW+fLwnBvbIgZFdrvJ8bRvU89vgqD5arfnA45PeaEhnGdw3UM8hWDSbMs7pvn8irDRzPgNNgWs/B9eHDhw8fPnz48OHj5PBFZj58+PBxvyjDYFPxwxV65sOHDx9ncR4rg4cjzjRFobhdWII55D9U6htyXiiO6PV7Jj2hifCQRoH8lqQ54AjMqTItzYX0K2REdMoB9AexPVw6KQz9riyd1BLI6TCd0AUQs9IQ1yFXAnF7TcaXIgmmb/SmdP9PhZTOqOL/Tv/vevtc8Jyxn307otTqi0ck+1TFjdUNK6TP2fZoNzLGCpoYj9SGFPihQKnJage9cc8U6nxkQ7SJ80uSLqtisVqYtP47fZIl+t3wd02hTX1/Y7q/R/tEVXgmpvTz+oge5vm8Oe5gMzAi7EjrajtfyEWdCyk1fVQcmQK8o5B+ruLd8l1T1ICClEdSSvmv+k0KGAVJoGaIjSivPUFH4V/SNczPmbT7PGkkW5AWnCVUMPRqRIVEtzdEF3i2IOpHFVvTLWN6cad3xzxbyFtVcfX4qqE4bA+2jc3vKGtoFx+bk0RVPsqNffNW3BhSXN3Q8R6bkynC7r1dI6l0K6Q0fxXf3HzTFOtdLskm9seWP0btumqoFMe9YyPLc7ug+97bEH3liaSRkvtYTNd5bUCFWI/lj7UsTWEYcHe1DG7+n08Gm8mtoKrBu1BSP91abLX6+60pXfuXpyTD9WJE42d/3dAujmKWCUvWpgAR8oVGYonT5JjXxLRGi+fDzZQpNDBXuJfcM4WPel8U76CwDzSrrN/0+3wnN8Wf09u0U3mreUVuphsjuo/xLVJInE429DHUeUE+iSXBUPyr7cvFOhmfAeVJaRK7RUYiQK8ktUBNgDSStCcXZukCNykERtvzubIsa6WT0S8lhet8e9Cpf1cCzKUs0Mc7KAP3CRS4oc1BF9BUF1AJ0E9BdRIbWGUQJKl/FKIhrY+5W/VRscHmgmt5N6juKalsUO/OMfVun3/fsG2EvoLnhHe4UErUsV3bZTyfKIlapiooasZ7WCgL+nkxjQyFlv2rfTMnaPoBTI3i/dhKcSpqBsYYCsxBccG+2gRE13BJWzDtQb6vKEMG0H2m96aGhoD31pztsGlnPsVqVM9jef9bQfUVA98LBvPmZQyKHr7LoA/gWqjJuB3QHPJjh4mDMx66DC1O2vf7DY/g+vDhw4cPHz58+Hig4mwjuFwwhRBkQ1nUuYVOQsqHTNFO2Po8yO1YwWzubAxSWv+Ol5BiS8g/69UJri+eWakQ+bsqTJLVurPkECkxvdCDvTADga7chinq2IvMSvdyQujXT4U/Jfu8EFCRzaWYCrCOB7ScfichhPR6TlIiRvKJV//xmI7bu9RriXHDYlHs+xjRBGrehbQ/MiY07trxNUPGr2JRLAxi+fXg6/X2pQ0V7CwWi9bqFjJZ7w4IVd3pUyHQ+aJBcC8uiKQ/Wo2MmHY/77cKcyC3tszZOOGYtntlU+B2kB+Yoi3Ij12PqR0v9amdq3gyfdJIXYmgOORjGjBNTEnOr84bJGJv3Zx7Gk+NWQP6P1bz2jjikSW19X6yb0wggBYYFISRNqB7kJKBFex22RRmfWJORhyPBo+aMdcvmva8vLlsbIYvHl00feXVPiHPurjwzSVZvz65pjb76PKjLbmj7Zyu443hG6ZwaCtkEfS8MXFAYdx2tm3Q1M1IGTKU1H++t/O14PGPvhscvHw5WC16YgH7SN6gx3P2df1W/q16++WcENy7ORVdZfPmYeJcKFTZTPicDPRosxYpzoBsIVt+a5F4FOBAughjDWYj2phA5g3MRwv7cz5RWag+9/fpshGKd7JZQATx7FomBkoO0UUnRXaKa9mQLauv517RQvfMvKFt0RM7Z8cra0erjUxQcCxFVygGU4YhklHD73iz3qw75b70Z04ruBG7Zbw/eB8xKDilEM1Ff03f4DZHgSCKUzXqif6C5yyIHLplk1iSZwkLYMwnusgJKCT6GuZwFGhphB3HwfwJNB0oqpYoE3kqRpwh/2neFygAhls93usYE6qp4m2bFcP7Ud6TGmzEXMJKjutsbeYRbVsPAwocRwr6VDuijdBfXLQbCGr9ed2hOdC2mA/k3a+KjlFs+kb+hpEWvdprbO5RHHj34uv1PLb3vTJYLtKmfzevTnlHoPhYZOC0+1nRPZ7lu4huU1jzqnnA7PMD5Et4BNeHDx8+7hNhVAa9QRaE7iTtw4cPH2ckwodsHjvTCK7wjrC6gV2ftrwDzQb8GF5hQFg6vdjwDNNBapFhpgHmi/xE8WgRLgfiohY5EEgWpASLm47OBdRMeGCOlInm3ohwuHNvWA0b3hnf57ke8TY/G3623n5u/TnZ57HiMYMe3RkQF/ONJa0I95Z7LWk2QQZA7dtYO1Ut2eNyjwVJUFI7YjfMHLxFj80Woga+GSQDg+59pSAr0JdXJAWVZsrGcE5o7EFBKGpvxJJYQ1qVrtJmmT2ajAwauVsSmjqcNzezm+2aZwcL1GQ/Me1SxYWCEMdBRNd70Gck94iNJEbNcvnt/ttGiH9cjo35gBb2Biozj+keNummheADPX53Q4j1uwFtZ2OCJO5lyt41o7a9tbllnuU4omu4FDVI83Cb2uKgR8e/V9wzpg6PFA2SeS6jvrZ7sGv4pcNs2OI4Pj4nia9Jzqr+pe0PVayO2da1pHu4EF04kWcJDuqN4IZBroG8LKKm7aebqTFMyGO6pqOthk/9ekByWG8n3wrmyWHw9eTtYJYkwcfLj5vz1O3IE8ZX06/W2zvRHcNpM5agkC7i+wQyhjGiEVyxF+ffITOiOXvJ5cTIbWVrHqdoJIWMZkeZtQ1F1gnAKKNr+lz5cW74tpqPJ/a1+AcfDnMZMmMauYKUYXiRTzq09slaehBIoPBs8bzVNIp5A5bSwvlU910elGbOFvMftvzW9tCQjsJ4F2MBRhW7eLUnIa1i3avbyAl9PBfdPU1SzJUHQ8YLzy1TKSA3k+YiZxqdBRopzwnvWkhcavSV+5HM60U7AxQNWe4qTi3iymivyHDVO9nnL/bDRlcTt+C8Y0H/VfJVvYOeQZFbSLh+rWPccVfAPYnJjM6sgMPN6LO8f3VmFogy97lkkJjvKOul6qAdlGu5Zz6kzhxgbrtT0DxzvKH5/JUN2crvlCpbxe+iPLlXz2MvjfrBLEhkTprNGvOhbJYZ86JZPjPSeWYOeg+8cclknGRP3VGL9EGFR3B9+PDhw4cPHz58PFBxthFch+MlHBj9tZ0XcmIPx6oEsFPULSCrQUZ7sIpvmTCoqkpUnmKFaqoH4VAL1BgraK5+NqsdIMFsYoDVr6sQoUMqXXFOPka/r8T8WTXi6ZJE8T+9IevbK2UjAj0KR0Yc/rXwNbMShB2vUWVgTqaIrx+GLetBKExARQArXdyLVLEqbhtQsDfDN1tVu7Do/daAOI5fKr5kOKgaKZptaNU5KSdm9TntTS2KUSGExcqs8JNeYmxPq9haEYfzsfgxw+V8PH68Zam7VdK+kw2de7KcGDtiQZIUcnUvIET0TsKr8f6xeTZa3eGx9DGjDPBWQbasVdwYE6L4VkC/y6aZUWs4GjTo5Hd6ZLscTunZPTsnhYVrJfGfn95QnzHIdUHI9VsDPiff9mDWtm4FhxlcVzG8UGh5L2M+JB5HYg0W6raZUdtMh/TsjgK6h4vxRcM7rdsvpfZ7J3zHoL6w8P3WhvqObvPtkO5pGtHxZ0WDZgCpDorD4GqxDt4M9oPjIJLPDpbNPR0v6JntT/cNwiIi9GpukGpjIKSwQgWiy6iVHi+yhXqKNk5hDmt8ITZ9GKohpvoafEeoEvDfUNkOFRmN9ma3M1OJ7iI4hlsPZZoORAoIczHhOeCqrWQvb6g2AprNCLPMd4yi6flDwGPmIgM9TlfK4pw5hOAwA40UXqRS1MG/gZiJiQNqLTqe5UlGDV0KCRrVdffpQmp16PO5aLZrvmD2Rf9xVG3QHzTqKXxqIHOMopvMAhBcvFuBykIZQPOpgbACqEXfm4Qt9BwGSUDYgSLDjlk/QyCtqHPBONLvIakpQJsDTeV/aH66cHvxePhWemmvhcDj2jFmMSY0Ei6ZBTaMgBoPngG+j9Sf74IvkaXi/VH7QjdNmzUaGpkTVjx5M6V3qL6P80Vcz2P3NuPgeBM1x1NfL2BcAUUbydCodhJTC/Qz8Gw7VBRcpPYkBQa9zweF5J7pL7g+fPjw8WHEfBkGX3kxrbc+fPjwcabnsfXDMY95ioIPHz583Cc2RRjsHcb11ocPHz7OYmwesnnsTCO4SBdogW6XCC+pf4bQJZUctyW1RPaExcjFYxoyMlpYHUuDxPo3a2mURvnLptbwexRcmPQep/6loAQFICozIelGZFNYageSOCDyV/FoQcVKn0w+WW+fL8in+lxAhUBVTFNKzd5Mbtbb7+bfrbd7KaXAi5EqBkMxTGhF3NczlY9y0lJi8KCKgeggzT+zMDMp4d9e/Xa9vRBwQZEqmIDX/Z3VHfN7pGbqe0qm5txIY0MeTku2bW5vjLwcCtL2iqa4rrem373bo6Kt0YaoA1cConpc2WooH+ciattL60uG3oAU/WDVpLUPl+QFPuxTWn8Wz4yZhX7uUtjDrIVFvDBtp4/zZEBSWo9vHjc0BBQO1Nc3o+tLZvS74YY+u5MS/SIpklYxy2FK1ztIuYAupKKuScxFYroIjOkXq5Du5bCgz1axu9o1fuo9NpyfhvTc3ooa2gWoMjejm6ZPD+Nh6zonvYkpAsTx1yX1z72seab3wns29c1jTctFQTA/TTfBtStFcONeGqyyUCR6dBoWhgkwDBGjA6YSaAlBKSDCM42clKSSI0JqWagOmN/0cIJJA6cc+xM2DjmO2ylwfpZSSDSi4/XP91vXmd3he9mzRaVS3FQfKOicuyRdvlTH474K2SKRlJpbMX4dbnGZzKdKAgzzp0g9ckGmDtCp0BdAAxPZLJhE1JnvvNvwgc+jz91Kp56SXnVpB3gumrLg/q4zdY19QfcCTcApoNLPUsxj8MAi5/kpygv6GsYGrlu/L+X9ywcALUCuoXkNCUVM9oGBAd4RqshMqB2gsaCv9NqSnjI2uA+jUFxTaEAP2CyYKjePTiyGk2JCmBuwZNl6vG7R4KKJNQgJj8LWuaVNwdrgvidGFcrIJw/b0nNoC3yuDw2wal4tV6bIT8wodN8MnKLdZFnPY9f3k3oeE7ZAx9yEPoBnZwpL+Z+gtbiUm262hUNN6ApfZObDhw8fH25U78iPPF4EPfXS9uHDh4+zOI/1H5J57EwjuIKMOLJbZiUaOEVbjODBzEFL7QC5cWVzXKtMPrCV++FVoS5e0uibXomm49QURGgkFAVZKIgQErdCpYFGQtwcK9thRIjWYxnLflV2piXZmX5m/BlTqHWYNGgapKN+a/lb9fZbERXizAdzIzBvpL0YwBJyOV8fJHdMsQpAc7bxxTEgDF7vMmK5rYQa7Y2MJMquB9dblpjlUWlkZKRoTxWJyPPlDVb2DBQai0RYG0IyBdItujAHqNThgtotzunAb69J5mtrt7FsPbdNCO65FW0/kpPt8CPRIy2EHUUNQNMuBZdMf4U0WhWT1cQYPqAfoACiimvhNdPvh2vqE6slrfb7iwYBAOINdDpPbcZCGyjANhP9/VpG5zkYHLREwPfiPSNjBtRuuWrsYi+HZPQw31BH2lnvGHmr61Hz3F9NXjWyXuNwbK5fy8M9WRJy/XP9n6u35wMyxXizpIKLl8OXm+tkabZ5ZIvBxGpU/W4QhDViFW3CusAFWQNt64tCJCCNMmah9KPlgyDQj0xI4RRtqsI5kdcBkskok0ZRgdDDjAYFMCjw0xJluL6iX9iini36zOqokdDLb+bm81IApbJPImXI14x5ThCbRQdCg25927EL1jU0jIy5Zj2SudLyYyiUW1gDgWzRHFDkCvl4sGLHZ81z58ImjE/J0PG+uu0FTWQ0siV+f0oBWdc+gtyibzTVObZdVYh9MZDW4ARkTT8v7k/SznzP+r5xv/IeVYV9OIdYNKPIrGy3Ec4hWTwULvH7ziCZhSPRhgxi2fHuj+yz7DLDQKEyxg3sfCHVZUwmIMnG74fisDDvwHLYXASQa7wDZVypcQ6EE1bs8k7hXdZhkwKCyY8O+e7Bball31p9B92E26RQiCs+n9dPbVNnprIylHemzmjiWch7AP1QZ20k8dRho3yfIswPMzwH14cPHz58+PDhw8cDFWcawQUHRlbDzirWICFQW9qxqJ3IjaiViitLAm6udtITyQwGHmS1VHSsvoBs7LCsyiNR+3jvbAwXDcc3qyYO8JWSlB7fKKabe7Z81pg5VPGj4Y8a84GkT5+5VbK4fxAE/23z3+rtV5csUB/fMdaWRsoE3Cy0G4NnWEEn55suFa1on9XBysrysAGEliOCfBDsD1fzlVnN61U00B6RrgGKzBJr9b+3SyuAz9cHfjW2+hzltLScQbXwhBwc7IKxkF5GhEoebhpE/O6COMK9kJDRt0bEJ708ItTykUFjijCKRoa3u5NQBz0X08/JuGlPII1azsdd+cNUoD9npJbBOCC3mpsIniFQ2NsxwWkHwYHJEGiZsWE5NHanWwvLL6Y/BlZKjnmV4xX8WBvU53h5bNFO3kwLJpVWbbs6NFJfkBTC89eGIbBofS5+zki9vTl40/CLq/ha9LV6e2Nzw3CFtWWmcMyyKIiysu4r2SZsjD10lgb9BYATOPdx27xCUJ6iG2ow0lKOFI+YYUDSSI1HPHc8l17SM3OFRm7zAcsBjVfmmSxvN0i7GLngszwXaDMdyY7xeEY2BvxkbYIi2Rvm8uf7PL4xfLIOfikjpHL/joSTnpc2azu+1wutVRUYjqIgj3xPukYAfTcaWfMcIF1axk0syAsHRXXGqf6bizR2mRiIwYfDXdSfde1dpb/iszq7GVo0Fe8R3KvOLKGNXSthzcEVFBZ2skDx0DTqFmF44PLRkzxpZz7xOc4SyjuW+61BkkM7lyGbpeXM8O5HlinZS2zNjeLcA5HE8eKj2GQE5buAuofsMDMc3673BtDuftQ3bYXagypW2uNXmsJmToy5Cf8N8pbNhQWtPlpyn8c8VhmCxKuwyXCs258HJxjvDN2fJUuBzFPje9363iJ98H1w1T+o8AiuDx8+fNwnKknsG3fDeuvDhw8fZzGyh2weO9MIroiah84qUH1tT+LEoLF5LzerV80dEa4JKu53QmNdqa3qksPEoFOC0ipEWFQX4CnBaFw4bFcXYzWcj3KDfmIVa9AaRjSApr1QvFBv/6/N/1VvnymekX0fKQktXK4JinklpIr0L5ZflH1+b/N79fat/C1TTdzFB4TVIJANEePmKlbDM4SiBHTzGVSMLvG9NHTQYLPPyMvdjeHX5lEzEoUrhcUiqp8ZPdc8LqBl4FLhuWORnN9RyDCjxi5iYETSmb/l8uywqg0PmjZaH68NrxamDXe3Cdl9Y4f4xVUMJoR8XhoS9/Z8SJzRR0J6bjtxgzimk9RyD/nyskEDe+2GhFhOsomtmGcEZlk2kNzdiK7ne+X36u2dkJD7VbRqoSq9ISENuwM6/kfCjxi+9xhOA8oEo7fizxztGjREGznM1jNjzLHfI5OEG7GywI0o23AYEcz3vYiu90qPlCt25k0bxfPYqBBsB6SmcPkcoecfP0cWu9ooAxkLKBBATYMORJvFMgy+8XIclDzei2mbb6crkTUCLry9xj+ijYzCfptD88kFFXGsQTVys92j+7xwfMGYYCC7M5wom+SxRW6PVmSccfdd6g/5YTM28FyA5ggvTwv+M0rV26LnHe1GRllFxpfiTcv90ikF0e3KWAnyyOMJ/VLPiUmZmOMAyTVAqdAfC3MccKcxl9X30mNkjRMTkh1kFBCZAsNfBFCFTBWMbTp4oaeFzDviOWAVA3QbnYoEu/0ocRB35lELt1txNtHWOCdQTqOiwP8WFA8IeGifid7npIyFziwJagnFCq4FiBbqQ0gYCS3b1sCIRa42gOIpqthyTArUPI+2lawYDsPXrQ19MPejbkCUEXQdCup2YD/M7SjPUqku6feX+/mueiOXqy3oM7/rkkR9vYudeWxmucbaQRrvXDGlSNvXKoYOTg2BcL/V2HSVGqSPOjVOP4jwCK4PHz583CfCsAxGg7Le+vDhw8dZjPAhm8fONIIrlYGZXXEATTTajI5FIlZ6WjsVX/dRdYkVi9jxqvUAUB5wR4NJe8UcHViurWg+YmWqVi7xtoMoM9oDLm6aN/yocxnxMz9RfqLe/mz8s/X22YI4uEMIkFZAUUxQ0UvBS/X2S0uyt/1y/mXZ52Z201TRC6eVOak6knOJuV9o/qHaNJo2bZSvGQkCsM6qCUCEy5Wq0j/gKv0ji7wYBCK0z0c0L8Ep21XPEg6wR1bTOO7FrXOXx90cR1P9DL4n8/VEOxXapEp7UJABRrlQKbw8WBrtW/1c9/p7xgoXKhJ6VQ+EBOgC+j141VVMkonhQaIvZD1CGRZ5U9IOW+RluDRKCdB+1frSOB5QQ9gDPxM/YxDDKh7JCH2+enCVPjNPWtqu6z4juH1GcDPa7kXUDt9LCaWt2yJ6w6gx/G7vd+vtpZRQ76fWT8m+WzlxT1f5ylj1wvJYI0Xgp6Ybi4xDrUP3v9FoE/z0J4vgf/1WEBzNwmAz25yMtoCLyYotyHZAH7dLmUW0J2FLy9qW/EcTwn/uN8odj++Q3vFjCSHq5xfnTX+fhQ18jPvF3AcU/t6c1FRezUi1QquYiFIJkEylKIN/A9ET/V9ktXT2iS3NwcPfTDcWPVSpU6mQR1U3dHD5OWkVBcm68LhGpbxxTmfFC5cji+eFeV5fJzJ/+Ewv6pnr1nxkQQ+5jboQV1dhocvaFO8ZqS0Bch91VKw7ygqC9HE9gubRY04U9Rr+OVklrWwE+O7QmBZ9WKXx2lJNwPVCeUFdJxBVUZxoyvB5h+YyMUZFmYWnLI0ei24uamuABvJ9h8qpCxmEokfnTK9Q/89j7jSUYDOIJp4B2gr1PshOmOvj6VzQTJUJwHMBB15Ulxjd1yoKrhpUJ+9eY5Iuwg9+PFQxBqr9eS4a9Wge+9//KwqOpmFzPSrzjGuTMc6H6eLguj8Lqtyhq+v2ec/B9eHDhw8fPnz48OHjfYanKPjw4cOHDx8+fPh4oOJMUxSQFk/ZXkiKOZKOtBSnSNw0krbfRSpMpFxAxGbxdF1kBlkNSFchDacliyApgnQKUtUQ1jcyHuPS2KYiBb4TUgHN4xGlIKv4aPDRevtcSVJIz2/IfnenoH2PUioaqeKbw2/W2y9GVFT24uzFentnQ4U1ushCir6QSUX2RBPQudgEqRwYVCB1BXmu+l56iXk+8ixYlB60AU0lwH1LOkS7A0KiBym8vk0BR5cVhYTburhhRc1BE8HfW9bOKrWm07C4dtcCVOR4dNpQMjulaVekbDc9VbzFsjZLrjqCVMy9zb2WBBiKQpDKWmf0gNL9hr4C0w/sg+uVAgQ8a9X3Ib8jFqGcosrSJqWOFFa5T8c9jiivd7tP0mK7W1RIVsWgoAqQc4NzJmU26Td2vtMeyYAt0oUp1ICd72HZ0DiOwiPTxqAv/Fr8a/X2Y8XHZN/Hcxong3Bg5H3WA2qruyFXNVU1hcXcFKFANkoXkqC9qmdWhGXdQkU1QyDtrPqn9BHmJIlFNeYEbbfN1CmxH+WuIkYNymQEcnMo5LuYEh3k2haZbVTx0d2PmjkA6XYU8UGOiS6UNlvFljnuk+GTraJSUDwwb8KIRRfiiaXnPU5jH1iKDu6JT2akGCX9zv1Lp8klVQpKFygL/LxMWpWLcjFHSwFUh+kPrr0lcq+fJY8NKdThMQyajU4n47qwr2utfFoq9iSLXUNXgdkEX5OhyvHDlPSvUyitC3kxX8q8CcoDz3+6z4F2gb/hvo1dq0PlkuvC/apdYXkslDO8clg2S++L40BeLjqmn9NzSsaMp2HpY3jO3C21LB7aCPbi7P0iFvebA/WCO7K0BtC/QIsDfUu3H65FikrjNjUAdAi8L7voOy0re/U7sZzXlD20AdNoYGYEec9Nv7kvefdEPI8lVTF5GIQz+zzMM3cMa4ydNPo46IwOReH9Flb+oMIjuD58+PDhw4cPHz4eqDjTCC4QV6yyYE+5LhvidrS0q9+WVaKSE4GUh9g+osgGIIuyrEUAgZEVpC4I4ePJqvqI/pjNeBXYaDxL9Kb0y2srQmc+l36u3j4TNtJfF8oLBq1B4cPr0ev19rXiNdn3C/kX6G8l/e0u6/IYyz+s6Fk+BtJnXTIqSZZYkW8YXpTO3+sDOkghr/6L46JdxAZAjAsBZEWpa3lQrMboFFbH4fmwvWoktamgmBfWSAKra/2cSosGCCqgEA0pKnMkWbokTqS9+Pmn21zUsxWbflpf37ZTbLG0/UojZcgEoJgAwvrLow5h/sJBIhhNl/ZV/RvonBSScKGOLtpDweDmeNNZkDUrmiImoMZvJmSuEG6HBrWkAzr2tixFg/MgU2CyI7wPZNe+WVB24p3yHdl3khJKvDOjsbGVbBl04yAiE4sq3iioeO2IYRuxMFU2zmjHWZYEv/EFEnOvAETZV80fIgvFz0cKnViazsgwwWYbfRjFQTzmelkzOTyVUBHdj6c/Xm8fjR41ZiBVnC8Jllr16WR76Z55LkDGjeh83jefxdvgUkzFe9oWGmMYyCuMU3RA9hCZK5H163jLlLPSZMnQH7T1sWQvgJAxcguEHZJgOgMghW4wftDjB9aqQJz54Uohp7IUhh24i0wB5e/Q5G/kJVG05majTAN0I7B6TpEiOO4bIoepJ0VMv5iXIAGGa1FoPIwcJJvlGKXowkaRs4I8IpB1U99m5z4XydXzJ2QB8QzSIjWFoyLlpWXn4p6dE2DnrAtrIc3FUp54l6EAV7eJFCczcotiS/1eh121FETz8YCGdlkqS1E6ZyqkAE4XJSNbu7bznm5DmEvokDEEtFZlDkTmjedVWKNjvCUq+4frmM1oHiODlVKyStpqXd4dOFfHuxgZLPc9qDMwEvLKdYrrccofoKCDR3B9+PDhw4cPHz58PFBxphHc/k7f2MNilWXsd8HbYlQJK1LIiBRLxZnlFQuMDrDijS5aYWy9mhRuDFZ6A8VNY8kSXA/OCRtJbd0JruC5glCZz8Zkt/up4lPGsEHzgMDNA6/wywVJf/1eScYNVbyxfMPYkAqnR8nH4DpF8gpLKldWRslFYVWN9hT0SnGQXZRcJGZwagUCiXwXzg0ulOa2utJv4P+wzJeWbhIeIPhleHaQlVHSMCIsDiFrh9+l789FbF15Hr5xy52DfSav4iFBRD84nG5GwcCjEl65aj9BQmGTzMiwEdWHA+NmbZCtNG14bMvF0vZDmGAscstNVCgI+gr4vzifRgDExpU3QI+7LDHRNiKbBb5lhwGLHIcR58PbhErOMzh0NGgctuMCpM+gJQF2XB5bq2a0XeMSLIj/6FwRfPK5Mvj6N4JgVvHoQBHXnEQH3ZB7AqKn8ARpr6ljpclzxYWEsjRV/LHBH6u3Pxn+pJFC0zzyo0MaMNPdqbEffi2nbM69gjjdmveN/pisE4OC3s6JV22yYY5UkJaQk7bC2OAmAXqaTJR9N9uVw9BF5gbwTYFYdaBCQPYgQyZoqpqH5FnieLB07eKnCo3aZqyoIfEh2iRbic1qaQ4uPztB8vRc4Ej9YQxgbuziLLrW8257ank0F2EWVIy3kPmqDwOTEs5qoa/JuOzIlonUmWvJ2sH7ddE8IxWFmhfcPwwV2IhJv1uH8bCF5leRz1T9AJBvzoZtRhv7zlZthPck7gH9XGS1+N2jx2W5VZqMF+YlzEHGYIg/nx/lLcQeqDjeJdE8MnPke+aqCp37ZPkt2YefR26ItbQZJTyPfTEIZvNQnoceJ/Kuw/cB3up9xM5X1XToa3HRfXOvHwJyi/AIrg8fPnzcJ6rvVrtbZaCyjz58+PBxNuexKHgo4kwjuOej82aVerRh2E+9hMDxwQqxN+sZlErz7YQ7xsgbKh+BcGg0DVXJQGMh/K1XOS63SVadjhi3RlS3tgideWL+RL29ML3QquzGCuidhLiHn998vt5+bfO1ensjuNG6/5YItKr0xP2ClxuPY7tCZX5T/bsrbDZwnBi+JqwxNZdMEExeiYvFJpAY5vPVv8NaSwAjB+2t9hkw2jEpzDPIb+YtlQvhCEHlIHAquhuadltsHVxfVeHqVuu6toNdQu2ixsB9DPbDBp2EkDz6YW6RXI3AyLnQT7lfAbUyCARfDxQsIKyf95t9B+x3iYxFi0elF+z4Gyp9cVk4nFrISz/ihwe0V6uG5Elu0QIgmNzmGgXDc4dNNDjs4XFoTB30deBvCxArQWmN25aUGKeopi731PNhsfRiEAblogyKdfVf2PDrFeonfFwB0+yz0PsKmoGmZj4p+HuaB/toQpzb7WzbZKM0cv3aipDab+4RL/lmSOYtd/O7xsxDt+dBfGAsulHhfXdzt2VnjLYSBFOjnWhzCP4DIYUPBV2+qW5f761tX3OQR90XMPcJEgpbc9XvxVZaDmdRVDpg0F0vgd8rPrVk8xgZFpMBgKrMB2+ZKWgUERxcZXnt8hC7lBZcK1Ogh5i7jdj/SWgY2kih3K2xDKMG2Kx2cIUFCQ86rJTDbmMAzBGGj8n/TEsUuti2GwzgvasyqLwv5hMgsab2g28vzmNjpqL5p1CmQT+SNseQQFZPz0drB6nHR/LliRxc6Xva0jZ0Mon8Nzm+HkcdiGZLoUKFa98rWz52oGm1QO+TguaxZRkUi7BzPLvzldSf6PkLyD4Up8Bn5wlW96XOsfghxfv6Hv/Vr341+PN//s8HV69eDS5cuBD8qT/1p4KvfY2+VOn4d//u3wXPP/980O/3g0984hPBf/kv/+UPtI8PHz58+PDhw4cPHz9QBPfv/t2/G/ylv/SXgn/6T/9pzXH5W3/rbwU///M/H3zzm98MHnuM7B5/4zd+I/jLf/kvB//6X//r4E//6T8d/Jt/82+CP/tn/2zwxS9+MfjMZz7znvd5LwHLWnAvhQ9HBdQWLeRVyWBEK8WqGpp2aPZdlrQ6yzaZWW2hAlRX7QKNrVZDmstrtOz4FOC/uvZ/GjEA+ghUc52sTWXkYd5UQd8KyWL128G3Def2dkzcuXVPwZOgXG4sl1JXqYPTJgAmEIfIrqjr9uvzSptPAXtX8JCgSWsqxME3dNE+BS6A74lrEV6X4v8ChRR1BkZVsJo33GusvB2EA/wzXWUrqITDYTIVq1gtO1abrgKD/pzsg0pn5nhCE1Ij4GLvyigaRqbR4uVVMVbLwsnjZ9qlxSqXyQgpOG+6YhjZjWibUcR1bOw6dT/HM5OxJsCZQs/5moH6AXkzHFwg69zfYZuLTICxrUQ/HPE5GJTNppmpyNcoORCGNOPKcW6I5ILi0IF7CdtmHmKa2yqWnxXH/jgIokUURNUzYjdsY8PKbeTyz0QFgrMoBhmDdSl0JbkfAXWq4qAgpPV6fN2072txo5by9fXXjc2uKEMAnVZ8RlSsLxJqyDuLO6YdVpvm3Pgc7kn6lQb7MNSA3LLccXSBq9XHDe87n+YGZRK+MvdPw191EFeMEaCS2vq5i6vfQo86xqrex2S1oBE7tPre0IzWXEyMCcn48LBBv++yV0X7YYwJb10h0y7HEjbZemxgPIvagYs465Ap0SKt0l11szjNCT5nF5IIZFS40qjHUO9C4eDyjUvbgHOtQWnuR8KnZuRQKy0IWorxObNIbr5UcyzfzHq4NgoMbkZRz82o68B7WeyhldIExrOrEWwUMaBIw/cr7x04SXcgp53RpS3MxwKv1x1ThZpvBE2vlHeq0oMl/4c+ofR18S52awk0p9q1EBb76w5VEETrnfkhkHDfF4L7q7/6q8Gf+3N/Lrhy5Upw6dKl4J/9s38WHB8fB7/5m78p+/yjf/SP6i+tv/ALvxCcO3cu+MVf/MXgU5/6VPBP/sk/eV/7+PDhw8cflpgvguDr3wqDuVJk8+HDh48zOY8tgocivi+q8f7+fo3K7OzsyLf6CoX9uZ/7ObNfhfJ+/vOff8/7+PDhw8cfpsjzMLh+M6y3Pnz48HEWI3/I5rHvq8jsr/21vxZcu3Yt+JN/8k/WP1do7mw2q9FdHZcvXw5u3rz5nvfpitVqVf+n4+70bp2+ghg5xMe3d6gYw6RZuf6sn/XbKSYOpO0Pl5SrPM6PTfpIaA0aXofqEGB3TRpHkQAEr7Gc4GxBnKniLSaq34kpXfil8kt0LfFhC/KHacN3l9+tt7cCoiysklUrVY80rMhDIbWqZJ3yA6eABAVVSCup9GZ2ITPpODFQ4KIoIf+r+9wkGyvGzeeGaYA+N1IloDcg3WkErVGsdWjT+zolI8U7TvEaMr9dbSTPC2lSnTbjNL4U6SElikyYrjPBxxV1gH7dPq5kaUBjgOUxhOpVulzoNijI4rSZSf3zPkL54H1x3cZsgf/ZW9H4WS+48GdoU43GpMPZgmajBeVFViZwJHJUek/25euD7Byei6YDoaBH7FyRElxb4xCdom0VacyYmjNRvBhm2yCNj+N1SUtFUR48eiUIbmdJkOWhyAKK9J0aA+iPItiv7MARYhOLQk6YbvC+N+KmUPTzBS38r0fXjY3x9Yx+ruLd9bv1dh2uTSpd6EbqtjGPYQ4Ua06YbSgLbTFZgMkIDC50sRG3IySbYBAS7zhpWSUPBjqHyC9xqt3IIGlbUkVfgYWrNhKQ+dcRkTcyTGG3YYzMd7BN1jQjnqtESo/nT0PFgl0506sG0cBQ27reCWJwwO8A0Hn4os094R6QZtapejF9wFyL5+2kjulXtlDULeLS8V7Sx3I8R+pKqAqnFEa59AMttwdqIIq85XyqHVFEhuKp7AbfA2pglTU1qFzS52BZDDMM1ZdxfVlMx0uT1Mph8jxiKIahLd4UuUFNHSmcuQXPtqMQz940TmHnFCN1ysdGP5Y5L25TY6KU5rF3b4dBloXNu1NJQsrxTzJm6CqWdCgLXXbSHyY14ftGcP/23/7bwa//+q8H/+k//adgNFJliB1R3byrDfh+9/mVX/mVGinW/x0cNa5EPnz48PGDiuEgCH70Y7T14cOHj7MYw4dsHvsDIbh/7+/9vbrQ7L/+1/8afPazZEgAiavxeBzcuUMoJKL6ueLtvtd9uuKXfumXaq6ujmc/8mwwW82Cfq9vVmRpvylqwOIUK/BkmRjpLyC6xmwAQslcEDHLZq1VphSO4HeO5IwrNk0ncOx9lbg1isFmIzrXtzMqIPve8nv0B7WYnRakQr4oF6YITISs82ZFjsIEQV6Anmo0mlEoWWUyUoZ2SPOmPQX55TVNeYFXcHdKg6pWsSpXRh4qHsT2/tlqViOssFGUQhWFlMgKl00aBMHpWBCiL8BAIxg7Au4a2MFKHKMBEjaMTuv9ZaXrkPO1PaNbJBJNuNhmN7WyMkpmDs9MjhO2C2KAUAO9APKii20EIcDneWUt1rCMXujnvdpbmQI8tJUuukHxhmt5jevVUkjusllkZ1QhEIo3ULSEn/NDeLY2nw9nFmkBUiYyTBohddbIgm7DAlnJAoqpBBdndBWJyC31oyBMyyDcCetxi3Gl7UMxvgU9d6TkTD+NnAK60KJzs7KxPn6peKnevla+ZpCsRd4Q6WBgIagUzy1i66xSkq71sSBmjCLqwk4Yjsi4RFM302aQ7DD6er60xVbOeNUGLBhzmBu6siZoC0HPgKICrOuwBW1JbCnQxJWxOgkpNjF3xvQOt9WgbQWbrlKTjZDCUZXdwDjBdWIMmwIejBcUIvJ8jEIvjfZKtiC3YwLHNeYifP94PmuedLvmUddAorNoCOPRNbtxkGf9N9cYZbWmuSecN8eHHKBrzazfgfI5zL88+LKI7jtPO6y+eVyKPTj3q9FxA9ChwBJ9BMfBHJSslPwYyxNCSrA36hlzHfNcHMk7MWHQbX5CoaQxWGGJQJNhhaWz29/C5vPI3Mk81g/pXY5iN9X/cA7XuMWgx05/cMddV39WO7fu/Q8Ngvv3//7fD/7xP/7HNXr70z/90+ZvVSf+iZ/4ieC3fuu3zO//x//4H8FP/dRPved9uqKSE9ve3jb/3Q8V9uHDhw8fPnz48PHwxftCcH/5l3+5VkCovtz+zM/8TOc+f/2v//VaIaHSua22//bf/ttaK/df/It/8b72eS/Rm9CKKd1hYe3dtvB9ukgNUgae4fyAl+aK1jsZEWwYDumLcz8mmGK6mbY4QC6S5fK5NFqmrQA1305LNgl/lL+zHyQHRiYM0k1GRJk/LtxZrPiVQYHY2jJKBf6aiEF38RYdhMP8DSgvnwMIqxhKqGMBPRPpLwhHw7JWXSdE4WFji2cgMmcdElXC7YlPXhEKX5VRFjw3vaoUCSRGDPAZI9AOAwXcA669w9kKqDEksOJJbGW5FIoInmsyTIytKdpIpLEU8gvuMrijInOl+wL6Kjh/LIBu+KqMaIBjDuMRWGJqnjYQQuFtcj+X/q4NOWBN7VoqqzYXYfBVbLIl0UGbVwyumRiDQKlq2La8xjhHnwNSCN52fKRsjV25KMfEw/xtEwXVsKiOV/0nBh0KEQdyAjMDkRxSPF3VAHwR3banevG+TJbGrAHorG4jGXehRdzluWg++XZoOLOCXPO9aGS0d47m2HKHUSqud9D7oK9KewLFmfI4urNpm98kto+IMYvifYvFNYxymI/eZY5wovi9lu8DF5znajwv1AgYUAqAVG4zXhgrMMOpj8t9Yb1em/GNZ6DRczwzmRthBqN5oI5BiOE7Oxxx9DFBch05ty4r2FZmoSNcAX/XWlj/Tc7lmHbocSQGCngG/DMk3+arxrRkEFL+fBJNjMGDlq8DRx/nhKWuZOxUf5c2Rr0Am/24hjyG5w9e69SRdtRNFjuScnGby51kiX0HunxWdbwubqpk4CC1qFJbgubiV5CW7HpWeVMzUc9jFf923Rg9iPyfuiY3q2LqDVxzpI5n3jLEOOV7xR8KBPcf/IN/EEyn0+Bnf/Zn65vHfxVlAVGZP1T6ttW+lSFE9e///J//s9G3fS/7+PDhw8cflqjew3fuVS+6H/aV+PDhw8f3OY/lD0cLhmXXV+4zEk89/1S9HV6k0tboXJuTV+6XRgx5cUy8tew4a6Gy/YQQ2/4WbWcb4sHtL/fr7apQK0hUyLN7IBQCUL1suKe8qgRHC4slEc+vLzowYtTCi50VBoHSiIZYLjp2foJ+Kj4dxPClKl8/dfBLsQLHooyRovRiA6NGT0SGgyeV7G8zZ+lW3l45Q7DcWREKr6/a91JpkEz8DfymutmW1HCrt+g5bA7tt40uREJ4tCPLBwTSR7drUVnXlrfrXoDSYbVu0MDUtn20E5kqW62eIUgjt3W4Gxo0wFQXQ0z7Hl376i73R6XNKkgzI1hQFkGlu1nVM3db2prF7IEQFdOiVcGOfo97wv1r61JXUF+sHnUbofgbQup37Tm12gOQ63AUmnaEYoe2aIZaCpRBcB5BCJkPbRB1brP8iD9jxVooAIheio2JgRhzVJ+/x9beSWLMX9DXDP/QQW6BvuCzoiKishoy3pkrrau1gTAhO4Q+KDayKhMSPxYbTnw2z1qIvey7ZZFg2BnrLIS0P1xYef4BrxLtYkwQOKsl14vDabUHRjnjBRuPrPjDmw7Oosv7xhhWdQ7pIO3MOoDHCU5qp4U0o3SipgKkUMfSUWqBEogSKciyrLPuwaCdfDOuaL5whTW38gSb3U4eOZA0ZAtxyg7OrKuA0IUuukYUrgmONqTosuA216BO10vppTpM6L3eT/stlHGaTzvnGnm2qohqnYr/u9kiY5cWzeCAYpBW2TH852HTQVF/gHcUUFapZdCmCUDYecxKRk3VTwi6r1bRUjsRtvncopiDuTdy+n58imWww5c2FtnIouBWcTlabAPzN7I/MJeAeU7H18oP+qvmezneH1hFwYcPHz4eniiDuP6yc2bxAB8+fDz0UT5U89j3pYP7w455TrydfEFLjfGEyr8fXT8q+2yvSBP3dkQ2tgigvMaGNqFl3zJaGg6myzvVK6JkxIjLhdCgjIa/w0uhdJKaFRf4aAal6lnOl6C8aoEunMbcQSIYOdEav+BOSuAWNJjE3Eu3mlbuV/NgDxz0BCtloSidzOsSPhfOo+5JeKAOz1Lzz7I13wtvBCnAtXScWjRZmacJLpLR2wTfjBFs4WrpA56ggCEIj9IcFISk5yAGjFb1YvwhCAY91syM1gZBWB2tWhkGVLQDIRAeGiOFBslBITvrRILDLdW7mjc+dlBkrPxV1wEaJyt05h3iHo2uMPdl4YEmHba2ke3DgkDyZ4ytLfYF2j2yaGwXmgjUT9CUyGrV0k4WIRUdS22fyde3PQ6Cn/2pIPjdLwfB0bFCLXUbOeLpoqbQwbN0kStBw6CvO2pnBIAMYk4wSA8qn4GiAe1L2zM9OM1AwIUziMyDnucWNpMUHoR2LNZ/tO2I6wRybRQcOAPQQ8fBbeJxb9rXKTq6AB65PbsQQskONQ3bHA/KH4yKAbF1eY762MjUyHyBfqRqGDCkoDYjtu3gyOsx7ChsdGmDYoy2EFJHX7oL5XW5kV2cWZfT6/Js9XFR9d/JD3XO5V5v57sgdHRswaFVnG7oB2OuXmfr1ntN6jigpMLvaowDcHurSCOL3KN9MbaFg63aAveNa8E+Wtsc8wXaGPbAmquKOQr7iOaw8w47qb1aPGz1GFxr5FZ9yUbty/zXHZ7H/tfvlvU8JsfVHH0HZXf52OYczS86P9vJO/4Qv1t7BNeHDx8+fPjw4cPHAxX+C64PHz58+PDhw4ePByrONEVhFa5MyvLRjKgJP7v6WdlnN9+tt2+nb9fb3xv/nk2RKIu6zYjTMiX97Wh1dKLUihQ6ZNbgALQEnaJCMcdmvLEi7FuqgAhp4dJJw/U4VTZOWufezDYm1Qw5KiPhs7SpOhGFVqkEpIPFmAJZbqRjGs15OaekU2Cg0HZ7bKXCmj90/IrbBEU2kjbSTc8FRCL07xaFKetOKTaInOeF4itldykSJ7BlRYEJUzd0+8dXWOINQv9sTGBSM8jM8z6SLuT21YVOUhCZOinMsJ2GFWtG7NOV64FSD0S/OVWNlJ2mUoikGGgWnPaTAiVO85tiMC5wFLknfgZaUk2ei2o/N1w5LJFj4rS7NkkRigJSyZDd4yGRbZrOJ2MLxiauiL+m5oD+M7ApR120piX4qtNXRZqbFYuk138IWuNI2yt3FYHShWFjU4RCgeE5TR9XCk5BQylPaU8I4GNOUMUsKHQph5aaIilcFNtVsRfYOQBFe9omF2n7gS0UhRyTLvSSuYopSetybeZcXWQmNrkoUoR9NV+EHsMyrnnwdcmEyTiHfTV/Hn3OpIijE+TX+Lp1+hfUBNDKMDZEJk4Vw7mFMacVb+FvJ9EQ3gtNQO8rhV6RQ8lyDBvo9qPOd99paXTXFKKraE1MF2BAwvv2yoa25coKglKgi8zEwAgmRzx/4LNp2PDqhFaVOGMEBblqnhKaCvdD+Z7QIXElbcwyjckmMZ/R5wYFDfbIQhVTryFj6dw+WftXjqyhKxVXKJoXaHdlWdTzGA7Y9T5sFV1jbtEUM7fAS6ZD2w/N334IegYewfXhw4cPHz58+PDxQMWZRnDLiV19XNq/VG8fnz0u+/RZzyqbZEZyJNgJWqjKPJ4b29TFdNG5kjZIAaMhKGbRKxdXAFoI9fttKY10m1ecvJAdnRvZ1asyi8DKLN1LrWwQjtdoZjcIMwpdYE+qUAXX4g/mDSIIz8ihQZEYjU76jNaIo0CHbI6o0lgk05gkADxmYwtZHbO8mUbcRFicV9UtEru6FymgCR3pHiUjA8QJqLEgGoxw1fts0T69yz1bQAXbUCUBJRajQDkDi3KuekpuDhJdWPlyMVeapq0iSJiUSHu64uG6bbiPuOiKsZt2ngN+BgKp5czEZAOoT2H7kchRKSRYrH7xCLTgPQqkIFHHqLRrOqLvBUV6clwcXvdPbnNBGAHAubI4uuAQiCYftwtpODoKgt/479UzpBbtQlukONExuJBMSIeGrjwDUkRq+uuWuk4uWpIiuw4ZJrcYxTUx0Mi9BM4JswW0kZJJgzyhyAFhruhAaPB8IZ0mBUrK8rlX9EyBF557p+QblN4YsXaRJWOF7hhaCOqkEHwUPwq6FzoIuZbkA1oFJK9R0W8Z76DIMV8xYst9Q7JlCvlyC7pOQ0Tl+M4+XaivmBY4CJpBYNFcTtEn+tV7Kf7R1+JmJqQ/OoVk5rqAnvJWxnQHeuya6nSadnC2TYoMHSSxinSD9Bht8iQ3mQVY9+rPSQEuz2+CvKriNenfyCBCKqsLOWWUd7VanWxW0tX+5ckIrswvyhzlpHd8wTcv81hOGSlpWy1TB0k8PCv0X3UN8uyR7WyqJe3PHX2yM/P4AwqP4Prw4cPHfaKa/ysJ0/Ik2o0PHz58/CGP8iGbx842gssrgfUBoQF3F3fr7b3inuxzubxMv5vR76YJCUTv9/dbpghAdZfLpRE1B4KiV0pYtQln0BEGr4MXjoJygjPDEjMicl4BNhuCbC6UF4xcED5zFDIBtbrfHt3v4jwhzHnEItT7uUFDWuLy1Gim7czKihFxoJVoG8ifaARHRK6x8mNgPN6OWwgRUF9IdcnqHSYMClHF34SrpbhP0diux9Ilr6rXeavthe8Ky1tG68R8QfFgo8uR4f/CdhicKo20gme32d+YPmKsakeOKHxk2ypZKxk3Plc8s7ae6HOaiwl70OJ2YThkQAno5EHnqr5lv6j6mEjdgb/KbaUlxZC9kHblE4m9seaxsQg+7DMle6B5my4HlUOyJVq4Hn2WESKgfDgnpNAMGuvaV7OMmUY95TM8HtHfu6SVJuMw+PgLQfCtF8tgPg877U5PElMHomJsffGcHXQa9rlmXuKMjNQLCFCmjsfnEukg2CXj3Po68azAMwUfEhbAPcWnduxMXRRVHw+2y8i0APlJY6UziFPzXCBjFyiinq6A7quaAn1uPX8KaubYler5A/xZsclF35D0UXMOzG/SfnheQJgVyr1YL0wbuXOunmtdC93T0CyXBytZw47PuMhwl/SX8J85G4jrBYJprFhP4AqfJhcmFrEwg9F8f7QNPw+pT+D3KNrbyHI6SKKxtcW187tP5jtuei351g/75v4gRYl3gQG58R7n2hfwyJOiLZcm8p/cv8HhXy/X7awjZDAd2+6sbFKexrr+hDD1NY48mMwLXVkWjvE4qOexb383oHmsQ04On8e50O/0+wDhGju481D9tx+i5q5HcH348OHjPlGtfa5cpq0PHz58nMVIHrJ57EzfJmwP8ymtLN7M3qy33+h9Q/bZDsno4dXlq/X2nfCdersoadWdnG+aABXHoiIA9AJ8H7UewKrE5TwapMRBj+AECWTwSnpF9v1c/Ll6+/H84wb9mDN8886CrruKm9HNentrcot+zujnowWhvIYfCE4SEC3wcjT/FfTfMQjAjrKBQjJhVQhLVbELDR2x9+pzOyyWPaEbjw9iy4tktMqs1sHt5BU0LJA1MgD1ifCurbIW/qK6dvRwrKAFPd5RVaMQ1YerbchwslqwZqvMWP0Kj5pVM3SlOO5B+LVADSnBYK2kUbke5kaoPFuwfep51UZsRS02tuAbKm4aeGGiQoEsAoukA73SxxHFgYWDUjWFzUESc4XwJDGWteVWuz8JahZb7mMX71tmIEb7o0UHv1LotHxc3AK4w/z8dfYCY07QNDSjRmtwDgBE47B1blgUE/GWxmU9NvGZLvOGopsPqlEqUexwLEGlPTRYMnc4zBjTHWi0cOoCx7xDjQ0gWPI7HIZvFeYG2nhE1BPAbee20mgZMgqoe5DMkEKt0LfAV8WciPlJc0ZPNHJBk6mmS5PUjCOXK677oaDbDidQc0aBVvWWPcOzxfWvNw1K13TLbrtc8074PtCsLhT1JLWDLqQdbQLFCqmch4CF4qIKd9ThVnaFnIOPg3kPc4Y2HGqq+buzCIZD6qozdJgICOIa2mdoeLXc/wTZhGoITIXUtyBpR5h3MF8bGSWT1Zs5Y43nU92PxNgBn4EpBF+ffj5u/+mKTmMISX44WYGo+RzeK0F1HyW1Vz2NAXFVWQeZr7jOBCo1ev4+ifPdqZTwwwNwPYLrw4cPHz58+PDh48EKT1Hw4cOHDx8+fPjw8UDFmaYoSLEEpzffzd+tt//f6v+TfXpxzwgtL2MqINvqbZnCHUMsB1meC5SQ7jWp/8gpukLBg85Y8v6gUiDNBVHrJ6MnZd9P5Z+qtx9fEUVhK6Prm5WksP7uhu6tisP+Yb19KXip3n6n+I7Z6lSHiI1DPBvpBy4Eqv+9FZvUeX/Tt0VCunAOhR/wW+eUncgTMSlfp8R623S/xQU+3j5fy3FzXHjb41rSy6l5JpoWILJQXNg22BkY+oRJD0LCh8XrQSmB/JF+hukoNZ/NMyUJs0ysv7wj2aRTzZAQksIm7qeShtWFL5wmRKptXaxtUcuR2heFSFx4Fp+PrZmHeva9lNu8b81GQLHQNBORoUIRBug3amyEu6GVjsM1dHi/I/UnxUcsNyaFRDolhhmImERBOA1bxgRSPOH4saPN8lhzSYLOYo6u1JnIOHFbo0gKtA59fctVEHz7xSBYrDi11yHD5EogSQaRi9jMvqAOcDoW94L7hqyQMZHB8wk7CkOaqj3b13h89q40fBNcB2gCoKZAok7TI2TsRzb9rAvmIAfoyqRBFk/LzWXzzJ67dIpS9PzpFjohDc0FSiK/posdYQ6AFLWua+Rxvok3hjKCNLSYd6j2d+c5UHwMJcDpWi4NoYtS4MZ7MW+Q++jSjHIC++h3AagJbqGw0IvUZYOiIWn9Lpk9UJu4L6Noq9frGUqINoiRz0J2rutehDnE18kXCBqKKULm4+BaYBwiKXktA8d9DJJfMs8piUMpQOR0PNLzGJ9J1qZdCKUpbVPGcGy3sLGLbtEVbn/Rn5PzCNsrsXKkZdP+eLdjHlstq9YNW8Wjms4nn3fmW30fbt/vouW8l4LKH1Sc6S+4Pnz48PFhxHodBq+/+UOlk/nw4cPHBzKPPSxxpr/gAk2QIhZeVRxljaRWjytlBj1C+YYDgnt7O6qChmN1b2VQBhFwRlGPCileOGUhhhUPUE0hzTPyoMnok82k3u4sSatskVmTia20UX6HFNcL/ResvBlDKa/PXpd9p8HUoClS+HZeFYPtJkb6xl0Z6qIbmGCIFBKjqYLa9VXBExckSbHNsjRInpYfgxUoVvrlBdqnN2qeE9qk2CsMglucL1qoNApzIOMFtBgIqbZyTAaMbOzwDfMp43nbvhBIkcikcYGaLhbAc3VFsLNe1kK/xPKXEdC0SM2z1Cgq5H1gApH2UlsAp6+P20JkmJZtExCg27KyxoIdxQQapOLnC/QL8jcoQjIyYSz/Jghrwc9ZfTuUfojiQqCzKNhRMmEuigHUBgUfuu1RZCQIa+RkGLToPgqRGMEFqqjl61BUFfeK4NLFILh7OwzyPOy23z1BBF2aV5lYCOKIrBEj4pIZOGquE8YbkAnrFJTH73BuluECYp/Nmj4iBad3S4sa8xjRBWkYCyjkQ9trAxbJYjCCh+tEv9SySciAAFhsFUcp1Fb6JV+OZMkcYxJTDFc4SJfuw7B6RtaEZawwF+hzr9Yrg76786e5ZgdxbaFuHVJyIufm2Nt2Hfe9/P4kVFe/Y6ReDNk8p9BLv+dkvgOa17j1SIjhBrejixobu9zYIqwiRYX+pFBP9GUpbOV7QPGiPvc8mncbGWkTFNwvDJcwRjjDpp+XFPvyfcMYCJ9BVlNfF+bEZUFzdqpSQJABk2werqVjju0Kt8jPFLVKgwXW3KcLJS75mntlPY/dvlvW85jIqelxApMUyE/Koz95bLpFZu64/mGF5+D68OHDx31iNAyCz3wyCEasMOLDhw8fZ3YeGwYPRZxpBFcQGMh+MHqouTr497g/rrf5gM0QhrTqWswJFaxidUCr9lVFVFFoIlYyGlXCKk2ugffRvCNZpYKrxCuqvEfX8E6vkf76RkjSZrOIoMx1uDYr0my7QWDSHTr3pEeo7/Ph8/QHVreCxXAVN8IbRow8n+Ut0wTwKgX9YFRWVsOKewzURHg1jOwl29SV0seatocMWH6PjSgOLJpojgu0k5FB8ADRVloybH24NgLeQI4MAsHnEAMFyI9BjF9LLGERC1tcHhV6tY6VM3jZsoDlc2rOl6CHfDyggOgz+tybEfOeM7qXfEH3O+jTwywHzb5pzsjtPDWSWL2s1+JaASnbLDcGidC2tnjermC4IDGw01VodjGyvF1BFRWChHuS1f1W2ObhxTYjIJbHPFY030vE4ZlDKNbHjBQZUwio4TBaA+Sxi/8syA0QCkYlu+S36j4R0+eLKGzkjtS+whlUBgQn8u0w1hgtjbZsvwLy7loc0y5lC80RFBWyUUAIkRHZU+gL/zubZrZvo11Ve8IERPiunBzTHOm4H5t9hLueO1Jrqr+cZEfbJRMmSCEk0ICC6n0dRLCr7Vui9JjXud9rzj3mDyC3Ms+fYjfq/k36V3gyR7EL9W1JUDocxi7ZsZOOZwx9QgdlQx9BFkUflxFGjLEuubCWJB3mWEa9jVSXwxsXC2lkBjrGpRgLRI58o+LdI+M1L6ClZzNj+l6AEoPLDm64NqQAaoznLtxZ3CPP5aYuARx+1HfwZ7VNMN7nko2AtJ4aw6eZaHQ+T7cmAe3G78xIc2YxT/E8Vr3bq/+kbdQ8dpL1cleS4CRjkS4r704JsR9weATXhw8fPnz48OHDxwMVZxrBxcpFBKux0oubld4wGZoq8nxMq5t5SCu+9UzZ6m0c1IcraYFkGTQASBMQE+a/oJJR88KEqwPiGYOcN2JCV6v47/l/r7e/l/2esXMFRw984yqeHT9bbz+x+US93V3t1tvH54/X22fyZ2Tfg/yg3q4WK8MHLg7aVnrg4m52NtYcQa1akzzptBpNHk3aqhSMiG32rOWxILeakwlOEuia90prJFB9flgYtQOYFwAhFOHu6pzpxiBjQPLX67Xhn9bHHVikVSwxlXoEEFqp3mV0Fz/rlbiguQ7PUFb2SiMeldvrnH/JGwjMZ8dZq2oXaC9WxvJZhdhBPQPPCyiV4TjCwARccYh+c98Wa1iFjPWinnkWwX4bpUObYF9BjlR7AhkBjxZoN/ivWpVBkCzex7XCNVXQnJkBUi0oXwef3OUeu5bAekzEySaIhmUQJdV/3XxH1x5WEF3maxvOLP8Npgpii80IvkZRhe+PW+ngGbroJDINwktX3GsxEXF4z8KD3HTYGDucVplzO/iFmBske6CQexeNPI2v6qLSgmw61tfmXvBxofqqdnRF7XnYQOVG+MF6HwGx7DM/jTPrclHRf3W499SFXLs/v58q9NMMGlxkTlBVZUAj4DPQfaCB6nHJewN1BEBsMf3pPuwojIgFcoeVtKDl4OLyO1XziWUejhwuM8aKanJ8XhSF0Chcc2Lmbu7X4L3jHYjajXjZHFiyLGgaKKF0jHPMpW72Se/bRVs9jaMt/QLItGOOVA7V+4sR47hX0jzWqzKfoWRitFnOSfbpXX1JENsubvAfgvAIrg8fPnzcJ6r30+Fx9cXcN5UPHz7OZmwesnnsTCO44MsMWQi31++1+DfRgFdMY+ZZzZm7s0jN6l2jO8I7QtUt+DLK9hGrXaywWrwVxQ0V3UVw8wZtdOHuinxcb25umtUlVpDDacMKB28R9/9H5n+k3l66c6nePlU+Jfu+VbxVbw9Xh5ZbdahW16yDCW7S4LGB4TSjXetzR5nh8AKBxKo7u9O05+YOnwOU4Nzhy3UsWYHcwYZXox/FmFebu5HReO0NemaFrtHizWJjuI7gXRleIOvBuqoCaZZ2WB0GZsWLc4Ifq7UTBclivhn42UAt6ECBqXrH8aQqXnG6gfzDvllQFsXRRJ+VrAGjKOhH2qpXPuNYO4rerl6VM9oF/eBoJzKorOGDMhKOZyCzjDoc2hNZjmgSWR6ntg1l1MflCoqWpqr6h902kEex6eR+qttKeGOxw8/WmpCsy1x14c+/EQR5lAfBpNEeFltjOiA3IxrSQcoV10+yBZxZErRqlbTQblR2S7aI71uPDal8hq4uzz3luDR9XF8nzilqMeiXCqlBxkf4kED9lHKF8Pgwt/DYQlujkpw+bsfYaZqvbkYB/RJzjbYORT+Xe4F+qzqeXHPRbR+rx4ac4wSu8Glo6nuxLz1NK9dF0Fx+Y1c1u/s3VxfZPG+0W+Soami9Xm4rcF275mxBRqFc0mH76gayLchqoM11dlSjiVp5oR57TptIBhEWvVBBYJtZvQ/uQa6X+zu4/bovSNaIP4vvAKIIo94tyVZieLb4bmH4vjz/tvSZ9fPR7wXnPl0eum4zyZBFTrZ3uzkOMjqLrKjnsWq+iMYq66L518hkRyfPN5IRPKGvm/794VNvJTyC68OHDx8+fPjw4eOBCv8F14cPHz7uE9vjMvhTP7UJtic/RDjChw8fPr6P2H7I5rEzTVHYmZDDwTgc29RLowctMjeQlBocDIzJQLSKWqYIaUQphtVwZdKQulhCCtEgMM0px17SpPOjywzx71hhaYi5r+bMQ6j2WfA+C0uTQEYIEltV3LhLxWn9lO7p4vRivX0+J7mwZzZNkdk7IUmR3S5u19v1Zt2y8ROmxL3AUBMGu4NWig2pH7H75Hbc3OM0/LEqXkMxmdT5hFaOqkOIWtKcsNJlxoamm0QjW/BQzIpWIU15UBqhe0njIB2nhMXTVWoKDETyTaXaUGgoFApHHkXvK4VsnBIERaVI26keSYVxEQJSWbOQ5OL6vaYzQzJMDBQ4bdxlSykpJ74smEMY044wM31ZCgYcS1PdXzbHG5PygkmGTheLzewd+7O2XYYsGIrKXDH2cKz6BopBQC/g202SpF1sBHoELIpRgMYzHaTVDG0B8kZOoaM+d1W4UdWW9Sdp0A/Cpu10ARXGFKgjbkGNNoxBHSxNXXLfoKjoIjuMDaThRdYN5gY6rYvbHSbWbltJ8gn9hfusyD2h7bXcHmymmfKBtLTI5an7LuaFoSiIxNYpou8npdh1uNQMkRpTz11StyhSBVVMC9i7IvvcfEgbi+j9e7guQ2NBUeoJ+xhKAagkTlFOl/TXSTSIrkK806TJZF/0R8f0RNpRFWbhmaFIUWyMFcMJ1BEYOkj6HTVsqhhTKDk8HiGZaGy23f6JYlemaQk1S79LuJgY4xq/zzDBqL4PaoIUVfJ9a2objKFW4crcg8iYaZoV9xfMk/jeYAxIQBHjdwuOK7Jpmuqj3kknSQx20VOEUoZ5BvPkRn0QHiklzWNlVATVNIJrNUYboPfwM8PcYuYb/i7zngwdcAs/hO/UHsH14cOHDx8+fPjw8UDFmUZwe2nPSEEBver3G9QLK7ton/bZ3myblSMKtXQhDUwRsLoBadusSLEsYT45Vk+QnNIoVNq3VpDrDBU7zalh43lSUYNGno7eIrX1V4NX6+1WTja+4w3BQdthwy6/Wl6tt1eKK/X2ODxuiVEDEeotqD2HR1TQNkpGrVUaVqvHB3Sc1Z2VQaC1ALxLUheiPIqFVNGeIAa81MQ1aYRdCtr4XOEsNOYVOuK1LUgRIwFcC4TrqwDYw8gQLFu1taocp3RkiDosPAUZAYrkrFxR3KLRA5EUQkEjr9xXRYPyY2UOpMAVnzcIGxc0udegbYJH4cggy41qVvu4KAYBwgxDDqCoUoSkii82M1tsFCgXMJFHgpkGai+40A8yeVqyx82WAHHU6AOKOlrIBdsc62cBGaty7qB9q3YmIE/zoFiUdRXypgjF3ACyXvW+KNhAsQhqTVC7pRFHoDy4TS7ExLXogjSZY4CsO4Ycui3wOSBbXcV1BtnRhTSQ/iL/GNOXkbkRdFHdi8jJod2ykxEbEcN3L6IjxPwFxb7oezAqUOYA0iaO+L0p8MJjLhxJNUe6ydzn/Yq4VLj2zZ2i9wIeb06USzvpXO+nwA1hjgsEF8ZIKMjrKA7DPvI3FMh2zNliv+ug0lpmUOZzzP2cJRiVI2NNrgu5pJCXJwc9x0imCmMtdOZT9X5DmwhSzwVu0r9UYTiQX9cwRQoclawX/gazCVino6hYF7BhzpfiX1icq/6pr1ld/IlmMVK0jn14jMv2SD0rlljMx5t6HquyyNVjk3eyeh/i2YvdN46vnj3mYpFGc95Fut+ZbPGHHB7B9eHDhw8fPnz48PFAxZlGcLEywMpsOeBVoFowDI6Yc3ucW74mowxJP2mZQixWC7siB9+MKL+GpwoerAhEK3tT8FFXx8znGYSGv6IX2724Z6RQXBtizdvM5nTxxzmhqK+GhOReSkgm7OPhx2XfR4NHaRvT9vrmupH70ivvfkT38kT4RL19JHuErn/VQFqvbV6jc1diegrJQ3uaVTwoiUDCndWe5ippW0G9OtW/F8MNcCYZrQPap5FRkbWBlezGriyNNAxMAYCiM0faCJWDFwYuKpBbxT09cdXNG9yLzhoI/2vTjfZp1ALILZalw/6wdd9oc1csHSgFjBW0lJTI4zGqIJbC3A5GWmdjUQJYX2t7WgigA43FOND7YCzIDARatWOta7IXcAAGaoPPKLSzmHADcBJHeO+MVmmxeLHOdnjVmoML9Hg+jYLf+WIQVLT5um/xKdNBIwmEZwVk0ZXf0ggI7gXH3xzZ/gTpIT2/yfPA9ekkBJucQEIv2rbolM4+gVcrqG7k8KE1z4/HmGt9jOuuf8eSadkyayF3pl07jB6Qceji8kkmAWMZ6FnZMdc4POVOhBXSXx3SSG7cDzV9PyjqaX9zjS70Pq4ZhKCK74HTLCiyQv7c+UjeWdxmpuaAOyjmSTwnzcOUOQXPMHSMWDTiBxSV0VnMMZKd0DKDqF3gORYo4ypu3kOYQ1F/gGuXe1GoobzHgdjytWDe7K16rTYSK2G8o5Cx0+93WLvDZwpcdp3NK7ozClITovqDfied+Fw1ZxfnKe3zlN9vms8DtZ5Py3oeW83CIA1Ca3OOa0afxzzBWaBTrYQd22aTOXGH2YfIxT3TX3B9+PDh48OIogiDaVXjcvJ3Ih8+fPg4E/NYqBfbD3Cc6S+4q3JlOEDJftKyXESV/3JG6O5yj7ZpSUvH8ZjLmJVgPJQQVsuVFYvXq0xUVwIpYxQwmykUceZY6XElMlatumoX6AQqzYGuYDWsUTrhijL6dxCRHe/bm7fr7bX4muy7ExHs/GT0ZL29Fdyqt68Xr8s+4A49MiDE9unk6Xp7dUX83aNj4vxWsb8gb9bD7NCgSxVH0b0nFynBKts1IehCJ0R8Xa8wBcApzfFgrGAQLW5zPGdBUTW30W17cDmTNp9TeH8OCtS1YhWkhH8lVrgd344EzcXHsUU1PNsRa1tX/A480H7RcM6BRooaBbefCJSr1TNML4SDyRXOslJXlyuWnTA2YSRPOLhbDeyJfpmtMmMWoK0jw0uhtZJdOEoRjETW55glZoyxr4s872yqEGwUWmMK4OaDoYLh6KJPMMcefzOoGh9n2A+C554qg1feCYPlKmzGcuMKLs9MKs6dx22sdTfW6ljUR4AU9dTYYH6cyzvUqGx6gfs5CaoIgiuWpgqdE0T4sLQZqkEH34/bU3jP3K80Px2c69OQW2kDB755LyYGaDdU6wtapLMnOLXDI+8613tBQpExc9VSujiz7nFPNXFwlAy6ULGTUGOgql2KCwj33nQGTDjHjuKGPFPFaZYvQDhVbNVYNHIrCgEbqxBgOL08n6PvCdrL+2olGMxVxuTG4Uj3ip55l0AlCWNEm4vI3CxJo8Q8A7HcVRlUMSlJMpP50n0O4xL9EaivNmlBn5Wx4czzGmnW80PTcHZ/g4wCQOa2k2vDeydQfZSfBeaxl79T1vOYfKfRQG7koNVF+/pcBFrGklxCexx7FQUfPnz4+EMY1Rrw2iNlvfXhw4ePMz2P9YKHIs40gpv3c4NgFYdFC8EFKofqftjcCg9U2wLygmXNcgqyKmHRA73KAYcI1eXrI9qpnHbw16BXB8Rs5CCGGkVDtSaqVqEcoNARlx+2LAmVfrN4s94+FTVWvcOS4K4rMakoPBM/01pdg4f87PjZenstIwQ4yej38/X8xOpJ2CJjFavtBl29SfxNquEVIi56gbBwBXIbn4xOaD6YRpm0nqFUSMPKE6iy2leec2TRBqAEejUrdp7OYtvYGIIHiFUuEBI+j+aBriN0LtxEYJBRbDVyK5xZ2EUrLrMgwkAToXkJHqNCDNDPBQFAf4VlrdY/Bl+PVTSksp2r6+N53MoIlFt8nOPSIrDKBhntto75WkZxSzNXPodCayAUXOUb7TX3D71osY/l42wGTpW95vlCHhNjTilNCKd5XdZ62OEmrvuH6MNeLFv3nd/ODT+9yzYVfFfh06JbFXauMHxatMm0o0S4b7l2olbAYyTcak4ezSOjciE6mnyBsDOvz7m0fULGd1P03rJ/dpHb07Rt5RhQEdHW3EB3cc74BK6h+jeq4LtQUPec7nWepoxwmjbt/ex8uxDX0/i/7rm7KtNP2gchaPIpNsFybx3avJhbXCRbXwPmHckIQGMc87vKBMhczZvlamnmHsMV5kxqkluEWGpX1Lw55HQOlAwG4cBq3qqQzAffi/Q11URAcyWrx7x3QYTVIxBNeM5muHUaVSyKhUGAxV6c77frvWGuGfO3g/x3ZRVFPYG/M+TKVlj0wXtFPY8VcRgUSdjohCuwHJ8X3jUUP/R4u1+f1/x4JDRPUBX6QYZXUfDhw4cPHz58+PDxQIX/guvDhw8fPnz48OHjgYozTVGAwYPY5C57LSkNSBVBUBrSSF3pSED6SEtIqmVtDQaqyIaZ+RtSebo6Eak7kR7hn3F8XfAkIu5IKaLIitMDmlIgKWWG/JFqPgqoGOyt8i3ZF9SEiyFVn3yk/5F6uxM3mmf491ZJhhG9jNpxr9irt3eLu7LvQXFgzolrQJoqzRuSImReRMBa6mhsoZb7zIwskZYPExdKm3ZHkYxO1UsRB+ShOHWPFGaXaDgK5Fo0iY7iMjd0wYqka1CIhnQ+p6OkKE5b9TrpWNw/Cst0+hntAFkZscikA5qiCxQ5CL1GZcFwXaBfiPVmnLZEzV2pM0lR8a1ka1VcyeMxHdJx1ot1ywQkO8hsweWOpSYk0+a+pzc4Jz+zBWMwUtHpMKHywDgCUlhcxKbth0XyDClL2JKq4i1cX76OgjfeioI1F2bAOEJbCqMwTgp8DqwsXjJW0y17sYj1MUttYa7oXWnoMcUV+nwv7xkqFj6ji2lFmg3PDvSLoZJNGhfWZplTy5uDTes5iaUoZKf4+FpCTqSanHR+Z5FVl/nBCZQCtIWYA8B0AClZNddqa9aTzu2Ge87T6AfuOO26J7fIrKsg7bT7PWkfncY+6dzu37pkpVpUL8d+VhcRiaQjbJHj9r2gIEvea6A24Th66oYlLL9TQRUUUwF1naAdwIxpUA5aNAaZ86C4GVszEFPsjKI3vl9XrlIX1wl9g2kH+r3rUvBQZIax1xv1Wu91t9+47zDz/DtYK7i2rnEjBb9u0SReB6U6Dt9Hvo7reayaSuJJM491FY2GhyfTI2QMOmOys1AOv7o/K+cDjzP9BdeHDx8+PoxYrcPgpVdD4Qf68OHDx1mdx8rJh0iE/SHGmf6CmxR0+aOc0Nk+V1poQXlYgaJAZ6cktHKWEBw0HzQFVLLy4bqfaG2tApOVai4CMgWdrIjbxu5Sr75gTMDSQmKj2iGlIZaGuTWDMHa5KC4K7T6QTXuzpGKzKi6VZP5wMSYE93x0vt5ux42dr2tdeFQSEnw9v27kx6o4LsjgIcsycy24BiC7WqDfRT1FrkYj7YGDPAFV0IVOkJKJLFKI4gO5lq5VI/S6O+xtseoXgXFGJMSEQcm0nYT2dBbHOEtW9BWDyKBwhsn+Ij3TYQ+NQqKW0YlCo3shoQhZmBlzCLQ1JPUM2sltMw7G9rNAf7W8D6N76Ms4hrZ6BGoOBBx/gxmBbj+g2eiDQFWXt5sqpnKvNEVwsNgV5EVVBKNIrZhbhEGKOtjCWT8nV6DejHPIgA3yYGcrCA6nVf8Ig96YT9qoDAqKBMmucpt+HvBBokHTRqtoZYpP8kes2cRmuGkVs4j1925qUOk63g3M89jc2pj+kwyVwcWEJZAGjKLthxbFUV0baD7mMJFwciTButDO92JrexKi21mk6Rj7nFa8hcyXRhxPQktdKbCue0F0SYG5RVstRLcD1TpNoux+yLJGHKXgEparfE4xZtHzHIq1VKbL2NPqbBnmX1wD5PXUHIQiJIx3sWZ35L34hs1WjB94jhUTG/XuG4djY4KkEcRlsbTP15FV1AVpIvGF58TvGNwv5n/93QGSZy20u2M+TxepmRsNao5XdOL0TxhSaDv4rj5ROgVyWsIPGVGgzKW9rlDLmrI1Muaxo8rkYROKTbuRAGNZRzkN5scOtNktmnOztPpvp2UrflDhObg+fPjwcZ8YD4PgJz5d1FsfPnz4ONPz2CB4KOJMI7jjI1rh7ca79XaSTegPatE9LaeGd7ZIQcYLWpa1i9HC8tZYbkxW+Nr+D3/DKqnXIa7smECIQDk4b4oPmCbMV8zW1ja2w/YQ4YqFA3k7KBleVijsowlZ9T5SkJlDum5WzECzlzmtil8pXqm3L69frrfvbt5t9s1ndgUKjlbH6syVoTnpuo1MEHOnBJHRnCfH8tcVgte8QC22bYwJINGl/gw0Gqt+oFTrjZLwcm7P5T3pFSv+7aI/XUgRZNaAtIETDkRTi5sDAQVyDT4kUE/D92VulSvUrq8JbQ3JnUW+MJkRcOx0+yFTgTYDitivFMQdCaxBPDBZFI1KyvMJHbT/gMfGvuI/A+XYOHa+LMkXjdU6ncehzuLo69Y2vOhHgjTj+S/UTvDHGEY137gah9V/MKQQowp1fcL1G1kUXrjo1ecOY8NdBjqL45W3mw6X32M0bofR2MvW8KMOTsgUNwrTjkCNDd9/yP2Q0RtBYRxJIt0/RVINCRYtA+SEi0S9F75q15hxMz04J8awzu6IlNEpvFf3GtzrNec+gUd8mknESRa7p7XVacYRLXk5obZGbX6pcz24F1OX4HCaXbtxPU93mUq4knBiI89zjVwL3gnKbtu1NJfMD0v9SX2BNjXiX/XKXitDN4km5nfCV2aUGjUIVayLdWe2UXijjK7quUZ435HTZmo+Frk6RrfjZdySoIT5g7QZMkrg/6u+0cWXdk2DjKEQ3o0noKmFqqFosshhPY9VEoGbaSjzJd4ldXDyTLI0Xais06dFdhWZBJUN0N+bPuzwCK4PHz58+PDhw4ePByrONIIbHjOXbEIrvuWGlx6qoBZ8rWlOSO4y430YnJuuoJoeBOW4NKLzZb80KzXNdQTa41aBGnSOq9zFmAAGAB1orKyA+LhuBb5ZuQEJBC/IWd1JO1TWvAlZ8x5viDt7tbhq7rGK2+vb9fa7xXfr7VsZqTDcze4aZFevruV6UZHqWPV1cb1cnpwR9wbvDLacKF/Xn3eQBldo3KwUQ8f4wKkUFjtVhSIARQSCq5/TSRXipwnKn8QzNPftiNiLikLSYUgBTjf4VGhyZT+LtuiXfXMuoF66SGoZLQ3XHOcUDpe6TvQt8Lwlw4D+qRAacHdRVQzTAs1Px7lxPbD1LW5zvzpWyBMURYDA4L7ZSEGbtYAzKpab/AyhpqARGCzvMeaEy6aGp/STiqq/IlSjqK6H5xhj3cntiONqoxCtfqDVE8QEha8zW2RmbqvPMedzsGP2ZsrZk/OKMwrTGKeCWrIbq7I1z8H8QVQZFk6WQ/He8yw/0bb8pHg/NrSdn4kc1IvHBuZVZKz4wHZe6kBaRQnCuQYxxVB9w0Uu3WyM/tk1lzjNfvgkznEXIuxmDgWBVbiUi/K6P5s6B26/VpYMKj9KNQZtjM/IHKt5ypyFEX4oz0tyDZuOd4F7m5KcUcgoVFKQmeLNuNcQ3oVjjbGP7s9zt0aacZ+SJQQXmdV3Nmt1oU7GS8xVes77RNcjYIzB6EIhwjBRKpLCnkum8DafWodrM2z6Ydi9T5fJR7ix81hlvlMeK9Um9a4Dt1rmEJjPOGPA1AMhqwrziQ5VoeY2Pzwurkdwffjw4eM+Uc3by+UPxU7dhw8fPj7Yeax8OBr0TCO4q3hlODazNfFDB1nDoJ4WhNAeHh+aCuw8z9u8uJW1I0X1N6pCDUeL+X+iU8scP131LisXtzNhcaMonuApCv8XPCZY46qVuCCY4PSit3Z0WqBTs3hmVuuap/tKSZzbVza03V/tGw6q1gJ0bRhlixWgLvJ00BRBIDpUJIRDxVwsQS209h6QcKzEoQfMx+kpg23hqUYO2o32VVqfQCOhzeha696vilpfv/7bSZaduiIXK2hwHeV4jIZoy1ooK2jVAI2u6X4IpA3c817Saz1LV3EBY0Oej+ZOO4iQWFkyaoHxpHm5QEoE2YEmbf1H2+9FL3LG16fAObFXBrcMnEmufi6WzT1JlgUgElAp0O90tbBjrelqvur7OzoMgv/+W2EQDaP60GJhe6SQUSCCzEkEigz0VOsVC+8XCBT+xMkSjSqhr4plMVxDGYEyiiIYa8zXFTvRA5VZYkUFaONCEQL9SPcRURSB7WcHH+++HNSOsSHX7erh6ipx7Ar0CsgbH1+QJs3HP0WD9jR9XvdaWtxTcFL19WFfcJdPUD/oUouRzMcpSybhcjvIs54/5P4cBFeuV3M8GWVDvxQuu6PTrc8hWTNHGUXXPIAji4+LmoLigEqbOBlJtKex1uXXNxQWkDXU7TiOxiYThPEyL+at+haZY6GmwONcOMhaEYPvE/ePsZJcSlrKJdmh1VRHjUQ/avi/vYjaZp2sWxrobv1EF1dV3vEOV92olQBB5mclduqFenfwMzk6LOt5TLoF+o2qdXGzsV3XJZmIE/q+GT/45w/hS7VHcH348OHDhw8fPnw8UOG/4Prw4cPHfWJrUgY//8eLeuvDhw8fZzG2HrJ57ExTFCCpA9I80hyLuMkjLJb079VyZYo4JNWm0j0iJcTUAREUZ1mdrtSliDtDFkO1qEjXOKlPgfEVnUFkUzgl0RJLV8VGUlASO1QH4Zo3+6JNJF3BmZs8bVJCq2RlJMrEhtdJK/HBzTkk1YTiKG2/66TP0EZu4ZM+nlA+nMIKatrESpFANozPo8XCkTZCWhyyUfk6b6W1YVUr6bj3UBxzEg1BXw+2prDphPSNpIgSJ02kKR+OgDrS+1Xa/MRUICTpWK5Gp6Ig9A+qh1ATVh22nEluxhxS1+kmtdI+KnUJKb0uAXik5sT+umcL1LT1aquvOdbXusjMlY6T+wWLR/VPsdTF2EVKrsO6MwyjYDCo2oSsekGl0Fa9KC7JltyuE6ZojMKWnBn6n4x7GLyg4JH7JDW+XIwNLjrTbYt5AgWy2T6nd2fNubObmbX15bEGsxFNJRGZJKcvn0bJeS8mDq1n0CGoL5QU/h2oE+68ovftknQ86VzvRfLLLURzrUl1nHafbgjNypnnu47npqm7qBRdKexWMSD6N7ejK+1k6AcOSVPaXP+a+6XM2a5RiNoX9ICszDoLosTYSPU/UBwwt4BSVcWsP7PvcX53C4VK0Wwwp6Ct8X4Drc5QPpgGhiI7jGmhUOhvTKBkYP5wi750UTaPT7GMV/Pl+wrzOO08Ld8RuuaxEvNYUM9jcRQFURg2coq6Ptux5hVqoKJziuzYCWYkOt7LPj+o8AiuDx8+fPjw4cOHjwcqzjSCCzI1BOUhNj9fNPa7sCYVCQ/IWDByohEtIKEtge6oXaCCIh45LojrCnkRpBHkeD4ckEZT4AapGnwegB6v+IyEDazvINmD1RSQXbUaQ3EIVqZYvWrU6zgkCbF13i4q09eizyWIbUcR3IlFHUDVOgwPgPLJPXQgbiiO6Cd9a7UIdEWh3GmRGlRC2opln/Q9tu634/pbq+UT0Cq9r4vcyjFU27dE0fH4Hdvg+p7y1LQ9+j+QwjqgisboHAo1gKrqPowiyk3PIqGQ2tJGF2J9yR/v5T2LoioERqR/FCJ0Erov14mMwqAtPO6i0jIuuwTIIVmEvuBci0alRdoGbeJkJ1xkMOSMTbEOg3DeUUAaWwQKhWiCyi86skWoMVvmBvU2sl6QgROQv21WIlksFBzyFCjmJ9pSmI+9Odx0y/mpPpLHuS1iCzuQ1g7jlvshpK2Q5lR9pGNO0fvIXKH7liS34hNlwk4qFD0NRXX36UJRTzJo0MdFu7lSXabg1rE2ddFZk0mETa4j1+hmxPTcLbJ4rsykak/XZlj6RMe7RZBgWHLD8lpJaoms1wnymrogCuNEz+e6L+piZKCzyNjJM9Z92incdjMDuvhTpD35nSDz5j3bv/Tx5DkdM9rba46HDJcUrANp5rm2SyqzK9yiLv07VxZM+kSg3jOqX9RFskUZVI9NPqufvWOk1HV9ro121zsdcVq28wcdHsH14cOHDx8+fPjw8UDFmUZwIQnSH/UtMqZklNIeraBW6cqgFy7PxKBoDodFzBe0xJAjeSUyV1oMubCC2EDGgLzpFZEgOgB9YJcKCRK9wipOEKYHCKgsDbFS7sd9Y/Aw7zcod5KwqPfC3oOgnx0rewlH+9nYA6Jt+eNYbQsSp8SlRXCauZmCwCjepovoiBkCpFaU0ozwkcGzYn4YVt1GCgn36aC0XXafLY5bx6q7ZWjhrG41fw+cS7G5BKrgIBL1dfYtui+oN8vT6GcpyFtlx6itldW5gSLBVANccyAaBimCJBBkbxjtx5jRqLSg/Bu71bJOq2jViSrl2/wQG2+RIFw6XM7QEZpX/cjtW+iPwnVUKLIrfdT5LHn/6SwKPv+lIDg+IqMHkexqhpFY58r1YGyAbke3bNoE7Yr736xAkm9dSsP1Axqr/OQFLV7Z4yNzE26ruWZqaw2kzRpipASet4DG6GtK4tBF6uU8HYijy+FtmS4oMxCRg4MlqmNL24WinmSC03UuRKe0kfM3uRYeM3pX9/7d6zZoIp8anM5OwwxcXtRtJazndxdtE3TS5SvrrJDT3/X8LpcA5BZjbNPBPcZ7kudWkQUMbfZIt4FIBiJzisOZw9ox3JJ6VH9bbBadtvAia6f2XRbLzsyfTrTJswydsQuPGXX/2Bf3LTa/vaj1jpIxFndIJkoT3B/97JK9O8lYJOzgX09nZT2PLebVkULpS9KvdVsCnXWkwMw+HXJ8+vdd1/Vhxpn+guvDhw8fH0ZsNmGwt//wCKT78OHjwZ3Hog495wcxzvQX3NX+ytjgjZIRbQPaVhHvxIbHBq6brC71C8tdTaZ21aar9IEsulaBnYYMiV29pmlqEWN1faiuxPUJR0cvxrQAv/5b2BaAB2oMxGzZo1VsMm6LpANZlhVhx8rNtZYVpJURA1Tk04V0C+oLyqLQXuFkRo5lL1+/Pg64XTBHwOpY81WFFwjxa+Y2i8Ws4ny5Vp1dtrzuCvX92A+6ldgGBeF/AnGAML98lhEUbSWcDPjZcdN0oZKwwEU1Pc5jkFZGIXFcV5VB2/oCGRQOGfcxIBTgrmkxcyAnacYIsZpUXWtrQdQZnUx2FX/v7sZyW8Hldqw8jRKGi+Q6fc/wIYEQdnEw0efSPHj6ySB46804WK3CoFwDElHn3hYCKN3jwHLvDR8UyBs/LxcJ131E7gGGM6xkoVVY8rlFvjfpxj4nNdcAfRUFGIdviayU/h3OJbxI7RiKseYgwZ380vehNIA+4prKuBX4hpcOdPIUK+GTqrpPU0KRv5Xt+3Dnj5bFrs4SdqFr7vwit9mef1v7niDO32UyhMxMWjo26DicBpodFZZG1KV9L9gX474X91rnljkQVfsYGkBp1Vzj2gPjZzmuyligjVHP4iK5BvHG/eFP/GuNXraQV0cBSYxktCkRz13ST5OOvsGZGahIdBmHdJqIOM/eKD449riCqDvcYJNFHWzqeezN61E9j2He1mMe7yI3q6jDHRen8exdRY4PMzwH14cPHz7uE/1+EHzkGdr68OHDx5mex3rBQxH+C64PHz58+PDhw4ePByrONEVhsBxYuaBB0UqXngvOmVTtPJ2bVGsXaR5f+11JKB1CO0AhDadRdPpHyPuJTTcjNW+Etd20GdKaSHPpQhrHexopERS5mHQDp1SmEeVSDyYH9XY1aSpeDm8f2gIXt8hO0S6kcAL3z+dGuhPpbt1+knbl47mSQ8a0gbdoRyPhxZkkFEVFK5taNcUeG0dQn6kJIpul0iZuukikpnQ6DnJoTlFHV1rblUc6zadbZOsgku52NVXM05vTsjvs21SYNu1A2yJ9JsfLO4wOeAyIMQP3SzHU4PbV+6AvwyQCMjj6uvE7t4hDiqRUWlCE3zm1nqxZpmeknnvaXQTaJcMkFJcTpMWM2YST8nZT7TqqvhqGZf1MiyAUKo60S0exjVCFMKRVWto1qZCx0ZGWduX1hC5yqNrIlQXDUCicIlYlwyQmIBg3zrynU7VSGJucXCQjnznBDOV+hhFuuIU1aD9QxbS8k0sD6hqfpxWTufu6MlvudXeltd3PdqVvXWk6V95Lf15MNhzzAlMoivt1JRg7KDkyr/PfQPESWgcoP/ranWI1XZDmUthQGA1TGaEj0E7dspIdY1jMjjDG4naqXOTPQlukDKofftafd6UDcTxtIAG6I+Y5FOuiHZJcfWXCMEGzORKPdCroFNr77yp67eqWIsGGQkU9NTlUFukncQcda1OYeay+rEK1k3p1Sj/YOAWx+lpPYB10SQOeRln6QYdHcH348OHDhw8fPnw8UHGmEVwUk/U2tAIbFIToLstGYwir/EW2MCsiQUHVqsSVowHCIytJRVwXSRTIfmB1qFdhAFOAkGDlyEiZLgYTpIAF86VYxlnp02FtMUvc43/02suWeU7QzivRK/X2KCZ/z8M5obZVHBwfGKteF/Uy8mj4HaM/rgSWlsRxZWjQZiIFpK5T2/ZqxNoUjrFc1Gqj9JaUNJYR4QZiu7IrcClK6JA2cqXfOhEddT36913FFychuTpkVYuiNwY0scLXBgrr5drYropEnSpqwIoc2Qzp07PSSIFpJLy4V5iiM1wn7Hk1YiWFaBAqzy16U99ClBlEAaYb8bpBdATl4etDEWC+xxJluwrdZ4tbyQ5k7714QYoiuwqTXGQBY00V4qGfrFdh8PbbYbBaF/XeKFxJ16oIErbQXNiKfpntcWHJnuo73IXLsYPkdVnAQlQdaD9kvrQiIdDjTWztbdk4QiM0J92vmGGouQZDAGY663RtjT909mHz3tEcdyx0FUW51+teU5dskczvDqJr9nHkyzozK84YPunn0+5JrMl1kRnmUqnd6pgb0GVhhoB27JD+kvdGBxLsXif2wRwGtNKVc9TX4CKN+l4EhS27UVRk+fiiKRI73wNt1PMx5gKMn6RP21XRzPsig4g5m+UWYQakxxGK0zB/yDsKQ1fV3CF7lfdzI/mFDKWp20IRFuTBeBytiybtBkMcKfJFm2Gjs5gdeGNLYksD8o4duVs0W2g5Sj7PelXQPLYsg6rJ3aJcg8yjqLdjnm1lacoPprD0g44z/QXXhw8fPj6MWC7D4Pe/Vb2nfniTtQ8fPnx8EPNY+cMTNvhQ40x/wd3abNF2tWUlQpQkzuGKkMrFYtFpy2pkOngVIsgY/sYLKy1CLrxCXg1ipYsVpFlB4RS8TVIWhB+rczPPBZxEuRbwasAN0kLSqOiO7e+B4lSxKmnVe1AQSnswZQ7uetVCBoUfxfeE1axZ3bkC3Q4aaFaY/DmXiyuLOz3IYssVFJRWCd5L2yiumOabmuuEtJKD3HbygICYRN2Iicv30/uctmI9yaKwS77FlQ2S62bulEHcpg7ypO2muR2TTWL6cLbODH+3inW0NhkKoJFou8FW4yQAzq0r2QR0FhbQdSy6Oa76XuS58vUKkjAtDQJdR8+xrXaQGCOB5YAgLekqZYoh1rqOPI9Gk8QwISyD0SgIZovq2TQcXN0/izn3sd3S8r/3+Pd3yxPHBiQEu2yjhU8JfjGsOFW2BDxDF+kR5F0dVyS1GIV2jQQMZ9bh9YnlqJ6PeL6UMaYk+Mw1qTjRLldzPB0zHnA6W1mPrvEItFtNVC25vvdg2tJlVuFe9/0sgK0CmM14ueYlXTKQ2i7aDRf5btmraj4oeN6lRT3l+WmTHowXx1yjy2jA5W7LPKzGBuZPGcNsD45+pZ9lukhNVkiQZsX7zpLMWnsHlp+tMwyYH0ROkhFikWBUzSp9wm1qnEddA5BbGU8sVdZbNJxeyaDxucXsJmrLQIqpRHAKz1bLPDrzFo7d+t6hAvPYdFbU85jMQ+q4rkmSZFO7sp5u/+14n/0wuLcIz8H14cOHj/vEZBIEf/yny3rrw4cPH2cxJg/ZPHamEVxwMperpVkF5nmzdNzMN0aEWhZQ4BAqdQKp5IfAOPNqha+rkCJB2HgLC9wui00grcIVxaKbbYPrf7NwPK6hSO0qLBqpCvTt2KBRQGmEJ6qVDHiVvkgYVuM/rWcN4iZqDOATY+WGVXGieIbgPOE6sVrcOHw8tYoTbi8qSBXCjMh4+YpVXpcRh6B8Du+nU9ia470oGYglJqp0izbiKEjYCRy391IN3vVzC8EC+oEMgVLEwHMBx608biNZQLmEm7eIDLqoBdVh6IB+JGYDsM1d5y3OLKxfodwQbVv0yjwX7gtAbZabhhsPnprLJ8d95wfNuWFsIeoRGLO8i/DfVfud9Fw0siDc5ag7G2MMQsJNQB/tRtq1SQfMZDC+i1kHR7Ww81M0sXxqg+xs7H3CBEMMP6pz78XGBEJ4tNzksFauIssy85xdcXxTpR86YvbIcij0GFkrmT8his+C8dqi+STUVHjGWvUA6Lv7t6gDJXLthjl0v3QNXN6LWctJmZouJLOFngJ1U5xmoOZ4x5x2TpmznHoMg5DzLbhqD128SanIDywXV1A8xZkV5QLnM4bTDETYQZjxGfOsnTlV+MTcZ7StL+5F2pozVjBB0u9HNysox+l4D8M0SEyJuHYF86ke7zhunuXmGYrqi+IRg3vcxblGPYI7P8v7TqH1XRxcdz7rqnHB+cQYA/bnoarfKGn8F2FZz2PVdcRR2Fk7IyC2Y9BklBbcedCpHTC2yqeYrvygwyO4Pnz48OHDhw8fPv7/9r4E2pKruu7W8MY/9TxI6tY8IQQSQkbM8zyYwQ6OvYIJ2EmIwWCwk8h2gu3YUWwSjO1gIIkJ4EAMZhJgWYAMRoAQkyRLSEJDS2q1ep7+8Oapsm7ds0+de6ve699Sq9W/dfdavar/e/VquHXrVt19ztn7pMKKZnDbkWElp5Ipa0aKWZhGLahZuV3NsDnWwjKqRRZbihlet23yQZNDSV7H0pltSzYJOU34jHPeqCLTssBFXhTl0TJzB/KULEzT72bsPLhhkyrS28TktsUxYKZMzBtXV0t2kvIJme0kloatcEVenDsLRuolz4LFzLnb7xYyBZxLW6D1KRkC88X42exyrDbHMTrWDNOZCaNtLLZvXO5cwb5z+xpTtV30mVvRLK8T9Br52LGZjBhVisQxuAK2nVjrQIFBI5qh3NvZkh2xgA3moCD/l7Rxy7WynbcnRpIyJc32g77F/spoCY6H+yMYAFQbd8Jc/lu4jq5pI7BYXqnxWlgRnn6hcmwN9GA5x3eGTiJLPeZ9pb8PzHVKpDIIRVPSVeYCi0UFc+veVzJfj/spoifTQU5f12XjeGyQ9AQden2VUZZZHRn9707bNHRbJw8T8P9Wj8RzsR/YWguqBsoaqBvIKaHI6IZrfUxtJFlu957gfuXoolrr0nZd+2WZE1hkiyv3M4m5naRy4jLORcoQRbnL1jak7bJbFV+ExL4ezBpiM1bKva3w47Lehft22G6ODBVEgrBk+1Y5doE9pQXud0RsLFtZh1ke9mxLZWnxzrmleKRQRFaeSylw7L8RhaOxwMoXxaOUIpF4riFaYin1UC486wA7ajxS5z6Ko2KGXURfcJyunTHYX6kMUdQleHwosPHN2TPjOkYF93GEcSxJ+w/reYcF9StutNPRO5YYV2dSxNouq+8fY3gG18PDw2MZKKj/8vDw8FhRGD2OxrEVzeB6eHh4HA8sLgXqmq/n1UM8PDw8Vto4Fsho2kmMFf2CG1QDS5QZkiMIQZiVzKLaN3HHdkChOlrFkiNaZRbRmshKHg/2BXn7Pzc8TpaWMkUBRWUsc4JkfEgPSUH1sn1OOSkjCl2mKDnC8v3ICi1bKQrYNwn8c0GZTI9wpZ8oDIN1ZPiIxcLJ1hdSSAi9yDAXwrAcjpwgHzRObsSylnVC/ZPsPt2woxvKKgwnjopTIeT/i0KURx2+mbBuLmVFFqjAUtNJl2ARcpGCwKFfR6INRRPpZ73QMm+A3asbgrP6ZWC3EQqqok62bm/Ys4uL4MMh0oGQrsOFYiiQpD5jSSWh4I7SiuJZCjF2g1zhB6crJGNMDUR7stwcrG8rI+v+l+eAUD3CmWyJPC3aiGT/2AZ8aWT9VgLHwcWuuNcoTUqqrvHvcU6LiX3d9PAxMgNIPTEpCnHdHHc9rFvfmwZTlnScWyAi0w/Y/IEMR6phNdeP0Fdhkc4GOShQk2kCGAPolBAiZVMDURiDhzDsxt0wtxUG5ct+5DHGvQ8Li3uOUIhWZDIBuNuzLJrRnu46BUYPbtqFa+dcKH3mFMrKa5kb15AG5aSWyGvojjmFRg+04NA/ipzkOULKEoVYofM8Etu15Dhl0ZkYE5AyAZlCFFhxygY9j6WMJJ71SLfh8ckaahzbYow9sNSW6TZ0/lwwCOMFmdqGVBGnII/HkYK+IeGG/K3iTue+4BrMCQWMAdIlyXp7UjGmK8e5nHSDItk719TkeMKnKHh4eHgcAVNTiXrWFaN06eHh4bESMfU4G8dWNIPbjJuWIDRkTqzZIGa2VAwDlgEGCLKmCSwCJIxQtMU2p6JIBOwWPmMGQtjvMstDRScocMGxyGI4lvrCbJ0sNvmcREjBnaVjFgzmyJp5OWyvMk1mhVrRRlwcgqR5GD8I0WxIPfV6vUKbTpnYzrN1x8qyqKhj3IywyOYzx85OSF5n5pVmtWDV5bosBeWIfFsM+xgU7XssQ1TAHo9jtd2CN6s/jewiHitiQcQaWPhy1TB3nV4nx/ZCdqdcKVsMJltuClMEFF+wHTRU3ChqIAs1UGSCewt9AgUXGr2gZzEvLhsvWUUulEOdlPF14QIvFKzQhmyGGExWgd02T+/xETHYiARZ8ljBSM3MJKpcilRHXwfcV8L6mCWbFuhcDgVji0rZpAISTcSmsxGHIV7tgjtiXlkuTW6PTgZWulzcQmOOZIdYDkwUAcntSetnbq/AkbkS3AisUFlCjMZA9K9+N2PYXSYKBTHM6Knx14fvjQIb75ycUkFB56RiT/ec3Ht4nOGDXMf9rXtsRdvjIh8pFwVzDaeY1DWiSX9PNxnuH36O0LpgOuW+c0W6RcEsyIOBMRw595X4PZhQt+jMMu2gZxKYVT5H2nBlVMkVUbKlMGTHCqxnUYDGxxnkWeCwSte7ZheBQU5Tmt9wlAnPALovWV5UPAtdK3tmo+Wz2pFMw33Iz1oZYSgoJMs9D6UsITHT3B3cnwe5zfE4FgdBevyuDJw0CWLJThrsC5+vrjyfc6/ah+OLzDw8PDw8PDw8PDwevwxuI2iY/9AkdSqYsmYgcibRIV0iMEYslg92SLAxbL1HeaZsalDPZk/YB8/EiaWV7AdPijCJJtanNCjlZu0wemA2kdhYzJ5kPiQLTENqiMwckItrudBilumwYNYsE4yoI+2BGakUicf/wSxiJs35ygVMM2b2k3JmXRTlM03Kr3P/Hsfu8jEUbHeSHMo41hiYJPzuinRLZoMZcCaPbQYTjIxsRzAQLCEjzUrA+FM/jKqRtR2IpkuTgd5qur5EojAjUcmOsxzasmDol0zYSxFwSO3AiITYU1gDW9JPyhHzp7aRlpiQzILlLd+nyEsX+arqkMr93tquiMK40kq8HeNmbR3naCpR+pKwvA7socU9zOwkMa79Tt9m1eKC3Hj0OTKt4fvcqBtasoCIVPXr/ZxRzKA9sJgh13yhG2ZyRJ2kU5jLyhECMdZw5IMiX9g+ZAet/GH6blgaWuLytVF2Mp1RpzA3nu8fGVHDPerkaU/KReVcbsf4YLmmDe72ALCUMkLlYlxebaFUmcvWiT85MoNICMgxWDRL8xfUcxCzyMwmMbcyp9kd53Pj3AQm17WMlZEjN+eTDQfkPZw4Fsr0fMO9IaW18GxxazjkmI0oKyQJebtkACHbF8/UUr9ksbQwhSgNs8gSIh+c0wvJPxqn3Xx1Gelz5eys8SF0cmDp3KQJCu4XCdfkRI43ONacnTbd80FBfq9u23QcGyZqNAyy3GIZKcU7A86j4NrzWIdr78jTFcmE+RxcDw8PDw8PDw8Pj8czg8szRmIrWksmia4aZErtYBYHMdEAIDkhpC4nZJSDB6OHaqVqzYajpSg3y+TK4YIcMpkvo1EKS7YNosyvVE51JXKWMONfEDMiiOFPhVY1OWaZcvbK9ovE3IJdkkwWkxLQvaeKa+QOdnsZ+8OKCMQm5BgNmUIHxrGAjXWRyz0tqLgcl8vrfi//zywN8oGRnyzIFpfZwbrMUhawMy6jW5QrDHClOF2XQZCvQB8HS0UCfY6YHWYlJZPlmAIwY43+KZgSMIBgOOKK2e5ggaIcLbEtMhqB+QlsaTlfV2y3XzEMY6VUsdrcOlek60mLSFllLpgnzgmnKEeyQPtap3JmC3xfw/DCkcOxGFenjxRVD+Oaab+Em25VqtMPVRgHGXuckT+sXtJv9e1cUcpblMfCAvfEloKdjVuxxSCl7VivWMwd8i671W7uXCAcH7fNdpqJSbrvD7I8WDZagbkEVBCourxcF4oLyKkj1guskVSUYZaJ2h7brUW1nA0rbikwYW5/lWMXXw9sHzUBjoqKOczkiPl+46Iu7vUv+s61j53EHo+zB7eOz1FGsNQjUM+ByCFFTXgcKVBcYItuYga5DSXjmIyJRtGxyDxtjvhANYf6sKXKMCbyxderwC54nBGLtJfH+XJ0FGoc0pzHUdhAVJPzYGUdSuKMI+XEfh4L85dKTGEsHCae1cSOyvGDWV36jvO0heWx+7zE+0fUjXLPgkkoMkJy+y2rNsFgKsnnFrc7QTqOdduhilRgW4Ir597EuTrRRbnvcctJKiPHEyv6BdfDw8PjeGAwCNTuPfqF9MjpNR4eHh4n8jgWHoFYOVmwol9wwdQi/6jdJwvKdiboGdRpNjwXWjNTVF/KKnbMvFhTclS3tPZkVTlyejn3h2ZNUuuzO+ha7Am058AQy33zLDIZM9MXtqlsH9otrvyUrFJcji29WrbunVQxTExhv9/Pz8CcyZhbkW0pD+RSvOzZu2Q23GrgXHXmBMZ2OdZ/zCYkR1ZIYOagYLbs5vZN2jezCoGTnySYvHG2w0VqAshlxXWpRJWxuqXtTtvK6wJDwjqrgvlE3hraCPfIsCFYFWIpoopduVupVKyKeTdHMP2ubL4rtUu540QunZuLWZTriIjCqEGMxXRsVUlLjVzk06LfFzI7qPbGd2GeeQKzVq4k6tTNSu06PFK9XqDCVWHuXJEjjHx3ZrZou0VV4ByxAfvlaN6m7VfrWywv2gH51ZKV6jQ7NmNLwax+JLSCweBRrjTyAJFXLPMCMSZ2g64VLZMBjbhvRxTASqFfwdY5XXcQW2osYByZ0R5m54R98r2HPELowxbcR5MUDcZ9V5SDy8zbmPt7YrTIjQgVjLWTKt65b2CscXJcZf/kMQofucuC8821A5Q8oIIg90WqB+gTknFkzVkwo6gNcOoyLDUS3BN0H3IVvxiPXX1ZZpYLom7os3zvUh+0FBwoooCoCCx7OS9YPNehroS+5ebVSn3dbAfOs7DgeYnzZYYdq0iC3VHUMR9OUFhwWF23zyZie2h3PVyn49ieJB3HWJ9YqENwvnC/uA3kZ3gm5VhaebjJ0T+vjxW8Dq6Hh4fHEVCtKPWEC5J06eHh4bESUX2cjWP+BdfDw8PDw8PDw+OkwopOUSj3TehrOp5Ol92KCS8sNKnCRIfmlvqW5BFSFTipP6vT4KItpD5APgQhYBThyEIAyJ0gBChDCSjm4OIYyB1RuEYWmXGagROZ5dClLJYZFhemlSg3IZ7KjhPhmG63a4WfZbiUZUHoGHiJsIwMnThFJ25hlow+cII+wlAoOisIUbjyK0WhajeUOM4K1zou+g1CbK61pSygcAtJ5P7Ghj4DOx1BFj7wcaEdRfoKb8dJxZgUvkF4i0XCKa0lronbGOYKMRVXRgMrbG4VQJB1JQpUIF8HOS9L8H8psSSqEJbuh/180aITsmPhcJmSg7Am2iZ0wqRic7LgShZMDpeob8gmoyyIeE1s2eX2G/2cDBWHZqnvFoWPZQqSvk3iuVjFUcDpHVzUJoryuNgKcoMQ4Rc751QhSnHglCm0A0n/ybZHWgTSBHBuUpJp2LFTaKI6HeeMCGuTrTKnUiB1hkK5SBuRhWdJlVIgBia1oJpkhbw4BzYXQBibrlOvn22Pxyi6X/ja0uGhv0oZKrRNocU5jgGSeUdhzDAu7ahonUmmMuPWcb+3vnNuc3lOPEbhPqc+iHHekqGi+wihYi6+gkzYhFS03HnLYwqcgmYUOEbjZQv5N7CXF3mebEaT2MfNZg6U4if/z7b3o3wYndMhaDzrkwsK9oOUHfk7TuXCKcT5YnAu2HZSDtFm6L/pPgP73aJcKucK/eKunVbEzzV65shC5iKZNtdy3TINcSTE+HpCtiwa5eUOaRxL2yAS+xS3CafUwcSK+pQssEO6FBt/TMg6GFcUfjzgGVwPDw8PDw8PD4+TCiuawa23TRHYdDRtFVT14owxmG+Savt+O3GarTBFLgozGEPb7hLbk8UX+H9rAG2xPNvkSq3A1hSbKZXEbJCYMJ7tQ0aJbC+LxL0xu+TtY1Yr1kWxiSs7ZsnSYEYPJhPFHDTjstjeUfFsrFAKh9YtYlFcHI3cyLjtSfbcZUpcqSaw6xJSJmcceN8gF5CAL602aR0wA65gdpF157i/Zbvyvqnp2YZTkqeQfqLiymgmsqTAiqxQ8d2gPLCKj6StL7Mobdv2Ui3lZX7iamz1w1FzlBN+d/sYs5tRntHCd5bclD6G+YK+DJMJYkJH5ZHFREp2hZkO9G/6St7n+G9QjdTBRqLCubIqa2tPIjClXSx+z8Lrjg2mdR+hr+KUnH4qby/YheJe5qK6rJaW7YotoxlZ6GOGSJuVOhhYrBWOW/ZBthaFPBwVtqHQzzovnAsNv712L9eP2GjHjZLQ+aOg14pa8eVx7JwLZL0mSQeOK+QswtEUwowtEC0oVh1XjGMVk5IEH0dHEGGDJbtYl81+nAhaUZ9zT1eayLhg9tUZ56yiKBil0L3G9vWONJ/ZDDHL1EncQrKiZwz2JSOdACIA+A7sLLO0cpgjuTWwu/xbFGVJqSw0CWopKZLC5y9ODe8bST2xjKAq7eylgiOdVJzGEVUqQEf0zNqHbDdHNtN6D0DBHo0lGLd4DKjk2yCohOk4lpRDFdWDLLosC75hYoP3CWLALZtmPO/ws4Jn23IirY82VvQLroeHh8fxQKsdqB/dGqjqlvEvRR4eHh4rYRwLluEmejJgRb/gzi/OWzl+ldWVXJ4h8oQGHcpbmx/ZYtpCYmjYdHIwIRsWlPPyOWSYUO8ZKnips5TLX8MMFPlqVaJ9sM/edLYuZmHdxa6VO4ecYTnLhOnDaHFky3nQDvvNfl5+DDNSmjGXkowpweyZLRKJlWJ2SubVOpZ8k+Sy2MITEmBgUcEYT2BMJ92A44TUC+V4sg+sz608tjHyOUVgcW3XstFKU7b3zX8XTFzdY3fz4ooYKGbViOmRRhycI4eP6DIjn8qStSJ2E6wnWEnYsErGFH0sakXWdtlaWuR7geUDO+D2K3kuzAIhX9dhV2SuGwvSIxeZxNL7C0KiDLmnxORwbnCcZ63AerpWlzIfEPdhvDlUmqAK1+i+E3DbYRywLGTBztJmCvunY13KzBuxJZYhB93DowXa/qogN86xWQex50HVvqYcsdK/q9m5vPFCbF0vi6UjBqrf7lv53hCVl9eD8xNNmi4z9pKBQxsh+gCxfdfyU7YJrplrlzvJbGES3HVdiUIJlxku2r77mXsPF1n1ssEJ8lVFDjsk99B+uTGrYBwZa8MrDs1lS3kMB7snVubxR+bWjzl/PpfEiSyN8m2Ca+gafVj3xqA4p5THKbMh24CEmH9YYFfCjL4Es1yv0k1Am8E4KiUOcewsxUdjLNcGiDcmliSj+wZsrGUm47QxomRFkJGobAMqx/TyV8iRxXhDC36nmRYrwy07GqXjWH8pSccxzseXtQT0fzb5QO63lB3DPhGcRJRhGc+64wmfg+vh4eFxBMzUlXrR04ZqBg8KDw8Pj5U6jk2pxwVWNINLhZNctYvZIfJWJWPFsxKaJbFINdmVyqpkiOO3SibJbV1kPEG3DLfwumcPz06XhweH0+Xtw9vT5f7h/mzSFJin4bnRueb3VfP7YcXMiH5a+ymve198nzmG6ZGV1wM2bNiakDvIJ0CLdl4hwZ15Wza0Q7uNXObWmrnRdjjvV8xW3f24ub05NkCI7jOrsIw8nXGWvZIpYbUIJ+dtOdXVk/bp/u0y2tZxjTknmZOH67AcBirHFBFz1u8KEX9iIcOF0FL3gLlIND2hChqsCPU9KdA/6A2sSAgXE4MgJftgqSwSLBFD1o5yjD0zrXSd0H5shiJycKFmgvxNtjxGpTjlBcv+iKpqrkTH/VSK8rlmuIaUv4w8uRSztO6qSIWaESkFKZPEAufEGKW/rwWW6gG3B6q0w4I+DGbdZexlXjXlJMJ+lw05iJnSKKuyFZmKVkfWNZT36bBMjOsmYr2IjR7sH+RNZWjfUY9yHOm8aXdWm7rHVSvVcrUGyAmOO/a5gMmVaiRu3iOiCLBHt86JxhjOqwQzKFkxrM5EtSOMX5DvvqxagwkKC+PWZftdRFzkT8CKweoZzDKn8gdH3HehiQUYPrQJogbELloGLSg1cGx3ZZszqwgW2rHkluoEfD9ju0Mn71soLriW5JymXXC9Xctj9D1p3oBcVCh0lLoliyGXkdlBf2B9BwWPnNKKGDdhzsLjWyYwwu8iGD8RNcK7i+yfRXUh49Q8LKB9oBwBt+FZwcjP0Hg7FaTjWHmupMpxoJIGbbcV5O5R5B9zJE7kCLvPvRxzKw/z+BO3DM/genh4eHh4eHh4nFRY0QxuZdpMVapTVYvJ7ZQpCUzksMat2La3pFCjrOzmCm7Kq8MMZpValS6fFz+PVz17YBjcg+HBdLlmtCZd/iT5Ca9zevn0dPnC+IXpcsvIMLgLQ6PTO9XL4gQHp8x2erWeXdHeoZnuUj5XGMwrZsqcAyTy2MpR2Z5pQYtXsL+wfu32u7Z9qFPBWZQrOqli2LUZ5FwtTlEc5dlch6WYpDfpHtOkCk73bytPaoyFcBFTMnb7y5ilupaKRec5ScfTPZci7WHOe0QeKQjX6bzd9LBtV96DgVSrlXXP0AFZrEUyRSxvpZyv7CZ92na7bbFyksEFS8M5uLh2IO1EJbarALEcFp7zdcF+0ZBg/YbGgNJUydJ6DcriupMahdaWjvUwk+jctYyVhmJA+nu3Ipl2VU7yLCpblyKPzokIWFqv6GKORq7cHo4dyi+oDWBFDGLVNSpDsleuknLLavPbwdLAUsawcvZpu6zxK64Pj6lgdZHqiGruYb7yHPsq9WzmFsy7ZOzBKLvtyjqpkgGH5S90YQsUIcZZ6hbml47hgIrGpXEKMHIbrsKKZC4ZLFgwYZ0xmBjVQtQS50+MLRh2ydBxnj9y2YvGY1jFUluzhjFWkSnNoaNx66j6yMcGXxfq78zWiiiZG6FzayMs69muE+klbVrU7khre7aZpshMv9e3c9GpHkBGllg3Fso1IkpWatI6zcTaPisgCXvkcijCImOeL1akEIpGjs48RwdKIlpHEbx4KkzHMT3W634F9lmOD1E/sraD6yHZZvf5v5z8Wm/V6+Hh4eHh4eHh4fF4ZnA9PDw8jgeW2oG67paS6gumw8PDw2NFjmOtx8c4tqJfcKM1JBM0Z8IGraEpCus1hPwWhRtZWJokkCArgjCDLIpAcjukQlYNTIrC2mQtrzun5tLlVGLSDAaxCT3MJeZzjYuDi9PlmcmZVqgSyeTlchaSQEgSoToUVAwXKKy2mOSlv/BbkgtCCkAlEkLTCEdRyIYlUYRaCVIUOITsFGHItINcOI+jhgVJ+CiqQiERUh4QpiqQpSmS6gFcu90cRCTPDe+59pcy1MPHiyIZGS9zt+eEZIrkg1xbR5yTG06bhOUUmxVJluH/HMIjkwXIPMmUnORQYvU1FCLgnhltyBsTILSmi65kCDxsifAVFUSyoQCFqmWKAtsio82HdpsXSsgFTgiXQqoyzCclvqiRbMmbrih0gxEF5NJmAktqK/2ugusbKh1VDimkpxr5gk6EQjlNgtqsqI/gnuXwc+hIgkkbb7eQExbAwlwjnA4t21BICUIGiGXD9PiQVKy0lS4dOJuEiNA/js+1GC3qc6UKfJLNotQho5xeNh4jfAvjDRQios+gqEemJrBsIfUJjAMs6i/CsegLuTFNpkqhLxTIjQFuGsNyDCTGFXzJMY37wsi+hlYqBEftI9tMpiAFy92nK1FWlOKEZwzaj+2ipUkR7dst4pJpDPiOiz2p7Yvu3ZyNMR0WXwNRgMypdq4pkbhM2AeW5VHZMlPC9TcnbPcRltSjdkCBo0yzQCoBimoh/8lFlmIdFLZFU/aYqNENutZ7B94tcAyBNo0hyHGMkYyRBBMpHDzOOIWLQ2lzP6DxJjLjGJoU7wzWMx7W0ChiprQhmSrjGolMMiiaZALxaMMXmXl4eHgcAfVKoi47t58uPTw8PFYi6o+zcWxFM7hLs6YaojVtmNvOYVNJMjokZpmOwH1Ui6wZ30w4w+tWqhVrho8ZX71vqia65UxQvx+bWU29a75b31+fLlcNDdurcXrfFJnVRoYZXpxeTJd3r747XW6rb+N155fmrRkyZqaD+UFOzoxlwqhQAYVkzOQKmTSwaL2BmYF2u92cFBAYEpaNGmdUUIBCORoCz+ocxo3z5sWMbjnmDeMYlyI2dtyx5AT2J5zTJGZn0nkDPapAciWgilju3HEWSBeNkyqTBT84Ly7igsQLSeBJdpKtXmFH2wise0TuuzRHUl1dKtSox1afgw2mlMEDKdBNsvvGZR8QSWD5KJKAsligoNhIoajtXQkk9CuYVkjWT5kauJyl7nC92DcFWYJgqNbMDFVcidICGRwvCvUkG8dRA6dwzgoMuN2PNpOT3Sno31wsJe8fijbherDYPpGn8voA0RKqas2iFJVyRTe9fs9ikdG+lVEWJUJf42MnuSK26ib2yDITIcYZJiWDhYFV1JNulxoO54t2BeNcHWV6TGwggOgQCifBuEtDG2esmVS0iDGnqED0SMUzk0wheIwpsD5n04ugmEWW7LkrPcjMa8Ex4d5yzVDcY5Hnzb8tMGDhwlN6xvDx4RpIWUj6r1swx8yh/Bj/D21GF9bFVrEjrQxpT0RkrfGDdhGPYvs3dHNYdvDUl/G8BIvJfZssd+V5s/EMmeBYzxbU3cWOFGG5lOufbQxIAnxtHLtm+R1LNcJ8BZ4UQXbPZwywGcciFai0iahJ2eRFHFPct+2QpewbRyPRR/FOUhCteiyYW8AzuB4eHh4eHh4eHicVVjSDy/laYIGITQGbIdmDpGbL6MDOrj/IZoVgBsptQ9vMhkblff+cMW/4SZRJgIER2TS1yWI01i8ZJlcyYofKh9LlXbN3pcvvzH4nXd4R3sHrdpodiz0Bi4bZa2eYSZ+xlBBMLGgWxflXQiKFc5IcuZMiEe5x8jZFebEsrA3pmQmzNGZI3BwjK02nmE2ZxGC6FpZFTK673VwuWNG6yO0U879xuUaT4MryFMkGuW27HPY497loe+TYct+gnE7Y2irhYANWAbJ48VJs5YpDMFyjM+gUy3oV5FeVh2XLZAKyVE3VzI6TZILQD9EmyGuzTpXTvRNblofYEGm/ywwTUv2k3JaGbG5EEtq2FI+UAqqgEaaCNMdWMyH6H98z+K2w9WTZPmLIOH9RysM5+aDMsDg5ufL/fP+EBfcPyQkyc09ybr24lzsnWI8zuz+wc/cQnZJjCfojS3eJXExsD3nePGb1Orn8PhzHqDqypJVcSSJpJcx9gwZ6Zj3FGMa55YhGwIZXMPZHutcm5dUWMbfLxcQImMPSusdBG7CWliEFjBKoP6GtmcEX4Px8uj5YSktu3iWYQjostL28lsysI5+Y8rPZElj0EUQH2NiGxiXO4S+H+ZxzRy7NshmnPst9Af2ejpsNNAS7j3W5NoDGj0aPEuoFG8v3N8wcYEwhc5qxL7rvk5YTsZH9CLbLXdtYYdAWOecFBayufa/8m/PjHcYfTPVItD9HUfQ40TXGLXE3VPEgtgwuinLemb1G1E2OUxyUHR+9eCzkwQDP4Hp4eHh4eHh4eJxUWNEMbtSMLPu7aN6ukrQqbymfBIwtGCeZ1wNGALldYJPaI5Mb8+DwQV53XWDse1etMjm39ZrJxe2Vs4rhxSmTc/tQ8lC6/EbtG+nyrpJhchdaC9m+qRobeb+Y2Q5LeZFrtxKVLUchBC8YXORMuqYQMt8qZwHr2CAWWViONR+QrKfDeoD9cZlNuS4zRVLmgeCqG7i5aUXM6Lic2SLzCtfms8iQoSjHaLnszyTWeByKZr055knktbkMPapkwdJA2UHe/eh7yNNldk1U+CJiwULoxKBAuF+qFyAHFxEMMHEyJwzVxW5uI7MGBe0Jpparhwv65ziWgA0AYC9aEIVADm28KIZFSvNsTyfq9m2h6jbDlI3hnHiRXszMFdkl4xoUHhPYuNCOLIF5k6w0WCVm+5ArLxiVUlKyIkmj0sga7yBur9Eb0hiVFDPDyOmX4xHn+1PtgmTIMF4g/7HZalqGFM0kY+7ZRALpgtQ/0Y9kRM2t4B+nTiH7N9grHj/EkFEJK9a6OCfXAEL+f1Lu7ThMYrPcfHweG+T47rBjbu2BHAeZHXOieG69g9wH9okIC+9PrOtW6BdRYVAfYFMIHBctpEUz913qE+jniCJJcwTkgHJeKNyMRf4p32s07uA7KBTJiBLuDc7hDrsWq2xZ3iOKQ9tx838tgyB6hqLGBtEJRCUkKws1EwSxuL/KMVEOJnw49vOr0Lhj5CjR0O4rgywEh5zidjNIx7HFw33VHwSZooTI0ee6JbDYiJAW1Hq4akpFEY/HgrkFPIPr4eHhcQToh8GOvVG69PDw8FiJ6D/OxjH/guvh4eFxBMRRok5ZN0qXHh4eHisR8eNsHFvRKQqlrgkx9JdMaKDXskNvkr5HSADC4v26+c1MNJMTQIfhw2xsiszWJ6Zw7MyhMWyQEmDVyMQwp0qmeqc9m0l9/LTy03T57cVvp8ufHDJFas1OM2fYgKRz7RFtJaWTHIrlZ45kexSkUSFFmTSNZNEAJ4xD7oTCNCgMkTJOLA7uFObIQo2cLA2kZsK8QH1OEmcZBVpuwcek0L/7tywicX/verMXhSPHCbXL/7spGkXruikPrkFFUeHcOJm05cAS9HYk5Fi8nbol+r/Vx6gfwiAlXJ0XVkcRCKc4UPdBQafsI+jDgxKlRfRKY4XkWcaLvnMLJmSbIFyIFABuIxFh5HCrIzXkhrfdY7ZC/0IyBzJ9M2tCddEpQ/X9HwdpmG9w2E7VKDI04X4FuSTRnjgXhAbZVIU+lzJHXAyEIqsgfw9zuBJpSjC2QXGJqK/Cvsolu5i2E3RyBUq8b1xLMshBKkz6f3pY9od9Ky0KS5kGFrdjqz9BkB9i+cOyuIcHTvgTxS4QopdSUPRfiNIjRC9DwJBRYoMDtA26kQhVc3qEk/40yYhmXAGrVUCGc3DllQr2jf7jGsZY4weOc3RkmUUuEKUlp9AgvYFSTaxUHjTfyE4psY7ZpckQKReGB0j/4fRB3BJkMmMpZOF6O8ZAVrOiCairomCM0/PEZYIUHUxQ2GApyBduIc2Ai+Aw9kT22CP31Y0p5aFKBex10eYNs51Ot2Mbe8AUQx5owePRld+SqUvcTlQAh3Fr2KQ0lVgMjHQLVqZG6TjW2FFWi52A7zGrYJNSETh1S/QL91jd+8Q9NrOqLzLz8PDw8PDw8PDweGwY3B07dqjvfve76cz7qU99qrrwwgut73/wgx+oG264wfqsUqmot73tbTmJr6997Wtq+/bt6txzz1UvfOELlyXYLzFTMexrc9i0ZvS9sJe3PQS7QgnskBirxYat1dhc3pwuTx2cmi63RFvS5dbB1nS5vptJgM0NjCXvsGH2OT9ljBruH93P63y3+d10+ZODhrmdb5h1hrGTlC9m0bACxMyWWV4xI2JLXiqaYIkY+m2RIDNmqbAKlCwNCkc4sd6ZuckiJreoAewNy9WIaSjbAo9JQJ/EUh6NHBf/puA4l2MgsRyGedyxFgpbH2F7y2GlJ21jEkPExUvEsDHbj8udKeJk7ByYVayDQAhFDzSG0dBiZViOiFg6MLrSFhZMCQuHCzbNtS/m4puCwjGcLvdHMAx0T0uGkBngzO/UWhdRDvk7tkJFnxaRlbhHx6zrQZtK9XVxhi6eI5MMqxgM5wQ2DeOZw3bIfbHBA2xyk3xbgcVB8RcYyKJiI4j5QzaMozFipMc9i7ZAsRHvTxSpwtACcmm1Si0n4r84WLQKarg/gfgRl5JZV2LsBi274Et2ZWZ1aUMoIONiHtGerkUtF5DR8VvHExTbJUPuSX7mFvcUFcgC4wwjJEvnRr6YBU3y20ERlyvjKNlePm9nHcAa52ByM3Kkr9AO4poiElAOqY+AAhRwoyIsw9XPM+yS8bfuU0SPFoWdM+zUy3afhqW2VYzouKojgmidt2NE4UZCLPMJqBSiSA3bD4qjPhI4TkTC0n12RrYkn1NMK4upXUtuqxC2YL9uRIOvK937gSgKG9Wo7fTumkolzUTp2k9cK3l9cB/APAPRX+ux48iDTWJpV0yR2b/5N/9GPe95z1Nf/OIX1bXXXpu+4L7rXe+y1tEvrX/8x3+sHnjgAf734IOZ+oBGo9FQz3rWs9Q73vEOdeONN6o3v/nN6hWveIXtH+3h4eHh4eHh4eHxaDO4L3/5y9UHP/hBzkf5zne+o5797Ger173udeq5z30ur3f66aerD3zgA2O381//639VO3fuVLfeeqtavXp1ygpfdNFF6n/+z/+pfu3Xfm3Zx4NZWm2GZDo65gW53+3n2E4sMauZHZm8s3NK5/C6T4+fbj7rn2MxtlE7shgEjWZoWOPdld3pcltibHdvmr+J1/nJYcPcLjQXLNaUbTVFPhOIJTBlyLviWbK0PYxsBo6ZJ2eWLJkgSKNMksRx88PY9lHs283bcidnkjHBzNiVkSliUd0c2Uls51gpqAnM6HIscJfDKC9H+P1IucJF23Vz+4ry+cata0nHEKPI8nh0i4MxqYW1sfcG52u3hpZEnSXIT+wRW9Rick/WqOk+S7YlKPq0lYMKRoIWYP2YOSmQLHJF7XG8ltGDa9LhNrkgQsCQsbQQZIjEb/ga9rW0TqJG2uyhH/B9YPUD+h3LDzl2lmBp5fljXb6mdHzWdkO7XVErYMn20LHD2MXty4jcpN/Bh55+3h127euP66VrDBJTY1ANqpZsmLx3IUEGwXwcFzNlkiFr2swtS2E5uZlyLGEmF5aoMNSQlrVOXi5LYoloFtoEYyK278ouys/YiMPJNSySEBw31sh7GPvmCAhJ6DFLJtbBuIu+wpbqokaCjROc2gg3eiCl6LA9SP5xu0ipKOqr6DfYHvqKbH88q1z5PhjIyOPEPmAnz/1WSICx2QtAj3PZ35kBr9D16LIrRG57GBN4TKTnOBhKK2JBbQxiFWNjVMn3Oc5Txn3U7+aNlsgIhqX+6LjY2ESYH0mpxWwDEyhJJzLqnm8k6yK4pidIx7FBL1HpkIvtF6XZUnvnrMcLxpflMLknPIP7sz/7s5b+oWZhdRjyrruMriswPz+v/uqv/kp98pOfzH2n8ZnPfEa98Y1vTF9uNbZs2aJe9apXpZ97eHh4nGhotgJ1401xuvTw8PBYiWg+zsaxR6SicM0116her5emKki0Wi11/fXXpy+6b3nLW1JW9v3vf3/6nV7/3nvvVRdccIH1G/3317/+9bH76na76T+JhfZCOsutzxmTBTVNJzXMTgsWdJiJQTXh4uHF6fLlo5fzuucPzk+Xc12TX4tJSKNmmIkHRg/wunsqe9LlraVb0+VP+0YxYeeBnbzOYnexkHFj9qNIPJtEqVGtyRWZIq24Wq1as/Veh76khZxls7oBBLGHBQwmcniR2xeOyROTIuGOoHYh8+aKQePzAhbVzVsrytN1811dtQIrp7lAGHscjsaQ4eGYOExSZ5j0e/f4x20PLK21vjOBxrUECyjbS9q4yu1qO0cG/WzQGViMCdtgCnZSkas0i7mjDwrrSLBnnK+K3yMHTqooOCoEzIIUidmjjUMnL40+l7mEyEF0LVAl88HXxzUdAGMtbm3kqYKNRo4rq2gIYwa+18DO0YY6ScfKi5SMnrsdyfrlcqNp3AMjJZUh1tXXWQw9jGxgAGFZfNJxYDzCWNHuiLJ3ykeu9Cv2vYv8fME4smU4xo2s8c32bfrcZoKpH7A5AITtRX62W4cgK+TBHoKFxj7Z+ELegugajrkGmy4U5Pu7NSSFRiSOrTiuqTQg4XuV2FPsE+cm7w3OuYb1MyzOcdzC3hb9EdX1UJXA4cn+hOclFHaK6mPciBwb5NDzQl53dzxmC2i6j+RxuvbA6DNROcrl+fOxwC5X1A1kmwutHPHeqGcz+UIlwDU3kMov7j3MTDvsgukZK/NqOTKBbu5GR4tqVgpQWDvi5lL3bIvkoYjAYTeu2gZHQ4T6EUdpBWMrj0GeD/r4uOiixGPB7j5sHVydVvArv/Ir6pd/+ZfVU57yFP78Na95TfoC+/GPf1xdffXV6qtf/ar6sz/7M/WFL3wh/b7ZbKYNBwcwQLO5S0uwucnjqquuUnNzc9a/5iHhkOPh4eHxKGF2OlEve/5Azc6cGKE3Dw8Pj4c9jk0/Psaxh8Xg7tmzR73oRS9ST37yk9VHPvIR67snPelJ1t+6KO3SSy9N2Vmdq1uvG7bVfZldXFzk74pw5ZVXqne/+93WZ1uetCXVuOPZX9XO85IzxUps2IXzY8PSPnv47HR5YSNTgaiGZgP7g/3p8nDlcLrcNdqVLm8dGrZWY1tocm53Jea7hcaClYdTxAyxPiByXSWDWbXPAblZnM9H9qlW7iDNbEct81130M3lwSJ/DXlSzGwUzW2cilHW2xxkleeYnSLvEXlMnP8r2TSZeycA1kLO9lymtSh/jXV6Hea2KC/WZXndz4v2NclicxzD6h7TpO0WrfNImOFxVdtWXqrDjEE9JAWcHGkdzOJZm1QwmVwAinxQYpfQb2H3K5VFwORyri9pn0pbV7C86FdgUyTzhn3mcgWxSykNiVxMsF5806m83qOjmcvsTVTAuCWB0uSLZg0jzZhgFdFtkb7FSg3BeIYP96WVh6/1tKOpnKUyrgtyB6F/K3PjOzExv5GtuMBW3ZJFJaaoPCxbrBcz9lb6b2h91uw3bfUMjZ6jxwn74biUY6bccYLzk4sYIBZWsHOvcd6SacaYAnYSlrCyjWAdyxEF0jBG21hV/zguYucwprJW8iT7ZdRETKg1cM/Fyqem/se5lFL71Dlv1iGP7H1yzqdg4aCWUa6U7Up+1IbInGbYvxJrDMURy1IY1wHtSPesWwcgjxPHhQggnmUyhx/53p1hx2bNZRs5ygjMXLsWw+kfyo4aIIqJv6XpwRgCElHhUjm7L93ccNynVi4tDiO2t8PjfkHdTBF4fZlbTPvh9oaiBhQqRkkuBxfjmO7z4SjIcqMpEmDVQ7jPxaJDxfk53xU9i1fEC65+uX3+85+vzjzzzJSV1RJgR4LO011YMC+Aev2tW7eqbdvMCyKg/9ZyYeOgf+fu62hlxTw8PDw8PDw8PE5+HFWKwt69e9ULXvCCVCVBS4UhF1TizjvvtP6+/fbb1Y9//OO0IE0Wq/3t3/4t59TqXN0vf/nL6rWvfe3DPxMPDw8PDw8PDw+Po2VwX/rSl6a5t29605vUhz/8Yf78iiuuSP9paG3b2dnZNC3hwIED6mMf+1j6u7e+9a28/u/+7u+qr3zlKykT/OIXvzh9WT711FPT3x4NehQbqw9MakM1Ni/c/ZKQCaOQ0nTJVKA9ofaEdHlhdKElZK2xc2QKxO6KjPLDveG91uf3JPfwuksjk2LR7rUtu2AuXBEFY7mCF1gYSgK6ai9ZYoUigZYUEsSiyfaP5UmyWG6GxGG76XRl6IrD7E64lFMBhD0hwposak+SZ2wSUVD44Vr/FhV+uSF6Nw2hyN51OeLSXIAG8fCCtAkOgTnFW0VmEOP2M8kmmMNnBYVvOYmXCdag46xAJ20P2+FCGql7PzW0QsjB4cC27K2I0CqFfjmkupqWU4Flz2sZJZigTWZPKQpJuOjRsSx1pYas+wZFRk4YUobi3P7O6xQUPHGbQXYMhgIiXIfxIVCjtG11KLykQi5UsQrSKMTLRUK0HaRzyPQIFBXBLree1K2QpQzvsvV2YLddL8oqT5G2gZAj0hhQJCY1xpuHTZrBYrhoh+GpICapZe3ZGrSsEDJkw+R93hg1rLQqpGrAunfYy0sH5opTC8B9GV3BTfkQfQRtz7+p5u1iOXRMC6yLcbqouBDhWhTj8Jgm5J24SIuumdvHrKJSOk5OEyGTnSKRfx4DcW5OMbCVgkFdFtfSOj6A1sF9iD6cK/iT6QD0EdJj5HjEIXF6buC+58IsMRSxFTfSQZBCBJt5SqmRv+MCVjoWpOAVjq2uIVJBwSD3PbrH0F9lW3GqBy2RUoB7GGkJKShbodS3U3FYakymzMCshR7ASL+QsMYx5zzdsUWmIvB3TlpaOcnaNJPEM9vU7RaJNDDrOQPDDqSp0HZl8Vx20M6f1Jdkwbf7fD1hX3D1y6jOqdVpChJSEUHn2moTiO9///vpS6suNNO/kdiwYYO6+eab1f/9v/83NYHQL7a/9Eu/pGq1TKPTw8PD40TBUlOp62+MVU+7mHl4eHis4HGs33x8jGNBMmkKfYKjdrp5IZ5ZNWOxLd1GNtODoPim0qZ0+brZ16XL51aNMUWvnLEgNyXGpOH7/e+ny1bSspLzD4QHeN3DQ1OApovcNIbzw5y4Nc/K6aOoSgVfVVsKLP1uhhjG2cCyLqwv1XMMLhLGwRpzwQetgpm5VQDgiO4XsZNsLoHZO1YR9wIYHMzKwAyhmA8yUtZM2RF8B9tbxAa4WM6sr4jJHVe8VcQMu+1Q9Pc4ia6i7YwrbJvE4LrLSXIryzG4AIuGogjYXCZVIVW1MbIlqYhxxd9S83pQLmZg4vXEcFTFXBlFnsYDJZPukYxOmySA2nZfyLFAUkIJAQqH7ZJRE75mUOKDOQQxXZJFdiMCXFAmJM+YuanRMdDQArZTMhXMRlGUg61WieGSQvooGoW0GKy5oWIm5Yi6JbPTQQnq8ypXFIRCUJYXpPux2WtaEknS5pQlfkT7jTPtQDtUIqqDCPJFT1zkSiwnImzdVjcnfO+OCUWygHzNUKTo2NFaRbquVS0dZlzLWx6j+BGFjiCmpMEAtoNzCAehVUgk2wyMnWu7y1GEgmJVl3GWMmFcwOmYE8GoQRpxoK0HkV0sNOjZEn0a5aotE8bFZbC3FQYFrlkAy7CJ5xDfhygGpDbCvSvvo9zYit9GdgGgRqVcsZ5dKIyVxXVJyd4ey18hwiT6MK473wNdx7Ka2iVtv9nYuj7lXtkyyIGxRPpdbL7r9XsW4ymLvDuDjtVueHaPmiPLnEqj1WmxlGqRQUt6LoJ1xVjGxZPUJkElyEmpRU5RK64Vrh3aOt1OK7HebTAmcSSpoK/zc7ZAGq/o3j4WWM6r68OWCfPw8PB4vKBWTdSTnjBIlx4eHh4rEbXH2Tj2iIweHmtgxoQZD0sWydkI3vLpIzCOmMXuibN0i9sHt6fL+xr3WeLo5Trls80KmSNiO3mG78iUyBkn8uxmp409cKleyuXZdctd67jAvPUr/ZxUV5USzJaCJYtpY7mTUX5mm5uBSw1/yjPCDI1niaEtaC3PF6xHqWLLj4FlkGwc2A4WnUe+1DKY2iIWtei7or+Ltj+JGV2OnJebI1t03ONyjsD2FbHnRzJ8mHRORefNYutg7oMCqR3q35jpj2bpGk7TNRRNhZzL4WGyc+0MLSY2nM7OqToy/bPcL9uRFbKLTv8fONbRkO6hPmzlnIOdAeMI1o/OUd5zblMwC0h9WjIiLLEE5naUN4MAIxoFgdq0fqjuu1vb9AaqGlXz12tkMys5S11xbGDYsC9mYGnMkNEd5M0jhxTMIHJHJfuIsQ8MM9hasEyWhJRy2nqYZ4lwHGzrStdJsnOIGLFFb2Kfm7zfmamHWYdzDa381SQv1Wb9RlqHOnJjWMeyfUU+KT322kk7n/+J4ySWNOrbYyvXKYjxE5JkaD/OXSy433EOrsWufBZwTjRdJ2anyeDCMlCg80aOLK4dM6JZF+Hfg7FlEwLqatbYiLxi1FqovAQWR0DA5oX2/SrvYc4XhVGKM3bBmESeH19L/Eb0Oe6jzhtMWAvzudfEluK2BsPKtsFCvhD7gKwoS25RFEr25RYcTnDo2Iw4Jn5O0DMQbcMRKjEmFI39/LzB+YpV3L7EUUqsm4jt4JoEYTqOPXBfpJIk5OMCs2zdM/w6MRpbDzI2F3clWvV6eHh4eHh4eHh4nOhY0QwuZhSo0gYDKcWTwWg0RyYXbXu8PV3ektxiPh9mrhC7ByZp8PDCYSs/cLpHHsBi0tIJOtY6nGcoCAPkr1VrxGgRFTPdmLbyc2QuDhhczN6DdmDZaco81163Z83IOVdpWJBvB1FuzAil8DutgxwsZorAyFC1aZHFINoc25dsCGweAWYOcN3EjHCcecNyGNsidYEjGUdY9pnOdosYWDfvL2c9uQzFhUnbHWfwMCnHd1IeMRtxIB97WJC/aorfOXcrrpj+2o/t/mCZinRGVm47ciqjhSh3bzCDU8szg1wxjBww5CTCLEAeJ9K9nGpv5C1KVoVVE6BcAma4oEqdLSnpO+73ginCcQ2HiRrq/jsIUrajyBKZWSraLvo/1ARkDiHGCdyHuE69Ui9X2c33DaIwdN5SLQZtgDxDMMTtYdsaI632pIOHVTPud6mQ0G13rSgRmCfLpMXJJ3WjRrKbsh2scwx8/LKNQAwSawpTGaBIRYFzr7thnhnEdgZ2G4OJk/bIbg43+qvLJheZQPD9jS4uc0fR1+h43fxv2X64f8CE41km9d/BQrIhEKr26Vwkg42+wWoZ1OZFpjrMiI8xQ7GiQo4KCSDz6HF+/HvsapRXEEDuJ+5DvgbEQLvrm5XsY7LYS1L6QfDRHUesiGLHiUogZxbqFyK6w+eP/Hmw5aILwyij2zHnlHQT61i6Q/GMzA/nuSiG7EusKjOy25YZ/yDJG+AMB+k4Nuomqd069wHxzgTVk1yOtrz2FHHgnFunX0+KvB5PeAbXw8PDw8PDw8PjpMJjpqLwqU99Sv3hH/6h2r59e+pg9l/+y39Rr3jFKx6LQ/Hw8PDw8PDwOKGgzbCuuuoqdeWVVy7LNXYloXsczu0xecH92te+pl75yleqj3zkI+rVr361+j//5/+k5g9aO1cbRHh4eHh4eHh4PJ6xuLio5ubm1MLCQmqgdTJh8Tic22PygvuSl7xE1ev11MEMuPzyy9WFF16oPvGJTxzvw/Hw8PDw8PDwOKHgX3BXWA6ufp++4YYbUpteiRe+8IXp5x4eHh4eHh4eHh4rSkVhaWlJNZvN1K5XYv369TkLYDdfQ/+T0PS2ruDkKkuq5JN+za6PuasrZ2k+0nfW76WeoXQRgcsMVX27vynSm8TxcbVpUKDTCj3EYHwFIlfR4ivXOUdU2bpV9bnfikpIdmDB9qA7Cr9zUcXp6vKxhqyo/uYqUygXoJITagJhQbU6dDKh6SvjC25TuFJ8orI2p1tLx8UVtEI7lb3UUU0MHcoC3T9uE1TrF1Ugu2oP0PhElbWowIbzEK4P9JXRd2QVNP7P2rEFygBulTdfl4L+zlW4+A2dE1d2y/aEuoHjege/c+no5fZL1lAtcLdBn3P1Ni19SFRp03nz/S71bwloR65SR3+V+qrOcbqOU0XXvVQeqtO3KLVjZ6i6Xf1pXtuWK5xxCnR9WCNbruzcY3wsuCby2uK/zpggVTT4/DCi4yvn/qQDKtTL5Er3SYogdJmtfaNfOwoWrp6p5XOPwCHaAY5eVHUuj4+rw+lv6IDLqnNoAnfJporvFVTVCzcnXN9KULHu/2iQ7RuqNVCYYb1WUgaQ14fH1MRRVSg6f4x50OQl/VooWcj7zq1QL9LpZrUQ/Caw21G63XFfpraC0x5guQfCwQyKNxjLpXIFqT3g+uP3GBNkH3HHDdZuxZhToDThKvZYesL0O1fVQ56ve148VqOfFgWv6fSs8UxeS/lsdcZNrAOdZam6gGPPqZAI4Ql8B5UPj5NIRUEPMpOyJXQysn6hlf88PDw8jgd0DcR552gbUd/eHh4exwe6+Oq9733vSVdgdrzO7bjn4OrdTU9Ppy+sv/7rv86f60q6T3/60+q++4yL2HIY3FWrV6WzJ561YtYlXWbAzjlal+wwImZkzCI424HWoGRp4SFfHpVtPcthNvtinUmaxbELGDT7hGc1z4xdeT/arlyXj4scxtxZvGTeMJsE+4FzgLuUbBscL7T5eBYvXHZcFxiwIvD+lnp6rG0JNg1L0mq0GD3M4MGCxLBVyk4b5wnWE+uwS4yYvTMbT0wGaz9i1i20TrPLbTtbsWanZF6gB0kasS47Lz/jvgWijNapDomB0ufSN+eyarDKOjcwUc0w02mG81Iv6NlOXBaNqGwXJFx34XUPsO5nYPcV9FM4nUm2BqgmVes+mE2yIoG6qts6o4HRGW1EJLyrP4ta1rlwH2MSNM88uZEaZjSl5z3uc9JuBGPI2qKiHbjdSo6OrdCRxmHMTifq2Vck6ts3BWpxqZjB5fsOu3DYSXlfQjcb/R4Oa6xjKjt+5LCfmQF8ro1wLuyeBsZVOFC5bDFHoci1SzpBBmU7uoO2lm3EURt0J1oHbc1OX6IN2J1OOOulhz+S1ltmUY/rljPc1GDKfD4yn6ffDc13e0ITBWwkpq8Ny9k9nJTNBiuRWXc6NnrkM8MZS+tZY6GzYJbDBVv/FPeXGI9zET5cr2GenYzj2HKIwzqSPXW1V7nNEI2Cm5pwzWPdWvQRGnulpjHYYrjwlQPzDKgFRqi6AxFYcTydsGNpoUs2GhrD4QAWZsVRKcnYYrxgltuJnsn2ctluOILKc8FxgnFHG0nNZGja8j54WLajevL82JEzsPcn4UaFMB5bjD0if4hCITJHmvXyundHZsxv9cghzWPlMbj6Ql9xxRXqW9/6lvX5N77xDfWMZzxj7O/0W76utJP/5Muph4eHh4eHh4eHx2PmZPbud79bvfa1r021cLVM2Mc+9jF10003qf/xP/7HUW2HWVgwEXA+ETNcMIuYgeI3MhcxN3MkH+uoFFlMxPSIHM30rD8xs/71ar3lEjM/nOd1mknTmrUx40b5pdKZBX7YPOOmCSjYFDCmKWhyGddjO9cXPvHECli5nZRvVUvMbL1WrlmTh/R4B+Z4+13DVjRVMzfDZa9z2l51yrABcdUcS2WUhRs6zY7ldgYWqVlq5hgozpWj00TbB9VgLPuDGT27vMh8M8yYu7bbDLtzCaIonAptBgvOLbKPRA775XiLy9k8szO14lwvmd81tWDYqK2Nrely1cgwuZ3YtN09wT28LlhdMK1wILP2Tf0Q+YTM7hN7FZezfgRnPfTvQTSwWOV+q59jlTgvku4jsGBnDc/idTf0N1jX/WBwMF3uLhunwHTb9b6dV0ssX5ETkXtf4z7F/RSWBENITNaga7vwgMmXDC4zwtQ2QSWwXQmFa2C7FKjvb1OqOxeqeDrIIgE90T/xO2riUZn6IzUj+pfsj8xUEzlViku5/HSwqLlcWeE0x3m51DYYW/B3uZyxX8j/Qz/k5SJFO4YZOzmomvOPqnakJuqKcwELC2asZjvtxd2sz8FhDf0T92mpX8rdG4iOYWxZPzJj7abGJvP3wPwt2wbM24PlB3NRg7AeWmPfqdOnpsuz2qbvzh/Kxu674rvM7/sN63gxhlmsH9qkHFn3Pxy0JCsdVmn8nC5ZfaPXFpE/Yl9xHXDvIa/YGpcwjOPykuFl0AlsFy/RNhjvT4tOS5fTfXMP90fZ/b432JsuW3HLcthjZ0S9j6Zdo4FnF8YjRHkkq8uBDxq78KyVVBvGDWZEaRydisxYmf6/Z/7f6lN0iGwZ5yNzDaNe1o+Qc8wRFBwDnhsiWoSxlaO55OCHbWDMlONkOS5bfQMRLDn+cFSMntGIzMn2lPedxwrOwYUG7u/8zu+oVatWqQ9+8IPqM5/5TCoV5uHh4XGiYTgM1KGFIF16eHh4eJz4eEwYXI23vOUt6b9HAs7JpLymUrmU95KnWRWzp2BenJxKyUph3WjGLCuhmfHOtA1rq3GuOjddblKbrJne7n7GUm1Ptlu5NZy/Rnl2US2bZUZT9H9M4vbT4SG/WOT/RnWa2a4JLFZk1Brl8u3AMIK5PTU0rMX6smA/KH3ycOtwutwb7rVml1Y+JM244xK1ed20+cZ1G9NlvZfNXlv7zOx6abBk/q6ZvwflgZV/KZkrZqGJuR3OZLPasGfPx7AdzleUaaJI4YV6Qjux2JFgSrDcVZs1ZwYzFAwmsXucZ0g50/EgtnJ8JaODc+Dc3jjPuM7GpvE3jUw/Ont4dro8PGWuxa7Kruw4iUVC3haYy1FJ5EO2Q8tPHMeJvoxIgfyuVLKrqZkJX8w+AyOE+wb7XhUZxnlLdwuvu6VF/6fmOxAeSJftKaKXlFKHVh1Kl92+uTdGnZGVUygZTDC3nCNL9w9XPBPbb+WIt2MrGgHm1sqVhsoBsWpgHmXucbJEedN1pc7YnKgHlvQxB8wYor3T46IOyDmoOC4QRy2Rv0gMM18fuqdxLSVLF1Uii53nXEJB+HB/BEOPJqE/ZbQIY0k/Mm1T69YspliyfkGdrvuMw6KLaAmYa7BcuLeYtctSO1WlRxEeSj1EHijYaDC5knGsT5kxZfVgdbq8ZM8l6fK0tmEgNbph14rq7J7dbbWdNb7TWHv69Onp8sxDZ6bLXicbj/YF+9LlfNUwgq1Ry2LeLQUC2sVgemDdT0HDrFvpZlGt6TWGLa2uq1p5rM3FLNe+0+tY4zrGYfRpmdNbWWW2XZutWfds6zDlcYohEwoGp64xz4Anxk9Ml+sa68y59jMGuxaa7d1fu99i0aXSBCJKGFtrw5rF3CK6KfOlERXsl+i+nDbbq8YZ24v7pBOYduiuNvtZVTVjjcamBTNedtvmu10lM042A9p+Oxu742Fs10sQkzuMzA1UigTDTs8L9GW8W8wo8+yvDrLjrJbM/6sjymmumb5XjjKWFxFY5AR3uh2rDgM53rJvAf1+X/34xz9Omd2nPvWpK7rQ7IEHHlA7duxQZ511ljr1VNP/gFarpa6//vrcb/Q5r1tn+uaKe8H18PDwWCmolJQ669SR2r0tUvTO7OHh4fGo4Oabb1avec1r0tQiPWE6fPiw+vznP6+e+cxnrqgW/+53v6t+4zd+Q+3bt09t2bJF3XLLLeqlL32p+uu//mtVq5kJ0a5du9TLX/5y9ZznPIc/0/ijP/qjx/cLLpgy5FMmdaeKWcyCuZKZWF/OkyzQtUN1flyJLbWCLYOMpbo0MJbCp4WGRUg65rergmyWuZCY2dnhvmHjkmpi587OZRRMedrM+oZL9NmCzRCx9qOeTYYzFgPTLretfMZ2kDFlYMQwgz59YFiLs2uGKdSYnTEs4oOhyVu7JbklXbaSVp7JpHyoSkyVyFOGkThl5pR0ualtZtYajbrJizqQGAZv5/TOdDmoDOwcRVFly1XfyCWkNrPyaYkh45xRqnCV1atu/hpXGWMdIfeUzCQWQwwGS0YCkF/n5nJj1i2ZDRwXGFyu6K/lq+kVES2rOqbfTLdMezYrhomYmsvyzoKuXfU+rFJfkQIJYGwih02eDfIMbt9mY7kiu0BYJazYmp5gvetl06+mGtlxrh2ttfoImEzrXOYC6/yRk4fjllXVyFlnJQenj4DJl8cHINLA+YuCPed90K2Finupr4t7SpNTo8pIBbXY0gJlvWYRHeC2J0YUjLCs6Gf9U7qHk1pi/Ubm0eM7V2EBfVvmLuP6ItLCSiMYK8XxYF/dctdSKQi7oo8QGzuaGuW2M656HNcb9xwYNMnmQisVfW9uYGQfS608m1adNRfotK4Zay+cvzBdbu5t5nXbVTPmLa4zFOZM3YyRjbCR6+8Y72amzDpntM9Il71qxuCuVaYP76rtslhVro0QDDZHs1aVLEYQkaB1cfaQ3rzaHHN1zpxTo2eOb3+ZQnY64tVZsp4byCfV/U8yhulxTpnjXL3BsNvdmrmWe0Z7LAUTmSs9Vzdtfb46P12eFZ5l5dlKJry1pmUx2eWeyEGl69oNula/2Twy57hVmboCyYBCCQZ5+esrhuWt17LIHyI/hyomyjO/yux7XZi147n9c60c4U7JXJ+9g7226oWIeLHyBw0X1dC043BaRAlpDES+fD0xxzWXzFn1BWmbd02bVwNicKumbWZKM7l3AIwNC7H5e9dgV04z90DjAI9zb3zjG9Xznve89EVQ421ve1v62bZt21YUk7tnzx71oQ99SF122WXp3zt37kxTUf/gD/4gVdKS+PjHP67OOMPciyedDq6Hh4eHh4eHx+MZ2tH1nnvuUf/+3/97/uw//If/kL4cXnfddWol4Q1veAO/3Gro9ATtWvv9738/t+7tt9+uvv3tb080/Dpa+BdcDw8PDw8PD48TADqMr9MSnvhEkyOtcfrpp6s1a9aof/qnf1IrGYPBQP3gBz9Q559vogcSOpXhN3/zN1MW9xd/8RdTx9tHipWdokAhZJYcoZCwDG+GndAKWeA3/FsRAndtQhE2R5hyXZKFSC4KLkqXp/RPscMgouDnzsGd6XKqZkKztemaVRjQnstSCXoRhYfoI5zDVGh+uznOwnEobOsn5pz2lUxBxJ54j5XAL7eLxP+zuyY14ZKRKdSQ+6rF5vi2TW1DA1hhVI36OhOyKVVNGG5T3xzLWSMT5jo3MaGjtN1Kpt3umTJSV82a6bAHywdzBSBIM4HkGQrmpPg6QpZIP+AQNWwfZXiafsa2u8l4+0wUIiFcxHbBMkwOEw0qgnPXsWSDkBYBMX+EM+kSSykkyMcsDhYtmbl22LaKW2SIHufPphpSbo2OC2Fs/AbFLHJdNpWgECP6PxexiDQO7BPHjn7Vj03bLZayijR8h+PrVrpWUYcsshp27LQT9Glp2eqaV6Adi4ozOLWF2p4tPCHvJIxIWOjdubacaiCuZac9VNt3Jaq9OFTDXsDHIgXgWcYOxWBdpxgsu91Zkqk/REdF4+En+eJKLpglOaYiswG0n5uqISXFYD/LttOUDoFiWFnExGYDlNbAqR4UypXHjpQupB5huyxzJguCqYBsbWmtlRJQLWfh99KgZPXDdX0z/q6prDG/qZnfpPucM/u8Y+0daJCcjBsKhGYCE0LeGJnC2PWRCZMfrpqUAI1Ty6YQ5qHqQ5Zc3LBmC/XLAuNeze6YKJw6Nc6Kai4qXWSdG0Lst1du53WWyiZFodav2de0HVjFXBpbKiZt7tSq2cdSsGTJjkmDFoTdT1HmmXVecl66PGN0Ri6d4VDNpAccnjVtMluftVIqZCEe0mNQMLhhaML4lyUZczc1nLJSExapGm5DsiEnwYm0wUMlcwz31Yz508wgC/3PhuZ4VpVNatfeWZOacE/znpwkH1KOpnvTtmQXpRchXURjUKe0t47pp7Mts5+tQ5NucZrKChtPSU6xpTdpaZlh0LPpsDpspVJASmxXkhURd0vm/pufn1erV5v0B4m1a9emubgrGb/927+tdu/erX7rt36LP5uZmUl9EJ7//Oenf997773qWc96VspgH610rAvP4Hp4eHgcAZ1eoG67L0yXHh4eHo8WdGFZuy1mw0JtQOpZrzT89//+39Vf/MVfqM997nOpmgKwceNGfrnVOOecc9Tb3/72dL1HipOCwWVRf2ln6xYvJbY96ahOIuQzcY4hxKyXZX+SvNB0eVi2mAcUeq0OspkXLBBXl81nG9cYxiBYFVjMq8b+jikymO/OW2zi6sj89pzwHF73tMDMIkdtc3yzU2aW2Zk2s8NOLdPlQbEJRNPXtA37samZFYOxPSq1yer6aispv1LKktqra6qWjEx9ycxEL+5ebI6zmR0nC9LPmnbdXjayaTsTU2zWL2fsLApo+s2+ZTIACRopAA62PGddGuRZPWblHEtdq1gGykWjgW1zCytbUVzGNrwoWoSsmbAc5UiA446LAiAwMhpLi4ZxeajzkCUjs7hoGI7DvWzGDhaW+2fDFvW32L2+zbiir6DAT54vjgtMDI5fGh6AnUTbgyFZ6JqiiYe65vg1ygPT10pDw1Itds25HBoaRkYygWDqwfZDHoyZzfRLHISyWHgwM9JKOmedzIuC6ySYSmn4IG1y0dZxFKh6VanmwlCN9DZou2A95bFjvODjooUsCmO5QupHuBdcu+giWTQUyMpixWHFbj+wU7j/pTwaHw+Nm2DwmXGV9rltpwgQ5KGoc+EiOIpeoVgNbSQjFig8hP3u+tiwp2ePTGRpfSmTlkI/hIg/TGtgggKpOY3FNaaPtettm3FG5EKDutS6jmGC10ZrLaZ1rmIKiTTWBGacPK18mtU3DowO5PoOjwEoWKbznq4axvCC5AJe92mjp5lzaZpz2R+acX93KZOXfLBkin271a4lzVaum/tqrp0d54XKFNyd0jNsYisk44MNVOCrzPGm+zwUWf0TBg8bgg25qMmByPyuEZjtLITmPj9QzrYXrA2siA2eE1v7hu08r2UYYsm+7lF7LGtdmHWUO9mLG5jQQ+Eha9xvdDL2uNShgr4Zs5yeNueyqr/KkvyThWKtYcsqcOxU6TmZPdY5qgrDoulDZrtbGoYpv2hgGHiNjb2N1vY7fbO96SBjoyGFiYjNnsScfzksW+eWnq8y56tD9EtLS2phYUHNzZlr3e121f79+495Edbxwgc+8AH1u7/7u+oLX/iCevGLX3zE9XU6xt69e9PxVxp3HS08g+vh4eFxBEzXlXruU5N06eHh4fFo4QUveEGag/vFL36RP/vKV76SpsUs5+XwRMOf//mfqyuvvDKVOXvZy16W+74o7eKaa65RT3rSkx7Ry+1Jw+BCxB1i8VLmh9fF7JrOuDRL+V3ZZDgvKUVMBqTGuknG1mAGj1wi5Ikhd1LmWZ02bViA02bMcrZiGNe9PZM3pPGjxo/SZaOVzVLTdctm3XOCjBm9bGRymxZ7Zt9zU+YkdtYMM7p/LpOcYTMACE7TjPJQkLEfs4nZR3fWnF+n3LFy1sAYaayZXmPlTG3pUw7YYZMDtrmf5QqDKWiXTJvMhXOWvAzbsuoZbsPMcHuHzfENDtoMn8UoghgTzJ0LZnfBhKFLOEYNkp1xpcTAMlrC+9iOE6mW+bogcDnH05WmE0zefNsw9tsHht3eMzAz/G6vm5M54pxwWDM71pOWPA5YefqPtLMFwIQxY0kLyTC74HajdedLJA4viLJG1xzzdDJtRSVg+KDR6/esfon8XJfZtKyTKY+Uc66FGYQLKeNkNqxysoA4F7528AuRRinUfjoFedRQShN4o6UgawdxCK5lNG8fkQwhUcY54TCvwD7zQ1cuEsDydeKS8u9xWDDkQMRK5GLy5UbECr/FKuKcWDoOfRjSflkaKEvQwZK2t7pnMWWWpFbN3Pur1CpLSurcgcndP6ObMVRg8Q8MTL850DXL+4L7LNYu3edas897QpOD2Rl1cgY5aNuZpmET143WWf00irN1z4zOtM4XpgNgMiHcL8+PZSbJZAXmCFLean1nvcWeQmJsfS1jrtlOmtoYEloYC6VM2MaWYRFPXzTyj/M1c6+tmjHtG68VNslLFH2hDgW7eRgTSFnEc0bmedNr9qzznqtmD8zFafP82V0z7HOtag5407yJDq5JzLNCGnjMBeb3swPzzJnr0t99chvS7GlQsaQtd3R2pMultol2aRweHbZycWcjszwjMP2nOZUVKJX7eDgr23SBxj+Ze12ZqVjP+o1dytNurbcitlL+DTnyeOaARZbsdjMxx3Pa6DTL8GJulLVnjS641n7VL4TvfOc700ieftn9j//xP6Zh+5XG4H7sYx9Lz+Nd73pXOvZee+21fO/qPFuNP/uzP1N33nlnqo+rdXA/+9nPpjm5X/rSlx7x/lf0C66Hh4eHh4eHx8mE3//930+VBq6++up0cvonf/In6s1vfrNaaTh48GD64qpfYPU/QJs+4AX3937v91KGWr/Q6rSMJzzhCWlKg17nkeKkesEFGwRmIgUIPGIgUNHr2nNKu1XYMCJPE0LbkoHa29xr5Z21p8308L7hfbntba0YluLJoyeny6mOSfp5sG9yrTR2t80s+ODgoCWWDivXrUEmmr2xaWaVa0ZrrBnk2mCtVembfkd0DSpkHyo/lJsxYwa/u2KOoT/Vt5gzMBzS9OLM0ZlWbvDaqtn3ul7GViCn7+DooHV8zBSIPPrhARLU30tMXiOxquyLqufBSoGVs5QMkCNbYFpgvhD/B6uL/EUwcYLJA5MlLXnlfoqYN+SEM9uX5Jln5BXuG5p87DKFAsCiymPA7zifkkk/sfMxp4uIg2Q98TtWHqDtcn6hIP2YhSTGsR/0rX4l7ZyR64ZoAVg0iLzL/F9m9wJ7P9a1pPZzc+Kl0oC7LvoEbx+3udVUNnOPe0Xm8jMLGyYq9T3R9qtL+fxda9tu3i+dnLyW/JnT1kWqHADCdThvyXJLwwn5d1F+em4f+K6AEOfjQ/4vFBKEMkLQDKx7g9UeVkVWXrjG9NCMJaeWTMTnnJYZP56y9JR0ub6ZMZnIT9wR7rCURrbVjMpLNJtttzFloga7RrusNsJ4pTE1MONuZaliqRRgvK9HWf7JORWKmNHpbytts9jVcqWcs6wNB6FlkgAjialuluRZW6xZbDdYSqhLyHt0ujRtfYe2B+uZrqOmrXPpVDqWxbLFxtMzrzug6FC1YbWzVCOBocOpbXOdNoYbc/npW1abF5B7w3vNB3Q5upHZfnuQ3e9g1JdGS5ahDdpM3pcw1cE9XG0QYy1uOdyjsNSFQsJZ0Vn5/k73N6yKEWXdF5sxV4bB95b2WjUwqL3ANYZqjIwkLY4WLUvmhSCz3+2QswnGbuREQ8kEubnp6TljipbK0v9WMt7znvek/46EV73qVem/Yw2fg+vh4eGxDMgov4eHh4fHiY2TisH18PDweDSwuBSoa77uKAx4eHh4eJywWNEvuNprQNsyQ81pqAKlVWGanZEKgkTNTGchShQQNCh2MVVOVBp1JnkdjdZQh2sCFYcjVSsrFddN89SCkdLRt71Khy8SNVUfqpuX/jH9bmPZhG661bJKkkDtjx9QEcKFVCi0pneeGg5itXo4raJKV60JTTilXSurZBSqQaeaytJUp7qqqUyIvxmZJPRKK07XqQeBCksmJFKNzXbr/ZpKehVViSMVVTtqDRU1bJiqpBGfZidSrVJLTVdGqtoxv9k1MnkwSa+vRqNQxaWBKlFI8XDJJNsfqu9UPS0DFQ1VvTJSwjdCbQlmVatTUquSVapc6anVFLrvk6xMS5thaHmouKtWkbnEDBVXzUSh6nfLaqY6perVoWovZG0/avTUYlOp4cGhqtcSFSAcT23Z7mhDhkDFcaJqZM6BqNZomKhmM0iLrmYp80Jff2BpSRdkBapWSxRFD/m33a5SWplLa7VP1+2QrWbsGjokrfvA7EClETOqTdT/bbZ0WFb3wUSJiGX6Za+nVLcZqjA0/dBKExgmamnJbLc+NVQ6QsZyTklXtVpa3ihQ5XKi6vR5+ns1Uv2+Uq22Ob+pmXwYeymNlgVpG6aRTRTOBYHS0or9zlCVSomqySIhFSitW9/q6H0lam7GTgnQaCwFaf9O27Ckf0MSY8lIdTpKtfqj9NrU60oNqO/qY9RtuNgw915tpm/aME3NoCLNJb1OoCrVkdISjzKsn16bbqCCcKSmhJRPulaCc1VqekaHGfGV+X2zmaSFYZWqGSOynyZpG+q20JkTM5l2PMdAF6muT+8zQsEqLVrNJG0r3QZpG4r3Xd0XWi2TOKD7IRfM0bHpc9VtWK8nirKCOIbWaZo+E0emDS3zjqE+nyANtc7OJmrEbWSWDV38NlSqqs8V/ZuOq9dN0jbUY5LdhiZ0m/bDkW6HhK8Nzint3/ra6P6Nfg8Zt55SnU5g+jfad5EMCaYDtdgK1CAeqKlKomrTWW7R2mGsOr1Qnds5V0XxQD2haULga0h2brofqKRb1zMJNZwyBVObyqazTxyn7QAARwBJREFU3lw/qLrtitoWb1OVykD1NmTGBDpS3x2E6nCzqaJwpOIZ0wdnqJ/rPha1zD7ikfmuBcmqoKyG7bqqBnUVVNoqiAaqFJgw9rqopEb9kprpz6gwHCl4AiR1E3rWdZ69vrmIc+UgbcMqPZBmS4nq9CLVaXRUFPdVVBqoRUq3OBQPVNIvqQfV/rR/L63OZPamyoP0AnZLZmdbK6vTewlpUlNBRfV6sRoOQ9WZW1BRqa8OkBzaoDZQo2GkOmEn/c1cVhOlBuvMOp1FfW6BWpzerYJoqOaXzABVX6yrpFNValBWjfCQCqtdFVQoBanaVckoUvXQdM643lLRtLlRVpHB0sGgl/bvxWSPCqOR2hVlOZfNzjBtxwV1QMWVnlqzZNLrKoMzdf6PWqSbOZpqqlrJXLRGaNIZOp1m+gwsV4Yqiik1gbbbixfVsFdS64erVVztqlOn6Nma5r8Fqt+qpQWwpVpHdaYpdYpuukF5Vo2GoWpVD6kSSfENpswzdKHVU51+qDpBS9VqA9WdMekMh0jerteoqYV4QcW1jgpJQi+sULFZe0olgzh9XnenTbrCiAqqD/TmVb9dVo3BkqrM9FRTGD0Ew0XVorHS49hgRb/gbt2SqHPP0S+qmX7nrt2Buuk28/B51tP1o4A6H73EXfsD04EuPneoVumHmxj0b70nVLsOBGrzmkQ94cyRIslGVVZddWgxUnvn9QNPqUufuKS2tEyuzpqSGbzv3namGg4iddqWBTW7qm3l2UxvX1ALe9eq8tyCmj33HjUdmqfqhmCX6jVrav/tRsvwnCftUTWqOO+GlCf1o6HqtEI1fcYuVdts1BGqpJ4wevAs1d92joqnm2rVk+5Q5602ObSDdS3V7Qfqez81N/slZ3TVaqpA39gx+bCt27ao1lJNrdm4qNZvMPts1M2A1R621bZd06pWTtTl57RVROehcYo6qH78E1Mle+rWvWoDjTTTPXPOwR3rVHJ4swrX7lZqsxnMq1XTVuub+9Su+05LXxqefN6C2kQVuhrN9UP1tRuiVAPgiecnai29qCJd9bY7ldr+gFIbNyh1CTkY4h1gfl6p795o/v+cZ5ilKJZX37hev5godcF5Sp16iv3bu+81/1avUurpT80/4L95vfn/0y/XAtzZNvUq37nR7PvsM5U6yxQx85cPPKi9tXW1aHZMIP9GPaWuJUvxp1xiXoBxuLq//ujHgdq7V/dvfcxCi1bnSe9R6kc3m2N5zjNVDtdca97xnnyxUmv1MwSpeIFS/3SbUjseUmrTRvO9PJeDh5T63g/Nes9+hj2B0Ljum2YycOEFidq8UaZtjtRddwdq+31auzBRlz1FqF6oJJ0gfPc75p57+hUjhUJ1vDxf/x2t+avUOWcrdcZWW6TivgeUuuNO8xL6rKfb56kN7r72dfP/yy9TasqR77rxB0odOKDU6VuVOi8TIEmxc5dSN99ixoiiNvzKV83ykotNv9CoVsx1/vzVSt1zr1KnbFbqYi2JKfqZ3t/3f2gmS3q7nOJKL7H6muuX64suVGrDRvsFV/eV+x9Qav06pS671G78hUWlvv1d8/+0HZAzTt//47eVWmqZ8zz9NPsFd9t9Sv30bqXmZpV6hpFgZXR6Sl1n5unqaZeZF2S54Rt+oNSheaXOPF2pc0zKfTop0NixW6lb79AV/ko9+3JbI1cXz//9D81Gnrx1qDaSqoLGptGCuuvBaaUWlJqdW1JrthgHr3rPTJDj/Weo/t2XKhUNVPWiH6SfTcfmRef0aLu655ZzUhWVM7YuqerWrKpe7/u+vVPqcFOptTMDddpm0jil7rjQCtX9JDV77pPMf9Yr43o2HRxUS7c8VdtYqcpp96vS2n0qhrtfaUE1dp2i1EE9Ge2qyy4wL8cN0qht9QJ1wz2m4Z5ydleVokSV6WXplOiguuO+NZpVUXMbDqjZdQfU3EZS5WgPVWfvJqV2llVc7ajzzjcv2xqlUkMNh4H6wXbzADr7tHlVqwxYRaTaaar77l+rFhZrambtYbXmlH1qamDG+lFlqFrzc+k+42ikLj+rndNK7n7P9M2ZM+9T5ZklVW2b50mpWVGDuy9Soz2nqXjdAVU576cqLJvzLNd6arA4p9TOzemkee2Ft6sz15rxvVc2z4/vLNZUbxCoDaceULOrmmq9eFkLtq9Ti7s2qupsU206f4eaaZln2dxwUQ1bdTX/A+OsOXvJbapaNq8lMeXKxrfMqH6zrtacdkjNbT5s58ge3KoOP3CKKtU7av1Fd3Eb6ZzZ0SBWO39kHhbrLrxfjfpLVu7s/u0V1Zyvq/XrWmrzZvPdptXmhfTBfUP10x11VS4P1cVPOKxOWzAKRRvJgfGBb5sBdO15O1SlbF6cQ5roLN5xtmrtWaNqGw6rNRfda5Eb4YGR2nnLFhVGiTrraTtULckUj9aOGup7/5jVxng8cgTJ2CqcEx9zayspO4MiFi07pR8g3W5kGNwZkbhNr/JNkqia3RymDyKVKa6kzJhmcKPKUNUqetZn3mhqM9WUwY3T5H6thTlScy2T6L+2bqbI/VI1nb12KgeZwa11zYj/5MbTUgb3staTUgYXBQoPVB9ImYVBt6ruOHyHqta7as9hM9C16KYpt9aks9dXjV7IDO5ZPZNIP9VZkzK4D666L2Vwr15/dfr5rafeygxuu9pOGdyYCj2mWuaNvr5vfcrglkpDVSah8sU5M9C1Vg9Utx+qdtJIGVxZfHCmOlO12iV1ef9yVap01VnKvNmd2TNPwCcvPZ0Z3Cq9nN4Xm8K7a2pfU4NuRX2+/tmUwf3pgz/l7fYe6qXMWbfZS9nHCBJYdPk049Zta1ZSM+goIKKiKDBciWBwabsJGFx9PWpKkSoPr2BYQjC49ne6xk6zYxozs+blj/0DAr1PvW/DcJVBKdDPNRvX6RLDNe3IUY0CZnCnpxPD4ArZspTBHRgGV28b0Oer+7dmztC/cSzAUjo+B6pWNwwut0Ng2nDYC5nBlfJYmpVsN/UArbdLDKHYsH5RTdlH3YYlu7BNM7iDXsQMrpRiMwyuWVczw3LiobG4NErvgXJ1aDG4ibw2oWFTbUkuweBOCwaXoK9NyuCWicGVUmpgcEOHwaXn8eKCYHCpv8zWlXrG05W67htKHTqklH4Gpwyu2K/21tDXTh+87oeO14RqtBQzuOSKzfs0DG6g4sS0oRyVtVpWassemO0y6JxSBndkXlB5EgYjCrRhTG0ommJE94aidnBrzUwbEoNL9waUztAPdf+epkkACpu0kc1iM1CVcyspg7t6c3bQT2g8QXV7kXpt8+dVGPfVUztPtMbKICwxg5uQecODVVOM++3qt1WnXVbX976tquWh6m7IpKA0c6kZ3H5DR+ASVSHSA3bUuo/N7DEShk8hu/LLlJFb3JhsVIN2TUVhSYXljgo0u0oXTxcd6bH7e8nNKUnyw2kzI2jUzMCghylS31Kbk6m0f0+VTUNvqW1R3V6sntR7SsrgxvFQnXrQMNa9+V76AvbAaG/K4N699SY+l93V3enli4bGcOeJ1dPT+31DfwOzk5rBHY0iVe4naRQO0ouL0WLK7N5evT/9zf56VvQ82GkOdEvDzMxeMffclGk9Y95IT63atUqNuhWVDEqqOTysomqPzzNeF6tkGKlD0/qFN1GlWlv9aJ2Rtrw1vDVdHjxoGNyz2pvSSMR53czoodUape3Y6zZVuTJQ0x3zQr65vDmNrpUb5jlaqrdViCJkGvsfbB9Kn4GtykEVU1H3TGRu3NnOejXsl9RUpZIyuChMG7QMC64Z3KSVpC/AfX0j6GsaGsJld20xZXB3btnGDO78WvOy3uz00khDbW9F1WtDtWHetP2mtiF3Oo1KatagX/yr3ZJlKtJuBmo0iFSkzWtmzEv6kAq2F9oN1W3HqjVoqvrMQC0NsknanmCPajZCdeeeu/gzj8cxg6tDb+ngDSczWuqHXRoqWdQVvbb+LQplm+TrbRVi00OhPzCpDmV6wA8oNGRuqUA1WpGKW5S+QMGSmLQgdUiKN0cdX9/Y6d/DWA1asQrJBa1Hji1Ap1VRrQZ5lFNMsERPlGG3nP5L/08Vowm5reiBZ9CcUu0p832jY4c5Gt1QxQNySGqbZZWUJvr9SA3S0LRSTZo596bJKSsJ0m3JF9wWVa2mv+1WVJ+qgHFM6ctt2mgVpdqkoxublhuEdLxJoJrtWC2lL1QG3YbYRztQLDNpFcrr8LC+rvYLrqwmJwOwTEVBVJHrlxo2RnNetPTLELabCSPYaQ5WVT1r5pp+2BGOa3w8Ovo7yo6Xd+28OLqfAfqFh8Zk+3yDrH/LY5H7Tl+0ZDuwUoC+5kH6gsK/shjBbLvymPDgaLdNqoM7K9abMNemSGvYrI2XegndxzT0y5J+Uc6ECBLn2hRX+WtgElIEvOAV/VY3J841hRMdxEulOQhMPMyfaEP5giuvg96uq7ML9RCdxgC5Yh6BabtoQ4t3EMVt1vE656TbT/+jnVrgNizoE9y/+VYJ8uMsDCHhkAYVCN2/cW/ACU2k1TR1WlEnayQ9OebTGpTUqGXGhhG94LJecxKqUZvGjcS8MHbgkEbjrJ7AAwOhfT4YBapP43BMKiUaM2Kc1eirurX99Dh61VStBcRIv0wPjFifa6gaNH4ugZbXoBQsPp5RzKkPwHBQSv/122Z7fXp+6O2mL2+iXZrUKcikS3Vp3O/2zXjaER1CP1vSf/SC2yEFA03c6DFCPgsGzuA36Jl2GBDpMWxmajn6JXfQKKkBiAZK11PpC26QnkenY37fpFlgQsov+uVbD9/43hwnlHki1dHPz7b5rkfqD2gp/ULKqgasLGJeOge9khrQc6EcmbYYkhqFTp/ot+rZC25TCHOn262qXpvY3ZCeS+UGPwP1P3MNqR1J+z59VrVi1WqWrL4D9NplzUaZfdI2RvpmSyemkeo3zPpD+kxPeHANWksl1aR3A42G1Gz2OCZY0S+4sCNlWRrqIIMo69woCoHIOswgyBXPspyEBBJkSkjhgy34kJOb7ptyajqRLSguJUfwAHkwMgxEnQbU6cgMJPtLWXhiVCEJmNqctZ1Oz2z/zjDLZ4rqkWWXuy00EjYL/YWcPWW/Qnlx9LBdjImljbL8NRbQJ+kmfqEd2PJr6f9p1Fnqmadat9S1JGhgCSt/D0YDbDkeklE3u6Ehjg4zh2SQ5OxImQCF9JP7liWfy853ePiyCYj8HoeMZ+uoYB289OKlAH8T+y3BknTU93JSWAVaXixv5byYWy86gX18WNeSi3KkqdztF5mgsEkDv5fzgea26wZ8XGm19HyJrXCPz7LUpXbMWG01Vs4r93Lq/r0cdYPkKLYr2WBpE5zQ38O8VJv1e1e+LcpLebFcm/Md7j1ZzMamJWgzTK7kBARSaohYjZnIWcflnuOk/knmJK4MmzwejJfJkvl7OG823F+TpThBMqs0Ty8mXbPufEypWTPZjO7AnElb2BObqNbuaLcl0A+Zq/R4wPrRrjC2wGxCo0ovNnXKZ+kMzHb2hHtyYyLC2AfLJqVrV2hyJQc6P1ZIi6Wf0awnblINRNuwfackp+Tkx2Dcsi8wOZ33Vu+1DVOEBBYMD04ZmO2cMzS5NruiLG9z+5QxiDnUNw+0w4kJ4c/jpVA8C2DTDdnGW+q32KYjB7OO32v1LJtkTFo6U5kN/EGdt5FGH8xnvYb5zcG2+fz2xKSfaIx6ZDTUNuvMUJoerH91jrMrnQgDHhjbSBMlyHe1Uu2+TF6xGlSt/WgstZas7UCCEfbiC+1M1qvRbljPXbaHp/3BXEn2J0idYdzrJFkbjbojSw6s2+9aknpSJqw5zCISHscGXibMw8PDw8PDw8PjpMKKZnDBPICdK7K75ErwkcN+gSnpZkwEZmmwT4SYealHaQOdbIbfL/et32CqwLaAghHdRZWSYELrSd2aZac/p8rbcrVs7fPQ0MzM74qyvJxh3Zx4jVIcHug/YPbTN/vpN7NZISpvIbLPrKKknko2CwJbRbArsBxOj2dgjmdvYPKY1k0Z1Yd+Gq/NZqzmQ2XZsIZlsv1E7qwUtnYZNpCokjFk2QScHH3s5Otav3NZKfQZQW2xKcBoPPvFLJornI8/JaNFx5OzCXaTHOXvndSHwtR4Z19FFrC8qlBPkL+1GPEx588WwyKEnTtOpz0l6+eyxVlebbYOC8ZzWvLIameLgcaqcZYzLPddyMY716cQ465LASOsixR/fJPJ09fr5VJgxPbYftcRzpUmGy5LzioaYP9FWhBvHtcb10fsO2dx7Pzcuu5u26A9C6x6+fc4Lpcplr+j6wFjh4DSwOJ+9pg52Dfs3p5Fw5qePjI5/PvXmWjWjhlTuKSxVDfM22K4aDGPGOel1TfYORg7hN0wZ1G9qWTyJ7f2jWlOfVi3bHgh/K/xQGzG1GbFsGr7IvoORDEZnaQfUQrSqnmTjHxqaPJsNyVkWVtZk7Ox3kMKDg+UHrCYUrkPMINreub36zpmrE1IRUbjp9OmjuGBgLYzIAZSS8M4NskYJ+YT89zZNjSRv16ll4tQwjK9FZpnXpVSAmCfnG6nRSzxgnnONfbSvsOOdSyyL+h8WMmM71P7LBMO+Sys9WqWucaAalA0loZLFvuMZ+qwS6kArW7OBh5W6WDRwewuIcdGGFJw9JIikh0t4+MwuDDriCj9j1lZYXWO+wUsfzSKLLMNyeDK/3scG6zsF1wPDw+P4wD9fNpNVfgeHh4eHic+VvQLLhgSZquQZynYCra3pBk+bHwx27JYFbLmRV4lZoPIH4KOYrpO3V4HdoI9ro7KcnL6kZmZHR6a/KgqJaMi91VjdmQqjY3OoFILA5MX1O4b5nUpyWaZDdIfhIUj1sWMud8WM0FoBNNMl3OyhE0ukz7E4II9woxf5nHheHaWjWzK2oiEFolMkWwi2lzrYWoslszstxeaNgpqgvUkdo5zOokxktaQrjWvy/JauahunqLD5FrM2zjmSjLCXFTmMHdFTLPDCLpsXRHr5+a4FloNYzPOOpKNR9twzjkxOPjczc2V58ltX5CDDFYyx4xz4VtBTqabBy1tgmElS/eay9xabeT0T+TmcaFWQaFoYRWcONdCoB1EbivOT9d8nnqqUg/tMgoZFrvtMtcFbeKeP/q1ZNjkuRax5y7rbUUYguJ+mW224Lo71zArNixgj51rWnSvYazlugf6OxLVexgfd8dmtnBDcIP5vGY+31XJ8ku1IkC6HBKDGx20cjGRpy8ZZdRlAHL8mB6Z2oe1bTNmzfXmrPzfXSrb955oj8VgNqKGFRGT9QOjhZFlw7s1NAzxuf1zzefVrJgYUTfcY2BuWyNRE4Gczj4Vr/WaFnso2WPUNeD4FrtmnaEWdRc5pJb9OY3LBxKT/9opd3J2wXhmgaXEMyBczNqTj+ewWTdaiCwGEzm6GkHHfraUqXCu3TTXclFlzChyj2MqXivFpVz9AJ7fcRhb91GPpCdHDVE3QpFTbje6dHimogAsXWehb99H9JMYheKimJgjm050WNZloO/3tDZk2gDK6qfI9ZYRX49jB5+D6+Hh4XEEaAmui54gtGI9PDw8PE5o+BdcDw8PDw8PDw+PkworOkVhOeBwK6J7CB8g7ElpDfI7hDQQEkU4oQyfVw3ksJOyB8I8Mu0A4awuueJ0SaMQRg9SUgvSN7WhCWH1OyY2Mt+ft8L6Godb5OZCurVdsuFFCAbJ9NJdBWHdUYtCeR0h2QTZrkpk2Rrj+OV5o2CsXTKhpUOJKTrbl5higQMVE/bS0Ha+6TlU5i1JtUFCGoOzWSgnnqYQUM++BkWhajesnwvPinWyP3MfjC/IciWrZPhpXNVSQQQ4l0JRkCaQk9+aINV0xHNywuvjCpLGbo/Oseg3big9F8a2LpNdMMf3GqUAuZJZriyWu29OnaHfc1EcibMva5ruSGEVHntRuon4KhH/cWW+ZMi8MB0gPeAJUnKOtJoMrWfHkFjpIrLIKpf6wPkW9m8luL8HE1JJXFk8+htjhJVuQpalMHyIalHu2raGJhR/W3xbutxQ32DJNWqxe6A37FkyjT0SQU1q+XYOSWsX4X1cCxQoyYLiUotCyzSktqbMMbW6WZrA3popou3RSjhvyExiHE1B0fUZ0vSdC03qQ3lgxs2YtFU1liqUakaH0G/1LedK2d/nR2bc3JGYwrsS/ajVzo7zUHjIkoOEPNbosDm+bjvbbqlTskLhSGnr1XtW28kxGtJv0VJkFZTJ9DycP4qwizS90b8R1sf20V+RaiCL1Lifk2yaTPlBsRbGLO1cJq8PZL6k2QfuVe5H9KwJSR+3qDAW9xGKwlBAKVMbWF4TcogiZ4rfN5zUHvxWSicWtZvHI4NncD08PDw8PDw8PE4qrGgGlxk8SNfQbKuwAALMqsNEDAJhCsHuPCPbmQdOaaKAgdndki1PIxPhK0RL9CIzY+zGZhZYaZrPw4oQ1o7NOuVRuVA0mpPUBSOC7QY9R2JKFNnxTJekZcDcJot5hgyzzMEUSZpUbcFtjWbctITOUSSxIzYsw/rp9bxuPfVtVerumbstJoIlU6YF/UVEDhe40fXCLFuyiMyIjiawiGB1cf2p6MplpNL/uo5TxGBZEjuQfkIfc2S9JsKVZSqq9yliod3jHMOaWp+PKUSbJJfFzLLLIMjNOmYDTBAWHHeu0CksYG0hTYd90q2Ffl9UQMUmA5DQgnEU5AEl+wj5MhzvcqbyE9pI17Ts3aeZJ7NfnAuiHNbvh865JfkCTGZjQ5txjGlIluwsTGQAMETyc+6XKDKk/lrkWpYzjIAhB4r4JHvusOa4btaTg/6P8SxYbdaNZ8wXA9igaZavb1i+cMqs26iY8QPt2RXWfZBmAgMKowKI+1tSf+gTcGvTbnF6e+Vse81B0zJFgE0q/pZSXU3tnSzGcxR8JZ3EYkhTkE9Aq2mOa2+81zIdkJJqe0qGoZ4f2BJbsjBYW8BK84cdJTNutnsmatYetnNSXcMK9Rcid7uL5rwH86KIiQrOwARD2hEyYbLwmKMReAbuC6yxW0YHUYSNwi/81jI9os/AdrpSkfJaloJSYT/FvWFJcTlRF8iYyUiqtja2ivfoXnGLI+W9hfsHbQamWTKukBTDd/yMEREgbC/3rOKGyf4rt+1xbLCiX3A9PDw8jge0Te8Pf+RjXh4eHh4rBSv6BddlbovE3d3cxpyMkJxYYTboMKFgSpB/Kr9j2bHMQYABAXHMEME08Yw+I2VVDP/yqF3IxFlyIsSIMJND1oauzJdsG55dEwMB4W1pVlEeGuYgakRWjuxoWjBklcCyrDzYNVIwt4a3Wt9rzIazlkh6s4+EZWUZP6T7XEc5XuQBztdH6p+DRcIqjsSUlbfIxF1os1OOzW1hP3L3J/uRw0pOsrV1j6WQ7R2TIzkxH8vpu0Vi7m5+8iQzCN6nw8YWMcPM9jkWvZNYZG4rRAr0MZdGhWYNRUYFfDyuZa1jhWvt0yWjJzHuy0h9i+JAaRWl/ihJ/ell381OSln9k/NpHZa2iGnGPYxTKgdZ3jszTbASlyeMdcA0YmwJi5lduT1u69B+GsgcXOTGwogiKkU5i/Moiix2N1wdWmNjspCdN1jDxlTDYsjittl5L8gGRZgCoMYgqFJ71uiARTOEvdAeL1r2GKyxKzYyYD/p/sQ6PtQ57B5kQsdczwCbclqAaU0OiihZ0xzIwQHZ+o7MfppB0+7run6ib+on9vb2Wjmy8h5GPQauy72RsfM9EBzIsahgnZG3yt+Bjc3SdXm8ZLmsrj3+y/xSZqxhme5IcUrGEUYHPLbSfVpkXID7c9x9auW/0vMS/bQ7yth43C/Ikc4OXOXMFoA+6wra+5HREs61dkxa+D4STCxHFJX9jC6qscg9EsBgy2fOcizHPY4KPgfXw8PD4wiYmVHqpS82Sw8PDw+PEx8rmsF1GbdJwGzTFV+XzBa2B4bEraSMh/HY3BrMJGU+T07oHWwa5e1JC0u3WpeF9XEMIo+LK++dPGJm4KiamQ7eMqlggWwSrqYNWsww590NaCbey2a+lWrFyttajE3S2+6qYT86lYwxWV81+bj7h8aGc2/TsBb9rtlePBvnVBSCDfZsvR8L20PKqwM7wTbLOF3ZHRKbueNq6gLGAH2Ac6Ac9lfO8l2GlGfo4fIF/2WO1hHzaidEGPj4wwnMtbMdK7/Syc8cd7yFSJz8WFl5j/xSYsiKDC6YLQIL7Vb9yzZCHiBYeJHnLrcvf58/3CRv4oCcYKfN5L3G5i+VRCUlw2SmFt6VAmUEVO6D0cQ2qG1kf8ox7YmzjmQnkecb2OyujOowY0sKKsjPR3W6XJf7Bq4ZDgsav5kvQXreksFlllYw2Lg+uMdwLjAbEI7kqhEYxrGSVKy+x4ypsPpmpZe+Y9VcLmCa6WeVTsXajmTtdpfMGJX0EytqttRZsgwfpN052E3sO2kS6zefsX5xK7bO7aeBsc9dFRoVmV4rYxlbkaFUDwwOWHnGnHsu7udm2LTGwMbQZr1ldLFDYTGoE2DMRn2GHN+Qy4q2wXWTdR7oI7wv7NIaahI7fx6MJqKbMufcYSzxN0dHRf4p9yM8f+g45VgJhtZ9RnMdjWDEmTWGAgjdXFLtwD2n3FjojssF0asik5qckUtu6MrnxnscO3gG18PDw8PDw8PD46TCimZwgbG6k0VwJkky/4aZPGdmh+0XsSCufqWVD+nMH5hhJaZH5puBscEx4DvMEuW2ON/Oya9jtQdiaTXiXmzp6PLsXeQoYTvIwcXvUXUKTV6zEv2mZn4zKJk2GURkxzuVWS7uniVWt2TYhU6zY8+KM7I3s1wkbdNwTWipNUg2aVgbWraJnFcs8sMwS8eyTAcO1gbqErIt0NawE5XX0mVl3TztIhWBXL8cLY9ZlPuxADIWagIOuyDXGWuxW7A9tBGYy0K2M3RYmeDIObNuO8jKZvR3zqMeE+2Qv+e2jhx7X6ll7bDRvA0nZ9j6Diwt1EdkOjGiGWX9f6PtGmlmCQS0yHd3WXNmmgtqA5DjBxtSsNO4D0pRKVdVDqUWPl4wmiJfEXrciOLgmsrxg9vCtd8l6+xwlYhcQCWGbFM5CiWuJZROwLhBoQVM6bAxzDODLWIaQ8cSFjn4BXmgYLLBqspzwrgGy1tEqGQfng/nLWUaAAyhtFmHZnlYCq3rBcUAjDlSXWc+mbciarDClWmirKjT71ptJPeN6AbGQjyjwNLKc4LtLv9N+qrMbApmGPc5M6K0HWjIyvEKz0DXtptzkuW1hK55Yo8Rkj1npYGRU49CxyfHT5wT2F2O7ojxE9q47v2cs2iXduWJ/Rx32V/ZRuOUlYrGeZcRLqoFccdCjgDLMXaSjIvHifGC22w21Uc/+lH1rW99Ky0ouPzyy9U73vEONTdnxK+B2267Tf3pn/6p2r59uzr33HPVv/t3/06dddZZx/pwPDw8PDw8PDw8Hmc45ikKz372s9W9996rfuEXfkG9+c1vVl/+8pfVM57xDNVoZOXwd9xxR/pZHMfqXe96lzp06JC64oor1M6dO4/14Xh4eHg8YiwuKfX33zBLDw8PD48TH0FSGLt8+FhcXFSzs0YeSmP//v1q48aN6tOf/rT6+Z//+fSzf/7P/7l68MEH1Xe/+10Oq2gW97Wvfa16//vfv/yDX04xDK/s/lnwW6cQx5VYskIPCO9SGIXTA0SyvCvrk5PsEYcA2ROEo3IhW7EyJ+q7VrWOMLY8PoTNcEzyXFhsG0UbqD2Jw1y4FAU0pQp9FtmfVyuoVMmE3lGQgiIGpEsMp7K2QsgG6QIIKyEkKOWCELJECDNo0AFnKjIqKkdWisP0YDpdruqvsmWFxPEgVIcwJ2xFiwoe+PgQupIFAkmxtBjLkQkJGjf87kp1WakpTgiQC+hEWI3Dca7lazA+JcdNTcA2LKF2hOMotSN3/xTdiiPnu6wbZfaukCGiVAU+JhE2xP/Rjzj0D6UxkZKDdAU3JJizYzaNY4GLY6jfy7A95O8QJsd2oq4IadLLL8uZoTCJjlfakbqfQdy/Gpr7p14yJinSKhtFS7XIVIEN4iycv1A1bgP7qiTJV2laBjLSpIYLTykUzm0/Te07J/oy6gQpJM/rNsX4QfaocTe2C8XofkQYXrYN98tkTGGiFNmnPuHau1rFlcreDuxZZQgY28H9wuFnahCkPsh9ufbanFJD44G8L8tJ2S46wm+FPB7O102Dko9hN8WHTQfomKThAY7dDcPz52Ks4ecQ0i1Cp3haNCfSBHLjkOgafJ6uUU5Bup77G7dAS6b/seylM6hYY4IzZo1Li5KfiQ+KPx9TKGb9XZAO5qaXyeN028gthis6BmnU5HGCMbjy5VZjamoqffnpdLK8p+uuu069+tWv5r/196961avU17/+9WN9OB4eHh6PGPVaop52aZIuPTw8PDxOfDzqRWb/7b/9N1Uul9WLXvQiztE9cOCAOvXUU6319N+a1R0HbeEobRyPGkkxS1u4jvO3ZL0AnpFhlgqZngJ5EpYdApNXwOC67FlO+L9Q30pZM3LM9OW0hZkI2M+CcRRSSyyfQmwvM8HEVkixdDCiLClG7AQ+hx2xFECPS1TYFvXtwp1FwUqXbSYCBRaS/WBJGSp8YekvujxxOc4xb2ByV49Wp8uzmibPu9bKtJBaZcPUzpOe0b7QsGClYUY5NlqNQkkYZqSoIM+67olz3WldsEtWQd+o2Aq4MEqBLofIgij4AbvjMhm8HTmlxUeOjTGvW6TChy4GFtlhKMwqNtPK948kualv5YpGHGvlQpMOsNyOEYtVgOYwJEXtyOsiUkPXQDK4GCFr1VhtWj9SDzxQVsNOkLFMQvgdUQz072E8tAxiRpWsQXFPlCuG9Vsdmf65NlybLudKWc1CPTBs7nQ0bTG5UpLvYNWYDHRqHUtaCseAYlOzkrKKR7mv0Rgh5bdQRDds0zUkr5ZBQ1ick1wfxgREXVjGr2hMJYbQlUOE1eokm2lEyayiX2JzcS5gSOW5MDvsPgP4NhVMM1hIZ+xm21gpGUnn0g2cYi3sWqi5jTMOsAqyEPmjPobvuDBJymU5Elqu5KG8N/AscGUVXdtbOUa5DDE/Y8TvXAYzFz0qOJ7cOFdQ4ObCegY6UTIp7Ze7lq7JCy47CjALLLRddr8QBf0md5wFx1P0tzwujxUiE/aFL3xB/cEf/IH68Ic/rDZv3mw52VSrWShbo1arqV7PcSURuOqqq9JCNfnPw8PDw8PDw8PD47gxuH/3d3+X5tp+4AMfUP/iX/wL/nxmZkaVSiV18KBhHAD995o1a8Zu78orr1Tvfve7rc8e1kuuO0uakMbr5h9Zsy6H3S2yi+XvHBH3oryrXL4hZsrObNMcMhIqlc1oQcJK5PDkvnMtZ82BWd9h3xBflywAjgOMm5u3K5lhsD6QEENOIufOid4Hdpdn1cSiQbhe7guWnczouWy6EKYv14khU4Yh2zjamC63qC28brtknCMeih8yx1Lq24yH/qzmSImR9g+3b1GeIaxKHaZIyqOFfdvGlaWmnLxqCTY+oP1Ii83KsGLJoTEDQ+1ajjIL2G7YtXLxkIPIfVDkQ3KudZ9Yebp4sOmULEhJOyIIq06ci2RD0LfAMIKtKsyV5S4W2LbTjlyYvOc4xw99pkDOjHPPkStZIL+FqICW6ArDoZoKp9QoClWpV7LyLmWuLHKNu9WulQ/bqYoLTym2Orqlsbpi+ud5w/PS5dqhYXI1ZpVJ+1qj1liMvbw3tpW2pcul2DYtcKMc5sDoMDsl67pzLrNUSqJDHs3TvqhWGBJ9UiYMS7YvRx6nNO2AtJsj2QRYtQHou87SjR4UGbEwkyns1ZmFdHLPcUySOXRzwTFmoe3B1qbtSBccEl0YGwvzVnEvIDcWpyDJSRrXwM66ufeop5BgBhysqiNHJZHLA03GS2uhjfhvcQ9zG6Fd6XxZYkwaHjhjCtvkFrDSRfUH7rnkGFEnp9eS83LOz5USs87JfUa7dS4FJj0PR97LzVv2WEEvuNdcc416wxveoN73vvept7/97dZ3Oox38cUXqx//+MfW5z/4wQ/UpZdeOnablUol/efh4eHh4eHh4eFxXF9wr732Wn651fq3RXjLW96ifud3fke95z3vURdccIH63ve+p/7hH/5B/c3f/I161IGJIiZORRMoh9V1Z6jmZ86skP4uNINw8nh41ibZJGfG6ColFB3nOHtCybgi94lZ6AIhfNc2lGfKdHySMXBZD7C9ECG3Ku9RKU4C9TzDJ1ZF5jaDRUS+JTMH9LnFrLWKr6Vk/cC8ofIeShBTyZRZRmapsSaiyAEderNqGLeFwFSmp19VQotdARM6GA1yrDkzEKGTi0oMGVsOCyaMc1KpqZnBFn3HtY8EmwQ2MT2vtjmvVYNVVt+AcP1SsJQzzmBmEd2mwMQAjC22F/XMSpW+mXRO96azdcmCujoyaUjNxLRnOyKPZcGSt+O2zbQx2S1YFeRpjuz8R7Dmkrl3FUtwDZD/Klkqzv/DZ9X8qIhIQFCuq/t3jtSM2qBq1VDNjUz0aKqb9aO4Qj+kpjg8fThd7qnvMR+I+TnY3bhqflOrmJzwTZ1NZtk0y/RnXfPD2WTWal+ofqTHEZrjaA/a9jiC+0eQx0EzsMwWcnn/jTzbC7OGpGUrmEhlDVe0nw04xNjFKjO4DCOH2RSRKlcZAGMXW6oT62995zCP8r5EH8bvcSyuWkERw8rKAyq/XURzspNUY/M3x43Zbh6r9ZvAZj9lXrGrVMDbKzCBcY0JXOUBq37EMbIp2p9rbe/2oyL2mCNfTs6w1VZ47tBgWNg2QfH5T2JEXRveIozLuT0qsallrOqZ2xX6gvvGN74xZWm1LJj+J19q9T+Nt73tberWW29Vl1xyiTr77LPVtm3b1G/+5m+q17/+9cf6cDw8PDweMfqDQO3YHalNopjQw8PDw+Nx9IL793//95b2HrB161b+v2ZVPvKRj6jf//3fVzt27FBnnnmmWrdu3VHvS79Iv/Wtb02391d/9VdcwAZo5YbLLrtMffKTn1QPPfSQOv/889XrXve6ZbHQt9xyS47JXc7sUCI3u55Qkekytq5Fb5EOrsumYtYttXjdatCi6lA3f4mr68H6Fsxewb5ilg6WFnloUuPTzRljS8+C/FJOL3bz2ETOJf8OKW7IqRKKC2BW0SeWpg1zebhrWLWZ/gyvi300+02L7a2UBeVGpwW9UuQtMsMn7GLBgILlhbUw58qK+krOZUQTubnMggQByxuVbJ1IyeCub6xPl1saWyzW71DpULp8UGVKJbBb7q7uWjqorO0squBxftCBBbNX6xrmcXVzdXYMzfVWGy8OjX3z/vJ+Xmf3jLFxrpZMY7SDtrUftLNk7pkh6iZW/jKq9yWLCGtZVuOYDXIRBui3cg7udGBdU8mkzwRVtW71UG3YeYoaDkO1YbAh/XyqnzG402VD3fbL1OdmTJ9bqptlM2zmFBdYPzoy7TBTMW02tZBttzkwvzvUP2TlzkoL7UOtQ7b9N5qETrfIAjdoB1auLO5lyYziegx7Q6tPWOMRmFuH7eM8UMdOVgJjC+t1T4iAuSoacl3O7aXvoAIg8+iZqXQ0VAFLwxxRLUcRxdWpnpQzWhR9c3WZc5rZ8juMBXTebAUrcuPHRQeLLMTH5eW6kaFCa1ocS0EOKusTO3Ujhc9LPGKIlS3K15X5/PK7ovzfsc/kSZHZZMzfy4HMlUZbTKjj8TjJXnC1Q9lysWnTpvTfw4V+mdIv1P/yX/5L9eIXvzjN/QW07e8zn/nM1ExCv9xq3HPPPWnRWxF0wZreji76OHzYvAR5eHh4aNSqibro3J5aPDhULWFy4OHh4eFxYmLFj9SaAb7hhhvU5Zdfnr7UQnJMu6Lt3r1bfeMb37Bmpdpwwv03GAzS9bV02Te++Q21ffv2x/CMPDw8PDw8PDw8Tmijh+OBb37zm2z1+5d/+ZfqNa95Tfqy+vGPf7wwXcLFz/7sz6Y6vbfffrv6zre/k33hhC6scAjn8BeH5YrCR5wsPyE04gpNF8mouL93RbOLtlckoD9unxwSLAhdcViQswRCKzSKVAU3XcHaLoodZDGcY6bBYUiZ3kD/dU0QEM6HHJlGqU/SPR2z3cMNw8pvD7bniq1meiYs3ApM9drhgVl3WMmOqRyUbTF3sm4tKztlwQpxU+YA2hVhd0hjSaknDtXGkfVbtj3V31XoO2riSmhSKErTWYrChqoJnV8UXpQuqx0T+u7EpsqoV84KYg5OGam+0jr6/WpbwqvcztIEEBaF7FTcia1Ct1Map/C6Z+89O13ONmatdr136l5eZ2m9LWdV7tG+RrYRgkwzQNoKpMoQdo9bcS79BeFmWEoPV1Obi+4fNmxJNlLjUkE5yBVQVVRFleKhWl9Zr9qDsjq1bIxq5vqZVCGux+HE9J9SYPa9OjYNe7CXSSMOOujM1B5D0x4PDUiqbpClH5RaZjudnrmGix2T8rEYmKXGgcGBdNkITIVYt08ScDT+IWVHpgyw3Sy62MhOOUiROPfcMJ92MM6yVYb8s805oXPOxMmv6459vH1IHooUJ9e+mtO35HjsGK/wcToSY/LY3TQqN3VMfsb7dNrBShNwTFQmFhs567gyXPK7cRa4xZt1nksY98WzktO+uJrL/vxoi7fEyrlzONLx5VIKjmTA8EhSE9xmc9cp+s3RpDh4HFeseAYXL1LaVELbAv/Kr/yKuvDCC9VXv/rVnNbuuJQKLVu2Z88e9cUvfvG4HK+Hh4eHh4eHh8ejh5OCwdXQL6g63/Y5z3lOqsrg6uwWQSs46EK0VquVSpS5RWoTZ3djZoNFLO9YJrhAwqVIFN/FuJmyy9aaQ7DlYpZT6JbbXoHBBc/6SYaIWQzJmIdjzr+gGM499hzbXcQwuxbDwv51NBhZBTWHO4ctOaoDgWG8NCpRxdpup0lsZ7WXl7cBO0MSW2AXpeh+WA2tIh78TWSvZQoRdug76nqwFh4MDeMWdfNSSLAhxt0rLYordXMu65ZM0ebqrmEPlyLDEG6sGaMLjbvrd5tjmAqtIjMwzZJFxTUEKxnXiMHtmd/U4sz6eGvDFJRu7Jp9LYVm36PprI12rN6RLpujpi0FFtiFdPK6w342mU0slj5pZu3ZX+pbxwlpLpiDcJGciDBwkRmY24y4VqM2ZLYi1ThUUlNdc/1g4yyZe/R9sNvoR9jeaEGw8cRC95vmeHux6V87w53pcr5hmG0p57XUMu2oU6o0Gkmm59UaGpZ8YbRgSdKBjS2K7uB4mZ2lQi2rOBZDlRMBKmI7c5EV17JaICeg7xSQyd+7x1JETvK+HAtcKTPIx5w4hZwFbOoRx9iC4i23yM5lV+VnbtRNSpQVFYiNjeYR3O0VPQvcY5h0rmONCIqeWa4VbsG6Ywnlo2E/Hy5TuhwW9pHuw+OExEnB4KI6+pxzzkn/rwvXNJs7CatXr1Y/93M/l/7/s5/9rJqfzx4oHh4eHhLtTqRu/smU6razdBAPDw8PjxMXJw2D+4IXvCDNo9UWwVpR4dWvfvVY4witlPALv/ALaTGaTmW47777lreTo82/WQZzOzandxn5v0dznLmZ+IRt5Gbv1q6dHDfI8xTIjzEz4uTMFUm8sJi5I/xdZB/JBgojO4dOssdgRMCEgjUFm9gJM+V7CKe7zDCzqyIXGIwQcmOZOSImV+bgdksk5h/HtrWsEGqH5BXainORcWfKoAIdTtSOLPkxyH1Jy+Nu0rWsdHG9IXYvt8cGIRDs52TMbFXkVktGzJwAtU+cMZmwn62HdYtFxecypxnsOTOOdA2RB2wdM1KQiVlmcX+RM4qcYJYjojxTsOlJSXRmOmQI1SNfW+r2J0tm/eaCYZr394zUWaVnjrvazTTfOn1i/iOzgcV5kyM7353P2dv2hj0rp3lfsM/KlY67Iq+Yjh0ydjhfbEO2W3vUtixbewmtI2//ZIzMU5H0UlIcoSpiMDlKVMDY5rbnfowxomAFd5/jGNNCc53R+O24v5d5oWyG4FqcB8vPGS1kT8cww1b+qyPN5V6XSVHC5TCuy0Fu7C+KRh7hmTXuODw8jhdOCgb3jDPOSHNpb7zxRvXDH/5Qfe1rX0sd0rSRRBF0MdrGjRtTswntoubh4eExCTPTI/XC57RUffoIaUweHh4eHicEVjyDq9UStHnD/v371XXXXZd+9qMf/Sh9wX3Zy16m7r//frWwkFmu6hzdJzzhCWrXrl3qS1/6kjph8HBykZYhVF1opnCk30xge93Zurt9ybjmmBdUOBdZWIL1cVgBK3fQET7PVTYHBYwr8gxhWRt2c4L/zBA6IuSco1fAXLKVMIwExHGCzYTxBFhV7NOqIB4VqxQgV1jm6zJ7TLazUDlIytk6h0sm13hvc6+Vi4zK/j1tso2V51dyjCToGGQ7Y99s/tFJrBzcTpAx4g92H7SNLkj9QJ53vBRbebVgT5kxE/tGxT5Y8xxj2MuuDdshI7LQo3UhOCC7E62DHFJWtBD7BluurY77jb7avbRbNZYi1UrIL1qIfIA9hgJCY2ByZBebizlVkWSQWOojWMLyGjm+8pyghMDHS9fWHIZtu+uqxxTll46rwLd+50RfJlnKip0Vmsu4x1G4zwlRMj7OCSwvmyEg31ZW3o+zdV0GK5szZpgwgObWlWPkMs7FXXeiYsCj9NxY1n48K+txgmPFM7g6FaFer6vPfe5z1gPk6quvTgdPzdbKorLnPe95qtFopOkLKNbw8PDw8PDw8PA4ebCiGdxLL71UXXTRRamb2b59JocNWFpaSp3N3vCGN6grrrgiTV84/fTTUxZNs77/9t/+27Hbvfnmm9PcXA8PDw8PDw8Pj5WHIFmWOvOJiUqlkr6wajeySevoU+z1emmxDwp+JkEzuyc9u3s0/tlF8mhjtjNJYNxdp7BQhXeT75auD7wbqpbxCHzHRSeUUsCSYtJTXUgTyXOSYu6cOgCpHvoNi8SLlAc3RIniqCIJOFcODd8VHSf2EcSBdUzTpWleZ04Z44Etwy3pcl1i5MLaoSk+eig2RgIau6d2p8vGVMM2tijZIXy5zzgx90+5b9IPqv2qtZ903w2z71N6p1gpFfunTIGWxv3q/nS5NzSpFP1232qPvqyuQ2CGbl0U1cUj84G8V1FUiGNHER8bZsiiI1wnXAL8RrQ5ZNrWTsXqGU8fqJu+O62WlkJVGpXsojbR59BHcA4o+JOFc+iPLMyPtJhR3gQFqQkoAkRRmLxF0G8QhueiT/rbKuh0DFdyMk8TwtFFqQpjzW6WEc4/KiwjtD5p/HENEwqLth4OkkcwxiYP4zwnjcceKx4r+JXshMOKZnD1S+uR0O2ah8vj5sXVw8PjmKPRCNS3v1NSSfNoZoYeHh4eHo8VVjSDm2PePB5hgx6DBixgF3KMLZOWVvXaEY8hJw7vFJdZXXnMdmQh2lhbStoMGNKJx8fa8XlG2LUAdSXWzM/zxTBye7JAJUoiq+ALZgbVIJOqqirz/3pgJLqmw2mLPWxEmTlAM2pahhZcZIXiM3lM1BTlpGwxl/WB2c/UKNOdXjVclS7j0MyfETVplakwS8tiDUkWK+lYrCTsd4sMPtCekFlDoZY02WAWlgrmUKCFdWUfcQsmUegni8zAVKLt2fAiKeWsqVm2zhHkZxZVXEu2vHbANrqyMAv90ymKK5Tzcv5mYwHR59zvcqxnkbSUyypOemq498joGI8xyxgrJq6znGKr4GFsz8PjGGAFv5KdcFjxRWYeHh4ejzZqtUQ9+cnDdOnh4eHhceJjRacoeBxjHM2zO1g+GzJOfLww922SjI4rExZMEJZPHJZ/kuTOmLziIvF1NpvIqFvreOXvAWYe6Qu5Lti+XH5gQa4jb8exVGVzCCHXBYH/ZtC0WE9pLdsLe5ZE17A0LG478X/OByVGs5207bxQzRKrhmX5i6aCFFa6L1I8geEGM64TTDtyjKhjz2r9n85BKqu47CznZ9O+mDkR035m34OB2rhxpO69O1LDQcD76aosBSoHp29YuddOPjnnztL1tqTkcG5oE8cAwO0DhSgwPMjdY0Us5RhmeCKOkKd/VL99pOsmx/g7P7/x8Fgx8Ayuh4eHh4eHh4fHSQXP4HocGywnj+2oNjee3T2afbtsb65ifMJ2i9hel3ljR1CR4zhODJ+F7yfkjrsMpGXr6+RmgeWTzCj2jX20lWFYmaSjXFTL6hYV/WQqgc8571SuA8aRjhOMrlQ9wO/AHkMRQLKSrCjgsPlFlq343TgzkKKcUbet+G/xMR+Py+5LdQKw5EPNoCbpcjgsVhCAvevR9CO3/xQZnLiGCS6DXXS+Rce37Fy/CSoKR4XlMMIeHh4ejxI8g+vh4eHh4eHh4XFSYUUzuFr/9qqrrlJXXnllqnfrsTKgpdv8dVuZ8Ndu5cJfu5UJf91WLvy1e2yxomXCFhcX1dzcnFpYWFCzs7OP9eF4LBP+uq1c+Gu3cuGv3cqEv24rF/7aPbbwKQoeHh4eHh4eHh4nFfwLroeHh4eHh4eHx0kF/4Lr4eHh4eHh4eFxUmFFv+DqwrL3vve9vsBshcFft5ULf+1WLvy1W5nw123lwl+7xxYrusjMw8PDw8PDw8PD46RicD08PDw8PDw8PDxc+BdcDw8PDw8PDw+Pkwr+BdfDw8PDw8PDw+Okwop1Mtu5c6f60Y9+lBo9PPOZz1SlUumxPiQPx2Xui1/8Yq5NnvWsZ6nTTjvN+mzv3r3q+9//vpqamkq/9650xx/tdlt97WtfU7VaTb3kJS8pXOfAgQPqe9/7nqpWq+l10us+nHU8ji3uuusudfPNN6unP/3p6vTTT7e+u+OOO9Stt95qfVYul9XrX//63HZuuukmtX37dnXuueeqJz7xif4yPcq499571U9/+lO1YcMGddlll6koinLrLC0tqe985ztKl8ro55x+3j2cdTyO7Vip7zdtMHXRRReprVu3Wt/re0iPgS7e8IY35N5T7rzzzrQPbNmyJe0DQRD4S3UskaxA/MVf/EVSq9WS5z//+cnZZ5+dnHfeecn27dsf68PyENi9e7cuXkxe9rKXJW984xv534033mi108c//vGkXq8nz3nOc5ILLrggOf3005O77rrLt+VxwnA4TN71rnclmzdvTk477bTksssuK1zvM5/5TDI1NZU885nPTC666KLklFNOSf7pn/7pqNfxOHb44Q9/mLzgBS9Izj333PRe++u//uvcOv/5P//nZO3atdY9+Ja3vMVap9PpJK985SuTdevWJS95yUuSubm55E1velPaNzyOPe6+++7kuc99bnLOOeckr3rVq5KzzjorOf/885M77rjDWu9b3/pWsmbNmvSe/Jmf+Zlk1apVyXXXXXfU63gcO3zwgx9Mtm7dmjzjGc9In2362fX2t7/dWkffh9Vq1brn9L9ms8nrjEaj5Fd/9VeTmZmZ9J5bv3598uIXvzhptVr+ch1DrLgX3DvvvDOJoij5f//v/6V/d7vdtLPpgcLjxHvBve2228aus2PHjqRSqSQf+tCH0r8Hg0F6sz/rWc86jkf6+Eav10ve//73JwcPHkze+c53Fr7g7tu3L5menk7e97738eD8ute9LrnkkkuOah2PYwv9IvP1r389betJL7hPe9rTJm7nqquuSjZs2JDs3Lkz/Vu/aGkC4WMf+5i/ZI8CfvzjH6cvpkC/309e+tKXJk9/+tOt+3LLli3Jr/3ar/Fn+v7ctGlT0m63l72Ox7HFJz7xieTAgQP890033ZTEcZx8+tOf5s/0fbhx48aJ29HvL/rZh+ejfl7q6/Z7v/d7/pI9nl9w3/ve96bMkB7UgU996lNJGIbpQ9rjxHrB/ehHP5pcffXVye23355b50//9E+T2dnZdJICXHPNNenv7r///uN8xB7jXnD/1//6Xykj0Wg0+LPrr78+vU4/+clPlr2Ox6OHSS+4F198cfKVr3wlfSHWExEXmm1/xzveYX32+te/PnnRi17kL9lxZAb1pALQExd9Tbdt28af6Sil/kxfy+Wu4/HoQ0dQrrzySv5b34c6anLttdem/x566KHcb3TE5NWvfrX12bvf/e6U1fc4dlhxRWa33XZbmvcic1UuvvhiNRqN0nwzjxMH+hp98IMfVH/5l3+pnvGMZ6gXvvCFav/+/da1PP/889OcQHktNX7yk588JsfskYe+TmeeeWaaI+1eJ/3dctfxeGygcwL//M//XP32b/92mi/4J3/yJ/zdYDBI8wDdnFt97fx1O3647rrrrGug217nr5911ln8mb52Or9W3nNHWsfj0cV9992n7r///tz902q11B//8R+rP/qjP0qvz7ve9a40R1pe36J7Tudl6xxfj8dpkZlO7F63bp312dq1a9Pl/Pz8Y3RUHi7q9Xpa+KBfbDX27duXFh29/e1vV5/+9Kf5Wq5Zs8b6nb+WJx6KrtOqVavSohjcc8tZx+P44wUveIF6xzvewYVHf/u3f6v+2T/7Z+rSSy9VL37xi1Wj0UjJgaL70F+344OPf/zj6uqrr1Zf/epX+bOi+8m9LstZx+PRLaT+pV/6JfXkJz9Z/fzP/3zuRfWUU05J/77hhhvU8573vJSY+9Vf/dUjPvv0d74499hgxTG4usJeD8oS+FtXbnucGJidneWXWw1dKawftH/3d3/HM1l/LVcGiq6THtyHwyHfc8tZx+P4Q9+DsqpeP4if9KQnqS9/+cvp31AsKRpT/XV79KFfbP/Vv/pX6kMf+pB60YtexJ8X3U/udVnOOh6PDnq9nvq5n/u5VDXmS1/6kqWOoF948XKLe/DlL38533Pjrp1/jzn2WHEvuGeffbZ68MEHcyE4DRmq8TgxX3qbzWYavtHw13JlQF+nhx56KGX6gAceeMC655azjseJcx8iVUgzRZs3by4cU/11e3ShX4ze+MY3qg984APpS66Evp80k6f/AXrsPHjwoHXPHWkdj0fn5VZPFLW81ze/+U3rZXY59xyuXdE9t3r16jTy5fE4fcF9xStekeav6M4F6JD3BRdc4G/qEwi7d+/Offb5z39eXXjhhZynqa/ljh07Ug1ceS31gHHJJZcc1+P1GA/NPuiHph7M5XXSIbYrrrhi2et4PPb3oX6Iar3byy+/nD/T96G+NzXbrqFzADXb9MpXvvK4H+/jBV/5ylfSVJH3v//96m1ve1vue12voFm+z372s/yZ/n8YhqxTvZx1PI4t+v1+et1uv/129Y//+I85Tfeie25xcVH9wz/8Q+6eu+aaa5js0cSAvnb+nnuc5+C+7GUvSzvBq171KvXrv/7raa7Lxz72MYv+93jsoW/WL3zhC+mNPDMzk4bidE6ufpAC+sXnF3/xF9NQz3ve8x61a9eulM345Cc/mQ7SHscH1157bZqzd/fdd6vDhw+rv/mbv0k/19cljuM0p0wzTDrf7Ld+67fUoUOH1Pve9z71kY98hAsEl7OOx7GFNkiRE4obb7wxvV6aHcLDVBs66Hxb/U+HU3XRp05R+Nf/+l/z7/7Tf/pP6qlPfap67Wtfm96vemKiX5x+4zd+w1+yRwHaBEDfW8997nPTCSDuN2kGoPMx3/ve96p3vvOd6QuTzmW/6qqr0kLBTZs2pesuZx2PY4u3vvWtaZqdbmf9PAN0ge3Tnva09P86FU/XoGjjFZ2mpcfA6enp9LoA+t3lE5/4hHrpS1+aPgO1yY4uVkN9isexQaClFNQKnEV99KMfTQcKnV/2pje9KXUB8TixoJlZ/ZKrmT3tjvTLv/zLauPGjdY6euaqb/Trr78+HRT0zS5zdz0efegXUs2kFxW/IEdTDxOf+tSn1De+8Y30M81i6MIJieWs43HsoJVG/vAP/7CwsAwhbx1O1RNGfS/q++tnfuZn0uviTiC1M+SHP/zhNGyq71XNKqLoxePYKyb87//9vwu/0881fZ0k06tTGfS9pYkdPQlxsZx1PI4NNBGj7xUXerICJl4/0z73uc+pb33rW6mSkM7J1e8o7kRfkwk691o7EWomWE86XVc0j8fhC66Hh4eHh4eHh4fHOPg4sIeHh4eHh4eHx0kF/4Lr4eHh4eHh4eFxUsG/4Hp4eHh4eHh4eJxU8C+4Hh4eHh4eHh4eJxX8C66Hh4eHh4eHh8dJBf+C6+Hh4eHh4eHhcVLBv+B6eHh4eHh4eHicVPAvuB4eHh4eHh4eHicV/Auuh4eHh4eHh4fHSQX/guvh4eHh4eHh4XFSwb/genh4eHh4eHh4nFTwL7geHh4eHh4eHh7qZML/BwuS7hlgjC76AAAAAElFTkSuQmCC",
-      "text/plain": [
-       "\u001b[1m<\u001b[0m\u001b[1;95mFigure\u001b[0m\u001b[39m size 80\u001b[0m\u001b[1;36m0x800\u001b[0m\u001b[39m with \u001b[0m\u001b[1;36m3\u001b[0m\u001b[39m Axes\u001b[0m\u001b[1m>\u001b[0m"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "from microsim.schema.detectors.lib import HYD_SP8\n",
-    "from microsim.schema.optical_config.lib import LASER_488, LASER_561\n",
-    "\n",
-    "sim.modality = ms.Confocal(pinhole_au=1)\n",
-    "sim.channels = [\n",
-    "    LASER_488.model_copy(update={\"power\": 5_000}),  # W/cm² at the focus\n",
-    "    LASER_561.model_copy(update={\"power\": 5_000}),\n",
-    "]\n",
-    "sim.detector = HYD_SP8\n",
-    "\n",
-    "ortho_plot(sim.digital_image(exposure_ms=0.01), z=9)  # 10 µs pixel dwell"
-   ]
-  }
- ],
- "metadata": {
-  "kernelspec": {
-   "display_name": "microsim",
-   "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": "3.12.12"
-  }
- },
- "nbformat": 4,
- "nbformat_minor": 5
-}
diff --git a/docs/tutorials/index.md b/docs/tutorials/index.md
new file mode 100644
index 00000000..756a0a73
--- /dev/null
+++ b/docs/tutorials/index.md
@@ -0,0 +1,39 @@
+---
+icon: lucide/graduation-cap
+---
+
+# Tutorials
+
+Longer worked examples. Each one builds a complete simulation and explains the
+choices along the way. Each is also a Jupyter notebook: open it in Google
+Colab to run it without installing anything, or download it. The figures on
+these pages are made by running the code shown.
+
+
+ +- :lucide-microscope:{ .lg .middle } **[Two-color imaging of a cell](two-color-cell.md)** + + --- + + Realistic ground truth from OpenOrganelle, fluorophores and filter sets + from FPbase, and every step of the photon budget plotted. Widefield, then + confocal. + +- :lucide-shapes:{ .lg .middle } **[Using your own ground truth](your-own-ground-truth.md)** + + --- + + Simulate any 3D array of fluorophore counts, in widefield and confocal. + +- :lucide-scan-line:{ .lg .middle } **[Point-scanning detectors](point-scanning-detectors.md)** + + --- + + PMT high voltage and clipping, photon counting with a HyD, and line + averaging, on one confocal image. + +
+ +More examples are in the +[`examples/`](https://github.com/tlambert03/microsim/tree/main/examples) +folder of the repository. diff --git a/docs/tutorials/point-scanning-detectors.md b/docs/tutorials/point-scanning-detectors.md new file mode 100644 index 00000000..45c82132 --- /dev/null +++ b/docs/tutorials/point-scanning-detectors.md @@ -0,0 +1,101 @@ +--- +icon: lucide/scan-line +--- + +# Point-scanning detectors + +[:simple-googlecolab: Open in Colab](https://colab.research.google.com/github/tlambert03/microsim/blob/gh-pages/notebooks/point-scanning-detectors.ipynb){ .md-button .md-button--primary } +[:lucide-download: Download notebook](../notebooks/point-scanning-detectors.ipynb){ .md-button download="point-scanning-detectors.ipynb" } + +This tutorial compares a photomultiplier tube (PMT) and a hybrid detector (HyD) +on the same confocal image. It shows how the PMT high voltage trades signal +against clipping, and how photon counting and line averaging affect noise. +The complete script is +[`examples/point_detectors.py`](https://github.com/tlambert03/microsim/blob/main/examples/point_detectors.py). + +## The confocal simulation + +A single confocal plane of random lines labeled with EGFP, with 80 nm pixels: + +```python +from microsim import schema as ms +from microsim.schema.detectors import lib +from microsim.schema.optical_config.lib import LASER_488 + +sim = ms.Simulation( + truth_space={"upscale": 4}, + output_space=ms.ShapeScaleSpace(shape=(1, 128, 128), scale=(0.16, 0.08, 0.08)), + sample=[ + ms.FluorophoreDistribution( + distribution=ms.MatsLines(density=0.5, length=30, azimuth=5, max_r=1), + fluorophore="EGFP", + ) + ], + channels=[LASER_488.model_copy(update={"power": 2e4})], # (1)! + modality=ms.Confocal(pinhole_au=1), + settings=ms.Settings(random_seed=100), + detector=lib.HYD_SP8, # (2)! +) +optical_image = sim.optical_image() +``` + +1. A 488 nm laser with a 525/50 emission filter, at 20 kW/cm² at the focus + (about 10 µW at 1.4 NA; the library default is 100 kW/cm²). The brightest + pixels receive tens of millions of photons per second. EGFP is only + slightly saturated at this irradiance (\(k\tau \approx 0.03\)). +2. The detector's QE is applied when the optical image is computed. All the + detectors compared below have GaAsP photocathodes with nearly identical QE + spectra, so one optical image serves for all of them. + +## Four detector settings + +`digital_image` accepts an existing optical image and an exposure time, so +each detector only repeats the last stage. For a point scanner, `exposure_ms` +is the pixel dwell time; here 1 µs. + +```python +import matplotlib.pyplot as plt + +detectors = { + "GaAsP PMT, 0.7 V": lib.PMT_GAASP.model_copy(update={"hv": 0.7}), + "GaAsP PMT, 0.9 V": lib.PMT_GAASP.model_copy(update={"hv": 0.9}), + "HyD (counting)": lib.HYD_SP8, + "HyD, 4× averaging": lib.HYD_SP8.model_copy(update={"averaging": 4}), +} + +fig, axes = plt.subplots(1, 4, figsize=(13, 3.8)) +for ax, (name, detector) in zip(axes, detectors.items()): + sim.detector = detector + img = sim.digital_image(optical_image, exposure_ms=0.001) + ax.imshow(img[0, 0], cmap="gray") + ax.set_title(f"{name}\nmax gray value: {int(img.max())}") + ax.axis("off") +``` + +![PMT and HyD images of the same confocal optical image](../images/generated/tutorials/point-scanning-detectors/01.png){ .plot } + +What to notice: + +- **PMT high voltage.** `hv` is the control voltage of a Hamamatsu + photosensor module, 0.5–0.9 V. At 0.7 V the brightest pixels stay below the + 12-bit maximum of 4095. At 0.9 V the gain is about 5 times higher, and + many pixels clip. Raising the HV barely changes the signal-to-noise ratio + of the photon signal, which is set by the number of photoelectrons; it + scales the signal up relative to the amplifier noise and the digitization + step. +- **Photon counting.** The HyD reports photon counts directly (the maximum + here is a few dozen), with no gain noise and no read noise. For the same + photons its images are less noisy than the PMT's, mainly because the PMT's + dynode gain is random (excess noise factor about 1.3). +- **Averaging.** With `averaging=4`, each line is scanned four times and the + counts are averaged. The brightness stays the same, and the noise falls by + about a factor of 2. + +## Going further + +The [`PMT`][microsim.schema.PMT] model also includes output-current +saturation (`max_output_current_ua`, set in the library presets) and the +amplifier's time constant (`time_constant_us`), which smears signal along the +scan direction at short dwell times. The [`HyD`][microsim.schema.HyD] model +includes count losses from dead time. See [Detectors](../guide/detectors.md) +for the details. diff --git a/docs/tutorials/two-color-cell.md b/docs/tutorials/two-color-cell.md new file mode 100644 index 00000000..a38f06a0 --- /dev/null +++ b/docs/tutorials/two-color-cell.md @@ -0,0 +1,314 @@ +--- +icon: lucide/microscope +--- + +# Two-color imaging of a cell + +[:simple-googlecolab: Open in Colab](https://colab.research.google.com/github/tlambert03/microsim/blob/gh-pages/notebooks/two-color-cell.ipynb){ .md-button .md-button--primary } +[:lucide-download: Download notebook](../notebooks/two-color-cell.ipynb){ .md-button download="two-color-cell.ipynb" } + +This tutorial simulates a widefield image of a HeLa cell with the endoplasmic +reticulum (ER) labeled with EGFP and the mitochondria labeled with mCherry. +Along the way it plots each step of the photon budget, so you can see where +the signal and the crosstalk in each channel come from. + +It needs the `cosem` and `view` extras (both in `microsim[all]`) and network +access, to download the ground truth from OpenOrganelle and spectra from +FPbase. + +## A first sample + +The simplest sample is a set of random lines in a 64 × 256 × 256 volume of +10 nm voxels: + +```python +from microsim import schema as ms +from microsim.util import ortho_plot + +sim = ms.Simulation( + truth_space=ms.ShapeScaleSpace(shape=(64, 256, 256), scale=0.01), + sample=[ms.MatsLines()], +) + +ortho_plot(sim.ground_truth(), mip=True) +``` + +![Maximum projections of random lines](../images/generated/tutorials/two-color-cell/01.png){ .plot } + +[`ortho_plot`][microsim.util.ortho_plot] shows XY, XZ, and YZ views, either +through the center of the volume or (with `mip=True`) as maximum projections. + +## Realistic ground truth from OpenOrganelle + +[OpenOrganelle](https://openorganelle.janelia.org) publishes FIB-SEM volumes +of whole cells, with organelles segmented at 4–8 nm resolution. +[`CosemLabel`][microsim.schema.CosemLabel] turns a segmentation layer into a +ground truth. Here we use the ER membrane and mitochondrial membrane +predictions from cell `jrc_hela-3`, on a 64 nm grid: + +```python +sim = ms.Simulation( + truth_space=ms.ShapeScaleSpace(shape=(64, 512, 512), scale=(0.064, 0.064, 0.064)), + sample=[ + ms.CosemLabel(dataset="jrc_hela-3", label="er-mem_pred"), + ms.CosemLabel(dataset="jrc_hela-3", label="mito-mem_pred"), + ], +) + +ortho_plot(sim.ground_truth(), z=18) +``` + +![The ER and mitochondria ground truth, one plane](../images/generated/tutorials/two-color-cell/02.png){ .plot } + +Or as maximum projections: + +```python +ortho_plot(sim.ground_truth(), mip=True) +``` + +![The ER and mitochondria ground truth, maximum projection](../images/generated/tutorials/two-color-cell/03.png){ .plot } + +### The optical image + +With no other configuration, the simulation uses a widefield microscope with a +1.4 NA objective and a FITC filter set: + +```python +ortho_plot(sim.optical_image(), z=18) +``` + +![The widefield optical image, with both labels in one channel](../images/generated/tutorials/two-color-cell/04.png){ .plot } + +This looks like a widefield image of a cell, but the ER and mitochondria +appear together in the one channel. Neither label has a fluorophore, so both +use the placeholder fluorophore, which is excited by any light and passes any +filter. + +## Fluorophores and channels + +Next we give each label a fluorophore and define two channels. The +fluorophore properties come from [FPbase](https://www.fpbase.org), and so do +the two channels: the "Widefield Green" and "Widefield Red" configurations of +the [Example Simple Widefield](https://www.fpbase.org/microscope/wKqWbg/) +microscope, which use an LED light source and Semrock filters. + +```python +sim = ms.Simulation( + truth_space=ms.ShapeScaleSpace(shape=(64, 512, 512), scale=(0.064, 0.064, 0.064)), + sample=[ + ms.FluorophoreDistribution( + distribution=ms.CosemLabel(dataset="jrc_hela-3", label="er-mem_pred"), + fluorophore="EGFP", + ), + ms.FluorophoreDistribution( + distribution=ms.CosemLabel(dataset="jrc_hela-3", label="mito-mem_pred"), + fluorophore="mCherry", + ), + ], + channels=[ + ms.OpticalConfig.from_fpbase( + microscope_id="wKqWbg", config_name="Widefield Green" + ), + ms.OpticalConfig.from_fpbase( + microscope_id="wKqWbg", config_name="Widefield Red" + ), + ], +) +``` + +How many photons a fluorophore contributes to a channel depends on two +overlaps: between its absorption spectrum and the excitation light, and +between its emission spectrum and the emission filters and detector. The next +sections follow the photons through both. The +[Photon budget](../guide/photometry.md) page has the equations. + +### Absorption + +```python +from matplotlib import pyplot as plt + +plt.figure(figsize=(12, 4)) +for lbl in sim.sample.labels: + fluor = lbl.fluorophore + fluor.absorption_cross_section.plot.line(label=fluor.name) +plt.legend() +``` + +![Absorption cross sections of EGFP and mCherry](../images/generated/tutorials/two-color-cell/05.png){ .plot } + +The excitation spectra from FPbase, scaled by each fluorophore's extinction +coefficient and converted to an absorption cross section in cm² per molecule. + +### Excitation light + +```python +fig, axes = plt.subplots(1, len(sim.channels), figsize=(12, 3)) +for ax, oc in zip(axes, sim.channels): + oc.plot_excitation(ax=ax) +``` + +![The excitation path of each channel](../images/generated/tutorials/two-color-cell/06.png){ .plot } + +The colored lines are the LED spectrum and the excitation-side filters +(right-hand scale, relative). The black line is the photon flux reaching the +sample (left-hand scale, photons/cm²/s). The channel's `power` is not set, so +the total irradiance is the default 1 W/cm². Change it with +`oc.power = `. + +### Absorption rate + +The product of cross section and photon flux is the absorption rate: photons +absorbed per second, per molecule. + +```python +fig, axes = plt.subplots(1, len(sim.channels), figsize=(12, 3)) +for ax, oc in zip(axes, sim.channels): + for lbl in sim.sample.labels: + abs_rate = oc.absorption_rate(lbl.fluorophore) + abs_rate.plot( + ax=ax, label=f"{lbl.fluorophore.name} ({abs_rate.sum():.0f} photons/s)" + ) + ax.set_xlim(400, 700) + ax.legend(loc="center right") + ax.set_title(oc.name) +``` + +![Absorption rates of each fluorophore in each channel](../images/generated/tutorials/two-color-cell/07.png){ .plot } + +EGFP is excited mostly by the green channel and mCherry by the red one. The +green channel also excites mCherry a little (21 vs. 530 photons/s): this is +**cross-excitation**, one source of crosstalk. + +### Emission + +Each absorbed photon is re-emitted with a probability equal to the quantum +yield, with wavelengths distributed according to the emission spectrum: + +```python +fig, axes = plt.subplots(1, len(sim.channels), figsize=(12, 3)) +for ax, oc in zip(axes, sim.channels): + for lbl in sim.sample.labels: + fluor = lbl.fluorophore + em_rate = oc.total_emission_rate(fluor) + em_rate.plot( + ax=ax, + label=f"{fluor.name} (QY: {fluor.quantum_yield}) ({em_rate.sum():.0f} photons/s)", + ) + ax.set_xlim(400, 800) + ax.legend(fontsize=8) + ax.set_title(oc.name) +``` + +![Emission rates of each fluorophore in each channel](../images/generated/tutorials/two-color-cell/08.png){ .plot } + +### Emission path + +The emitted light then passes the dichroic and emission filter. Their combined +transmission (black) selects the light that reaches the detector: + +```python +fig, axes = plt.subplots(1, len(sim.channels), figsize=(12, 3)) +for ax, oc in zip(axes, sim.channels): + oc.plot_emission(ax=ax) +``` + +![The emission path of each channel](../images/generated/tutorials/two-color-cell/09.png){ .plot } + +### Detected photons + +Multiplying the emission rate by the transmission of the emission path gives +the photons per second that pass the filters, for each fluorophore in each +channel: + +```python +fig, axes = plt.subplots(1, len(sim.channels), figsize=(12, 3)) +for ax, oc in zip(axes, sim.channels): + for lbl in sim.sample.labels: + fluor = lbl.fluorophore + oc.total_emission_rate(fluor).plot(ax=ax, color="k", alpha=0.1) + filtered = oc.filtered_emission_rate(fluor) + filtered.plot(ax=ax, label=f"{fluor.name} ({filtered.sum():.0f} photons/s)") + ax.set_xlim(400, 800) + ax.legend(fontsize=8) + ax.set_title(oc.name) +``` + +![Photons passing the emission filters](../images/generated/tutorials/two-color-cell/10.png){ .plot } + +!!! info "Collection efficiency" + + These per-channel plots assume that every emitted photon reaches the + filters. In the simulation, the rates are also multiplied by the fraction + of light the objective collects, about 35% for this 1.4 NA objective, and, + if a detector is set, by its QE. `sim.filtered_emission_rates()` returns + the rates with these applied. See [Photon budget](../guide/photometry.md#the-details). + +### The optical image, again + +Now each fluorophore's light is assigned to the channels in proportion to the +rates above: + +```python +ortho_plot(sim.optical_image(), z=18) +``` + +![Two-channel optical image](../images/generated/tutorials/two-color-cell/11.png){ .plot } + +## Detector and pixels + +To get a digital image we add a detector, which determines the noise, and an +output space, which sets the pixel size. Here, the +[`ICX285`](../guide/detectors.md#detector-library) CCD and pixels twice the +size of the truth voxels (128 nm): + +```python +sim.detector = ms.detectors.lib.ICX285 +sim.output_space = ms.DownscaledSpace(downscale=2) + +ortho_plot(sim.digital_image(exposure_ms=100), z=9) +``` + +![Digital image, 100 ms exposure](../images/generated/tutorials/two-color-cell/12.png){ .plot } + +With a ten times shorter exposure, there are ten times fewer photons, and the +shot noise and read noise are more visible: + +```python +ortho_plot(sim.digital_image(exposure_ms=10), z=9) +``` + +![Digital image, 10 ms exposure](../images/generated/tutorials/two-color-cell/13.png){ .plot } + +Raising the illumination to 10 W/cm² brings the signal back: + +```python +sim.channels[0].power = 10 +sim.channels[1].power = 10 +ortho_plot(sim.digital_image(exposure_ms=10), z=9) +``` + +![Digital image, 10 ms exposure, 10 W/cm²](../images/generated/tutorials/two-color-cell/14.png){ .plot } + +## Confocal + +Changing the modality to [`Confocal`][microsim.schema.Confocal] removes most of +the out-of-focus light. For a point-scanning modality, `power` is the peak +irradiance at the focus of the laser spot and `exposure_ms` is the dwell time +per pixel, so both are set to typical confocal values: + +```python +sim.modality = ms.Confocal(pinhole_au=1) +sim.channels[0].power = 5_000 # W/cm² at the focus +sim.channels[1].power = 5_000 + +ortho_plot(sim.digital_image(exposure_ms=0.01), z=9) # 10 µs pixel dwell +``` + +![Confocal digital image](../images/generated/tutorials/two-color-cell/15.png){ .plot } + +The channels still use the LED spectrum from the widefield configuration; +only the irradiance and the PSF changed. For laser excitation, use the +[laser lines](../guide/channels.md#built-in-filter-sets) in `lib` (e.g. +`LASER_488`). The detector is still the CCD camera; +point-scanning confocals record with point detectors, as in +[point-scanning detectors](point-scanning-detectors.md). diff --git a/docs/tutorials/your-own-ground-truth.md b/docs/tutorials/your-own-ground-truth.md new file mode 100644 index 00000000..0c3284cd --- /dev/null +++ b/docs/tutorials/your-own-ground-truth.md @@ -0,0 +1,118 @@ +--- +icon: lucide/shapes +--- + +# Using your own ground truth + +[:simple-googlecolab: Open in Colab](https://colab.research.google.com/github/tlambert03/microsim/blob/gh-pages/notebooks/your-own-ground-truth.ipynb){ .md-button .md-button--primary } +[:lucide-download: Download notebook](../notebooks/your-own-ground-truth.ipynb){ .md-button download="your-own-ground-truth.ipynb" } + +If you already have a 3D array that describes your sample (a segmentation, a +mesh you voxelized, or shapes you generated), you can simulate it directly. + +## Make an array + +The array holds the number of fluorophores in each voxel. Here: a dozen +hollow spherical shells with random centers and radii, ten fluorophores per +voxel of shell. + +```python +import numpy as np + +shape = (64, 256, 256) # Z, Y, X +z, y, x = np.ogrid[: shape[0], : shape[1], : shape[2]] +rng = np.random.default_rng(0) + +truth = np.zeros(shape, dtype=np.float32) +for _ in range(12): + cz, cy, cx = rng.integers(16, 48), rng.integers(30, 226), rng.integers(30, 226) + r = rng.integers(8, 28) + # distance from the center; Z voxels are twice as large as Y and X + d = np.sqrt(((z - cz) * 2) ** 2 + (y - cy) ** 2 + (x - cx) ** 2) + truth += (np.abs(d - r) < 1.5) * 10 +``` + +## Simulate it + +[`Simulation.from_ground_truth`][microsim.schema.simulation.Simulation.from_ground_truth] takes +the array and its voxel size in µm, plus any other simulation parameters: + +```python +from microsim import schema as ms +from microsim.schema.optical_config import lib + +common = dict( + scale=(0.04, 0.02, 0.02), # voxel size of the array, in µm + output_space={"downscale": 4}, # 160 x 80 x 80 nm pixels + detector=ms.CameraCMOS(qe=0.8, read_noise=1.5), + settings=ms.Settings(random_seed=0), +) + +widefield = ms.Simulation.from_ground_truth(truth, **common).run() + +confocal = ms.Simulation.from_ground_truth( + truth, + modality=ms.Confocal(), + channels=[lib.LASER_488.model_copy(update={"power": 5000})], # W/cm² at focus + exposure_ms=0.01, # 10 µs dwell + **common, +).run() +``` + +Plot one plane of each. The digital images have dimensions `(c, z, y, x)`, and +their 16 Z planes cover the 64 planes of the array: + +```python +import matplotlib.pyplot as plt + +panels = { + "your array (z = 32)": truth[32], + "widefield": widefield[0, 8], + "confocal": confocal[0, 8], +} +fig, axes = plt.subplots(1, 3, figsize=(11, 4)) +for ax, (title, image) in zip(axes, panels.items()): + ax.imshow(image, cmap="gray") + ax.set_title(title) + ax.axis("off") +``` + +![The array, and its simulated widefield and confocal images](../images/generated/tutorials/your-own-ground-truth/01.png){ .plot } + +The widefield image shows rings from shells centered above and below this +plane as blurred discs. The confocal image rejects most of that light. + +## Choosing a fluorophore + +`from_ground_truth` uses the placeholder fluorophore. To use a real one, or to +combine several arrays as separate labels, use a `"fixed-array"` +distribution: + +```python +sim = ms.Simulation( + truth_space={"shape": truth.shape, "scale": (0.04, 0.02, 0.02)}, + sample=[ + { + "distribution": {"type": "fixed-array", "array": truth}, + "fluorophore": "mScarlet", + } + ], + channels=[lib.TRITC], +) +``` + +Every array must have the shape of the truth space. + +## Things to keep in mind + +- **Values are fluorophore counts.** A binary mask gives one fluorophore per + voxel, which is usually very dim. Scale the array to a realistic labeling + density (see [Concentration](../guide/samples.md#concentration)). +- **Voxel size.** The array should be sampled finely enough for the optics: + 50 nm or less laterally for a high-NA objective. If your data are coarser, + upsample them first. +- **Anisotropy.** `scale` can differ between axes, as here, where Z voxels + are twice as large. +- **Identity modality.** If your array is already a microscope image and you + only want the spectral and detector parts of the simulation, use + `modality=ms.Identity()`, which skips the PSF. diff --git a/includes/abbreviations.md b/includes/abbreviations.md new file mode 100644 index 00000000..e29834db --- /dev/null +++ b/includes/abbreviations.md @@ -0,0 +1,20 @@ +*[PSF]: Point spread function: the image of a single point emitter +*[AU]: Airy unit: the diameter of the first dark ring of the Airy disk, 1.22 λ / NA +*[NA]: Numerical aperture of the objective lens, n·sin(θ) +*[QE]: Quantum efficiency: the probability that a photon creates a photoelectron +*[QY]: Quantum yield: the fraction of absorbed photons that are re-emitted as fluorescence +*[ADU]: Analog-to-digital unit, also called a gray value +*[ADC]: Analog-to-digital converter +*[CCD]: Charge-coupled device camera +*[EMCCD]: Electron-multiplying charge-coupled device camera +*[sCMOS]: Scientific complementary metal-oxide-semiconductor camera +*[CMOS]: Complementary metal-oxide-semiconductor camera +*[PMT]: Photomultiplier tube +*[HyD]: Hybrid photodetector (photocathode + avalanche diode), e.g. Leica HyD +*[GaAsP]: Gallium arsenide phosphide, a high-QE photocathode material +*[HV]: High voltage, which sets the gain of a PMT +*[CIC]: Clock-induced charge +*[ENF]: Excess noise factor +*[FPbase]: The fluorescent protein database, fpbase.org +*[COSEM]: Cell Organelle Segmentation in Electron Microscopy (Janelia) +*[FIB-SEM]: Focused ion beam scanning electron microscopy diff --git a/mkdocs.yml b/mkdocs.yml deleted file mode 100644 index b2765d3e..00000000 --- a/mkdocs.yml +++ /dev/null @@ -1,76 +0,0 @@ -site_name: microsim -site_url: https://tlambert03.github.io/microsim -site_description: Pure python extensions of the C++ micro-manager core -# strict: true - -repo_name: tlambert03/microsim -repo_url: https://github.com/tlambert03/microsim -edit_uri: edit/main/docs/ - -watch: - - src/microsim - - -theme: - name: material - icon: - logo: fontawesome/solid/microscope - repo: fontawesome/brands/github - features: - - content.tabs.link - - content.code.annotate - - content.code.copy - - navigation.footer # next/previous links in footer - -markdown_extensions: - - tables - - pymdownx.snippets # lets you include code snippets from other files - - toc: - permalink: "#" - - admonition - - pymdownx.highlight - - pymdownx.extra - - pymdownx.details - - pymdownx.superfences - - pymdownx.tilde - - pymdownx.emoji: - emoji_index: !!python/name:material.extensions.emoji.twemoji - emoji_generator: !!python/name:material.extensions.emoji.to_svg - - pymdownx.tabbed: - alternate_style: true - - pymdownx.arithmatex: - generic: true - - -# mkdocs.yml -plugins: - - mkdocstrings: - handlers: - python: - import: - - https://docs.python.org/3/objects.inv - - https://numpy.org/doc/stable/objects.inv - - https://pymmcore-plus.github.io/useq-schema/objects.inv - options: - extensions: - - griffe_fieldz - show_root_heading: true # default is false - heading_level: 2 # default is 1 - docstring_style: "numpy" - show_source: false # default is true - - mkdocs-jupyter: - remove_tag_config: - # https://nbconvert.readthedocs.io/en/latest/removing_cells.html - remove_all_outputs_tags: [remove_output] - remove_input_tags: [remove_input] - remove_cell_tags: [remove_cell] - # execute: true - include_requirejs: true - custom_mathjax_url: "https://cdnjs.cloudflare.com/ajax/libs/mathjax/2.7.7/latest.js?config=TeX-AMS_CHTML-full,Safe" - -extra_css: - - stylesheets/extra.css - -extra_javascript: - - javascripts/mathjax.js - - https://unpkg.com/mathjax@3/es5/tex-mml-chtml.js diff --git a/pyproject.toml b/pyproject.toml index 8c542858..3bef7131 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -107,14 +107,11 @@ dev = [ "boto3-stubs[s3]>=1.43.34", ] docs = [ - "mkdocs >=1.5.3", - "mkdocs-material==9.5.17", - "mkdocs-autorefs==1.1.0", - "mkdocstrings ==0.24.3", - "mkdocstrings-python ==1.9.2", - "mkdocs-jupyter==0.24.8", - "griffe==0.45.3", - "griffe-fieldz==0.1.2", # 0.5.0 needs a newer griffe than the pin above + "zensical>=0.0.69", + "mkdocstrings-python>=2.0.9", + "griffe-fieldz>=0.5.0", + "markdown-exec[ansi]>=1.12.4", + "matplotlib>=3.10.7", ] [tool.uv] diff --git a/scripts/make_doc_figures.py b/scripts/make_doc_figures.py new file mode 100644 index 00000000..1c2f456e --- /dev/null +++ b/scripts/make_doc_figures.py @@ -0,0 +1,659 @@ +"""Generate the figures used in the documentation. + +Every figure is produced by microsim itself, so the docs show what the code does. +Images go to `docs/images/generated/`, including the figures of the tutorials, +which are made by running each tutorial page's code. Data for the interactive +charts (`docs/javascripts/charts/`) goes to `docs/data/generated/`. + +Usage (some figures fetch data from FPbase and OpenOrganelle, so need network): + + uv run --group docs python scripts/make_doc_figures.py [figure ...] +""" + +from __future__ import annotations + +import base64 +import json +import os +import re +import sys +import warnings +from pathlib import Path +from textwrap import dedent +from typing import TYPE_CHECKING + +import matplotlib as mpl +import matplotlib.pyplot as plt +import numpy as np + +from microsim import schema as ms +from microsim.allen import NeuronReconstruction +from microsim.psf import make_psf +from microsim.schema.detectors import lib as det_lib +from microsim.schema.optical_config import lib as oc_lib + +if TYPE_CHECKING: + from collections.abc import Callable + +mpl.use("Agg") +warnings.filterwarnings("ignore") + +DOCS = Path(__file__).parents[1] / "docs" +OUT = DOCS / "images" / "generated" +DATA = DOCS / "data" / "generated" +FIGURES: dict[str, Callable[[], None]] = {} +# figures that are checked in (to docs/images/) because they are slow to make; +# only made when named on the command line +COMMITTED: set[str] = set() + +# image panels are dark in both schemes, so their labels use a neutral gray +IMG_LABEL = "#9a998f" + + +def figure(func: Callable[[], None]) -> Callable[[], None]: + FIGURES[func.__name__] = func + return func + + +def committed_figure(func: Callable[[], None]) -> Callable[[], None]: + COMMITTED.add(func.__name__) + return figure(func) + + +def save(fig: plt.Figure, path: Path) -> None: + fig.savefig(path, dpi=160, bbox_inches="tight", transparent=True) + plt.close(fig) + print("wrote", path.relative_to(OUT.parents[2])) + + +def write_json(name: str, obj: object) -> None: + DATA.mkdir(parents=True, exist_ok=True) + path = DATA / f"{name}.json" + path.write_text(json.dumps(obj, separators=(",", ":"))) + print("wrote", path.relative_to(DOCS.parent), f"({path.stat().st_size // 1024} kB)") + + +def spectrum_json(spec: ms.Spectrum) -> dict: + """Compact spectrum for docs/javascripts/physics (decoded by `decodeSpectrum`). + + Values are rounded to 5 significant digits, and below 1e-9 to 0. Uniformly + spaced wavelengths are stored as a start `w0` and step `dw`. + """ + w = np.asarray(spec.wavelength, dtype=float) + v = [0 if abs(x) < 1e-9 else float(f"{x:.5g}") for x in np.asarray(spec.intensity)] + steps = np.diff(w) + if len(w) > 1 and np.all(steps == steps[0]): + return {"w0": float(w[0]), "dw": float(steps[0]), "v": v} + return {"w": w.tolist(), "v": v} + + +def image_json(img: np.ndarray) -> dict: + """An image normalized to its maximum, as base64 little-endian uint16.""" + q = np.round(np.clip(img / img.max(), 0, 1) * 65535).astype(" np.ndarray: + a, b = np.percentile(img, (lo, hi)) + return np.clip((img - a) / (b - a + 1e-12), 0, 1) + + +def composite(channels: list[np.ndarray], colors: list[str]) -> np.ndarray: + """Additively combine normalized grayscale channels into an RGB image.""" + rgb = np.zeros((*channels[0].shape, 3)) + for img, color in zip(channels, colors, strict=False): + rgb += norm(img)[..., None] * np.array(mpl.colors.to_rgb(color)) + return np.clip(rgb, 0, 1) + + +def image_axes(ax: plt.Axes, title: str = "") -> None: + ax.set_xticks([]) + ax.set_yticks([]) + for s in ax.spines.values(): + s.set_visible(False) + if title: + ax.set_title(title, color=IMG_LABEL, fontsize=10, loc="left") + + +def _np(x: object) -> np.ndarray: + data = getattr(x, "data", x) + if hasattr(data, "get"): + data = data.get() + return np.asarray(data) + + +# --------------------------------------------------------------------------- +# Figures + + +def _cell_sim() -> ms.Simulation: + return ms.Simulation( + truth_space=ms.ShapeScaleSpace(shape=(64, 512, 512), scale=0.064), + output_space={"downscale": 2}, + sample=[ + ms.FluorophoreDistribution( + distribution=ms.CosemLabel(dataset="jrc_hela-3", label="er-mem_pred"), + fluorophore="EGFP", + ), + ms.FluorophoreDistribution( + distribution=ms.CosemLabel(dataset="jrc_hela-3", label="mito-mem_pred"), + fluorophore="mCherry", + ), + ], + channels=[oc_lib.FITC, oc_lib.TRITC], + detector=det_lib.ICX285, + exposure_ms=5, + settings=ms.Settings(random_seed=0), + ) + + +@figure +def pipeline() -> None: + """Ground truth -> optical image -> digital image, for one z-plane.""" + sim = _cell_sim() + z = 18 + truth = _np(sim.ground_truth())[:, z] + optical = sim.optical_image() + digital = _np(sim.digital_image(optical))[:, z // 2] + optical = _np(optical)[:, z] + + colors = ["#33ff66", "#ff33cc"] + panels = [ + ("1 ground truth (fluorophores / voxel)", composite(list(truth), colors)), + ("2 optical image (photons / s)", composite(list(optical), colors)), + ("3 digital image (gray values)", composite(list(digital), colors)), + ] + fig, axes = plt.subplots(1, 3, figsize=(12, 4.3)) + for ax, (title, img) in zip(axes, panels, strict=True): + ax.imshow(img, interpolation="nearest") + image_axes(ax, title) + fig.subplots_adjust(wspace=0.03) + save(fig, OUT / "pipeline.png") + + # zoomed crop, showing pixelation in the output space + fig, axes = plt.subplots(1, 2, figsize=(8, 4.3)) + crop = np.s_[200:280, 330:410] + crop2 = np.s_[100:140, 165:205] + axes[0].imshow(panels[1][1][crop], interpolation="nearest") + image_axes(axes[0], "optical image, truth space (64 nm voxels)") + axes[1].imshow(panels[2][1][crop2], interpolation="nearest") + image_axes(axes[1], "digital image, output space (128 nm pixels)") + fig.subplots_adjust(wspace=0.03) + save(fig, OUT / "spaces-crop.png") + + +# offered in the interactive spectra and photon budget charts, blue to far red +CHART_FLUOROPHORES = [ + "DAPI", + "mTagBFP2", + "mTurquoise2", + "EGFP", + "mNeonGreen", + "Alexa Fluor 488", + "mVenus", + "tdTomato", + "mRFP1", + "mScarlet-I", + "Alexa Fluor 568", + "mCherry", + "Alexa Fluor 647", +] + + +# FITC with a longpass emission filter: collects more green, and more crosstalk +FITC_LP = ms.OpticalConfig( + name="FITC, 500 LP emission", + filters=[ + ms.Bandpass(bandcenter=470, bandwidth=40, placement="EX"), + ms.Longpass(cuton=495, placement="BS"), + ms.Longpass(cuton=500, placement="EM"), + ], +) + + +def _filter_label(f: ms.Filter) -> str: + if f.name: + return f.name + if isinstance(f, ms.Bandpass): + return f"{f.bandcenter:g}/{f.bandwidth:g} bandpass" + if isinstance(f, ms.Longpass): + return f"{f.cuton:g} longpass" + return type(f).__name__ + + +@figure +def photometry_data() -> None: + """Spectra and photophysics for the interactive spectra and photon budget charts.""" + fluors = [] + for name in CHART_FLUOROPHORES: + f = ms.Fluorophore.from_fpbase(name) + fluors.append( + { + "name": name, + "ec": f.extinction_coefficient, + "qy": f.quantum_yield, + "lifetime_ns": f.lifetime_ns, + "ex": spectrum_json(f.excitation_spectrum), + "em": spectrum_json(f.emission_spectrum), + } + ) + configs = [ + *(getattr(oc_lib, n) for n in ["DAPI", "ECFP", "FITC", "EYFP", "TRITC"]), + FITC_LP, + *(getattr(oc_lib, n) for n in ["DSRED", "CY5", "CY7"]), + *( + ms.OpticalConfig.from_fpbase(microscope_id="wKqWbg", config_name=n) + for n in ["Widefield Green", "Widefield Red"] + ), + ] + channels = [] + for oc in configs: + channels.append( + { + "name": oc.name, + "filters": [ + { + "name": _filter_label(f), + "placement": f.placement.value, + "spectrum": spectrum_json(f.spectrum), + } + for f in oc.filters + ], + "lights": [ + { + "name": li.name, + "power": li.power, + "spectrum": spectrum_json(li.spectrum), + } + for li in oc.lights + ], + } + ) + detectors = [ + {"name": "QE = 1 (no detector)", "qe": 1}, + {"name": "ICX285 CCD", "qe": spectrum_json(det_lib.ICX285.qe)}, + {"name": "GaAsP PMT", "qe": spectrum_json(det_lib.PMT_GAASP.qe)}, + {"name": "Power HyD R", "qe": spectrum_json(det_lib.POWER_HYD_R.qe)}, + ] + lens = ms.ObjectiveLens() + write_json( + "photometry", + { + "fluorophores": fluors, + "channels": channels, + "detectors": detectors, + "lens": {"na": lens.numerical_aperture, "specimen_ri": lens.specimen_ri}, + }, + ) + + +# cameras in the interactive SNR chart, with the parameters it starts from +SNR_CAMERAS = { + "CCD": ms.CameraCCD(read_noise=6), + "sCMOS": ms.CameraCMOS(read_noise=1), + "EMCCD": ms.CameraEMCCD(em_gain=300, read_noise=50), +} + + +@figure +def detector_data() -> None: + """Detector presets for the interactive detector charts.""" + cameras = { + name: { + "read_noise": det.read_noise, + "em_gain": getattr(det, "em_gain", 1), + "em_stages": getattr(det, "em_stages", None), + } + for name, det in SNR_CAMERAS.items() + } + pmts = [ + { + "name": pmt.name, + "hv": pmt.hv, + "ref_hv": pmt.ref_hv, + "ref_gain": pmt.ref_gain, + "hv_exponent": pmt.hv_exponent, + "dynode_stages": pmt.dynode_stages, + "hv_range": pmt.hv_range, + } + for pmt in (det_lib.PMT_GAASP, det_lib.PMT_MULTIALKALI) + ] + write_json( + "detectors", + { + "cameras": cameras, + "pmts": pmts, + "hyd_dead_time_ns": det_lib.HYD_SP8.dead_time_ns, + }, + ) + + +def _lines_sim(**kwargs: object) -> ms.Simulation: + return ms.Simulation( + truth_space=ms.ShapeScaleSpace(shape=(64, 256, 256), scale=(0.04, 0.02, 0.02)), + output_space={"downscale": 4}, + sample=[ms.MatsLines(density=0.4, length=30, azimuth=5, max_r=1)], + settings=ms.Settings(random_seed=1, max_psf_radius_aus=6), + **kwargs, + ) + + +@figure +def modalities() -> None: + """The same sample through widefield and confocal (XY and XZ).""" + sims = { + "widefield": _lines_sim(), + "confocal, 1 AU": _lines_sim(modality=ms.Confocal(pinhole_au=1)), + } + fig, axes = plt.subplots( + 2, 2, figsize=(8, 5.8), gridspec_kw={"height_ratios": [4, 1.3], "hspace": 0.1} + ) + for col, (name, sim) in enumerate(sims.items()): + img = _np(sim.optical_image())[0] + mid = img.shape[0] // 2 + axes[0, col].imshow(norm(img[mid]), cmap="gray") + image_axes(axes[0, col], f"{name} · XY") + xz = img[:, img.shape[1] // 2] + axes[1, col].imshow(norm(xz), cmap="gray", aspect=2) + image_axes(axes[1, col], "XZ") + save(fig, OUT / "modalities.png") + + +@figure +def noise_data() -> None: + """Noise-free expected image (ER channel of the HeLa cell), for the noise chart.""" + sim = _cell_sim() + expected = sim.digital_image(sim.optical_image(), with_detector_noise=False) + write_json("noise", {"image": image_json(_np(expected)[0, 9].astype(float))}) + + +PINHOLES_AU = [0.25, 0.5, 0.75, 1, 1.25, 1.5, 2, 2.5, 3] + + +def _fwhm(profile: np.ndarray, step: float) -> float: + """Full width at half maximum of a peaked 1D profile, linearly interpolated.""" + half = profile.max() / 2 + i = int(np.argmax(profile)) + lo = i + while lo > 0 and profile[lo - 1] > half: + lo -= 1 + hi = i + while hi < len(profile) - 1 and profile[hi + 1] > half: + hi += 1 + left = lo - (profile[lo] - half) / (profile[lo] - profile[lo - 1]) + right = hi + (profile[hi] - half) / (profile[hi] - profile[hi + 1]) + return float((right - left) * step) + + +@figure +def pinhole_data() -> None: + """Widefield and confocal PSFs across pinhole sizes, for the pinhole chart.""" + obj = ms.ObjectiveLens(numerical_aperture=1.4) + # fine enough to resolve small pinholes, and wide enough (6 µm) that defocused + # widefield planes (up to ±0.96 µm) keep their light + dx, dz = 0.02, 0.04 + kw = {"nz": 49, "nx": 301, "dx": dx, "dz": dz, "objective": obj, "em_wvl_nm": 525} + psfs = {"widefield": make_psf(**kw)} + for au in PINHOLES_AU: + psfs[au] = make_psf(ex_wvl_nm=488, pinhole_au=au, **kw) + + entries = [] + for key, psf in psfs.items(): + p = _np(psf).astype(float) + cz, cy = p.shape[0] // 2, p.shape[1] // 2 + crop = slice(cy - 40, cy + 41, 2) # 1.6 µm, displayed at 40 nm + planes = p.sum(axis=(1, 2)) + entries.append( + { + "pinhole_au": None if key == "widefield" else key, + "peak": float(p[cz, cy, cy]), + "fwhm_lateral_nm": 1000 * _fwhm(p[cz, cy, :], dx), + "fwhm_axial_nm": 1000 * _fwhm(p[:, cy, cy], dz), + "plane_sums": [round(float(x), 5) for x in planes / planes.max()], + "xy": image_json(p[cz, crop, crop]), + "xz": image_json(p[cz - 20 : cz + 21, cy, crop]), # 1.6 µm square + } + ) + write_json( + "pinhole", + { + "na": obj.numerical_aperture, + "ex_nm": 488, + "em_nm": 525, + "image_dx_um": 2 * dx, + "dz_um": dz, + "psfs": entries, + }, + ) + + +@figure +def crosstalk() -> None: + """EGFP (ER) and tdTomato (mito) in a bandpass and a longpass green channel.""" + sim = ms.Simulation( + truth_space=ms.ShapeScaleSpace(shape=(64, 512, 512), scale=0.064), + sample=[ + ms.FluorophoreDistribution( + distribution=ms.CosemLabel(dataset="jrc_hela-3", label="er-mem_pred"), + fluorophore="EGFP", + ), + ms.FluorophoreDistribution( + distribution=ms.CosemLabel(dataset="jrc_hela-3", label="mito-mem_pred"), + fluorophore="tdTomato", + ), + ], + channels=[oc_lib.FITC, FITC_LP], + settings=ms.Settings(random_seed=0), + ) + per_fluor = _np(sim.optical_image_per_fluor()) # (c, f, z, y, x) + z = 18 + fig, axes = plt.subplots(2, 3, figsize=(11, 7.7), gridspec_kw={"hspace": 0.12}) + for row, oc in enumerate(sim.channels): + totals = per_fluor[row].sum(axis=(1, 2, 3)) + share = totals / totals.sum() + panels = [ + (per_fluor[row, 0, z], f"from EGFP (ER): {share[0]:.1%}"), + (per_fluor[row, 1, z], f"from tdTomato (mito): {share[1]:.1%}"), + (per_fluor[row, :, z].sum(axis=0), f"{oc.name}: recorded"), + ] + # one display range per row, so each panel shows its true share + vmax = np.percentile(panels[2][0], 99.8) + for ax, (img, title) in zip(axes[row], panels, strict=True): + ax.imshow(img, cmap="gray", vmin=0, vmax=vmax) + image_axes(ax, title) + save(fig, OUT / "crosstalk.png") + + +def _save_plain(fig: plt.Figure, name: str) -> None: + """Save a figure made by microsim's own plotting functions (white background).""" + path = OUT / name + fig.savefig(path, dpi=100, bbox_inches="tight") + plt.close(fig) + print("wrote", path.relative_to(DOCS.parent)) + + +@figure +def spectra_plots() -> None: + """The output of the plotting methods on the channels page.""" + oc = ms.OpticalConfig.from_fpbase("wKqWbg", "Widefield Green") + oc.plot(show=False) + _save_plain(plt.gcf(), "plot-config.png") + + fig, axes = plt.subplots(1, 2, figsize=(12, 3.2)) + oc.plot_excitation(ax=axes[0]) + oc.plot_emission(ax=axes[1]) + _save_plain(fig, "plot-paths.png") + + sim = ms.Simulation( + truth_space=ms.ShapeScaleSpace(shape=(8, 64, 64), scale=0.05), + sample=[ + ms.FluorophoreDistribution(distribution=ms.MatsLines(), fluorophore=f) + for f in ("EGFP", "mCherry") + ], + channels=[oc_lib.FITC, oc_lib.TRITC], + ) + sim.plot() + _save_plain(plt.gcf(), "plot-simulation.png") + + +@figure +def matslines_examples() -> None: + """MatsLines ground truth with different parameters (maximum projections).""" + variants = { + "defaults": {}, + "density=0.2": {"density": 0.2}, + "length=2": {"length": 2}, + "azimuth=2": {"azimuth": 2}, + } + fig, axes = plt.subplots(1, 4, figsize=(13, 3.6), gridspec_kw={"wspace": 0.04}) + for ax, (title, kwargs) in zip(axes, variants.items(), strict=True): + sim = ms.Simulation( + truth_space=ms.ShapeScaleSpace(shape=(64, 256, 256), scale=0.02), + sample=[ms.MatsLines(**kwargs)], + settings=ms.Settings(random_seed=0), + ) + truth = _np(sim.ground_truth())[0] + ax.imshow(norm(truth.max(axis=0), 0, 99.5), cmap="gray") + image_axes(ax, title) + save(fig, OUT / "matslines-examples.png") + + +COSEM_EXAMPLES = { + "jrc_hela-3": ["er-mem_pred", "mito-mem_pred", "ne-mem_pred"], + "jrc_macrophage-2": ["mito-mem_pred", "lyso-mem_pred", "ne-mem_pred"], +} +COSEM_COLORS = ["#33ff66", "#ff33cc", "#33ccff"] + + +@committed_figure +def cosem_examples() -> None: + """Three labels from two OpenOrganelle datasets: ground truth and optical image. + + Checked in as docs/images/cosem-examples.jpg: the downloads take a while. + """ + fig, axes = plt.subplots(2, 2, figsize=(9, 9.4), gridspec_kw={"wspace": 0.03}) + for row, (dataset, labels) in enumerate(COSEM_EXAMPLES.items()): + sim = ms.Simulation( + truth_space=ms.ShapeScaleSpace(shape=(64, 512, 512), scale=0.064), + sample=[ms.CosemLabel(dataset=dataset, label=lbl) for lbl in labels], + settings=ms.Settings(random_seed=0), + ) + z = 24 + truth = _np(sim.ground_truth())[:, z] + optical = _np(sim.optical_image_per_fluor())[0, :, z] + axes[row, 0].imshow(composite(list(truth), COSEM_COLORS)) + image_axes(axes[row, 0], f"{dataset}: ground truth") + axes[row, 1].imshow(composite(list(optical), COSEM_COLORS)) + image_axes(axes[row, 1], "widefield optical image") + names = ", ".join(lbl.removesuffix("_pred") for lbl in labels) + axes[row, 0].text( + 0, -0.08, names, transform=axes[row, 0].transAxes, color=IMG_LABEL + ) + path = DOCS / "images" / "cosem-examples.jpg" + fig.savefig(path, dpi=90, bbox_inches="tight", facecolor="#111111") + plt.close(fig) + print("wrote", path.relative_to(DOCS.parent)) + + +@figure +def allen_neuron() -> None: + """An Allen Cell Types neuron reconstruction, rendered as a 1 µm mask.""" + mask = NeuronReconstruction.fetch(638976782).binary_mask(voxel_size=1) # (z, y, x) + xy = mask.max(axis=0).T # long axis (y) horizontal + zy = mask.max(axis=2) + fig, axes = plt.subplots( + 2, + 1, + figsize=(10, 10 * (xy.shape[0] + zy.shape[0]) / xy.shape[1] + 0.6), + gridspec_kw={"height_ratios": [xy.shape[0], zy.shape[0]], "hspace": 0.12}, + ) + axes[0].imshow(xy, cmap="gray", interpolation="nearest") + image_axes(axes[0], "maximum projection along Z") + axes[1].imshow(zy, cmap="gray", interpolation="nearest") + image_axes(axes[1], "maximum projection along X") + save(fig, OUT / "allen-neuron.png") + + +@figure +def first_simulation() -> None: + """The example from the home page and the "First simulation" page.""" + sim = ms.Simulation( + truth_space=ms.ShapeScaleSpace(shape=(128, 512, 512), scale=(0.02, 0.01, 0.01)), + output_space={"downscale": 8}, + sample=ms.Sample(labels=[ms.MatsLines(density=0.5, length=30, azimuth=5)]), + detector=ms.CameraCMOS(), + settings=ms.Settings(random_seed=42), + ) + truth = sim.ground_truth() + optical = sim.optical_image() + digital = sim.digital_image(optical) + print(digital.shape, float(digital.min()), float(digital.max())) + panels = [ + ("sim.ground_truth() · max projection", _np(truth)[0].max(0)), + ("sim.optical_image() · z = 64", _np(optical)[0, 64]), + ("sim.digital_image() · z = 8", _np(digital)[0, 8]), + ] + fig, axes = plt.subplots(1, 3, figsize=(12, 4.3), gridspec_kw={"wspace": 0.04}) + for ax, (title, img) in zip(axes, panels, strict=True): + ax.imshow(norm(img), cmap="gray", interpolation="nearest") + image_axes(ax, title) + save(fig, OUT / "first-simulation.png") + + # brighter illumination, then confocal + imgs = [("widefield, 1 W/cm², 100 ms (defaults)", _np(digital)[0, 8])] + sim.channels = [oc_lib.FITC.model_copy(update={"power": 10})] + imgs.append( + ("widefield, 10 W/cm², 100 ms", _np(sim.digital_image(optical * 10))[0, 8]) + ) + sim.modality = ms.Confocal(pinhole_au=0.5) + sim.exposure_ms = 0.01 + sim.channels = [oc_lib.LASER_488.model_copy(update={"power": 50_000})] + img = sim.digital_image() + imgs.append(("confocal, 50 kW/cm², 10 µs dwell", _np(img)[0, 8])) + for title, im in imgs: + print(title, im.max()) + fig, axes = plt.subplots(1, 3, figsize=(12, 4.3), gridspec_kw={"wspace": 0.04}) + for ax, (title, img) in zip(axes, imgs, strict=True): + ax.imshow(norm(img), cmap="gray", interpolation="nearest") + image_axes(ax, title) + save(fig, OUT / "first-simulation-brighter.png") + + +@figure +def tutorials() -> None: + """Run the code blocks of each tutorial page, and save each figure made. + + The page `tutorials/.md` shows them as + `images/generated/tutorials//01.png`, `02.png`, and so on. + """ + # the pages don't all set a seed; fix it here so builds are reproducible + os.environ.setdefault("MICROSIM_RANDOM_SEED", "0") + for page in sorted((DOCS / "tutorials").glob("*.md")): + text = page.read_text() + expected = len(re.findall(rf"generated/tutorials/{page.stem}/\d+\.png", text)) + if not expected: + continue + out = OUT / "tutorials" / page.stem + out.mkdir(parents=True, exist_ok=True) + plt.close("all") + namespace: dict = {} + n = 0 + for block in re.findall(r"```python([^`]*)```", text, re.DOTALL): + exec(dedent(block), namespace) + for num in plt.get_fignums(): + n += 1 + fig = plt.figure(num) + path = out / f"{n:02d}.png" + fig.savefig(path, dpi=100, bbox_inches="tight") + plt.close(fig) + print("wrote", path.relative_to(DOCS.parent)) + if n != expected: + raise RuntimeError(f"{page.name} made {n} figures, but shows {expected}") + + +if __name__ == "__main__": + OUT.mkdir(parents=True, exist_ok=True) + names = sys.argv[1:] or [n for n in FIGURES if n not in COMMITTED] + for name in names: + print(f"--- {name}") + FIGURES[name]() diff --git a/scripts/make_notebooks.py b/scripts/make_notebooks.py new file mode 100644 index 00000000..a7de0d82 --- /dev/null +++ b/scripts/make_notebooks.py @@ -0,0 +1,164 @@ +"""Convert the tutorial pages in `docs/tutorials/` to Jupyter notebooks. + +Each ```python block becomes a code cell, and the text between them markdown +cells, with docs-only syntax (admonitions, captions, cross-references) turned into +plain Markdown and links made absolute. A first code cell installs microsim at +the commit the docs were built from, if it isn't installed (as on Google Colab). + +Output goes to `docs/notebooks/`, which the docs publish, so the tutorial pages +can link to them, and Colab can open them from the `gh-pages` branch. + +Usage: + + uv run python scripts/make_notebooks.py +""" + +from __future__ import annotations + +import json +import os +import posixpath +import re +import subprocess +from pathlib import Path +from textwrap import dedent + +DOCS = Path(__file__).parents[1] / "docs" +OUT = DOCS / "notebooks" +SITE = "https://talleylambert.com/microsim/" +REPO = "https://github.com/tlambert03/microsim" + +INSTALL = """\ +# Install microsim, if it isn't already (e.g. on Google Colab). +# This notebook was made from the docs at commit {sha}. microsim changes +# quickly, so other versions may give errors or different results. +import importlib.util + +if importlib.util.find_spec("microsim") is None: + %pip install -q "{requirement}" +""" + + +def _commit() -> str: + if sha := os.environ.get("GITHUB_SHA"): + return sha + return subprocess.check_output( + ["git", "rev-parse", "HEAD"], cwd=DOCS, text=True + ).strip() + + +def _url(page: str, link: str) -> str: + """Absolute URL of `link`, relative to the docs page `page`.""" + if re.match(r"[a-z]+://", link) or link.startswith("#"): + return link + path, _, anchor = link.partition("#") + path = posixpath.normpath(posixpath.join(posixpath.dirname(page), path)) + if path.endswith(".md"): + path = path[: -len(".md")] + path = "" if path == "index" else path.removesuffix("/index") + "/" + return SITE + path + (f"#{anchor}" if anchor else "") + + +def _admonition(match: re.Match) -> str: + title = match.group("title") or match.group("kind").capitalize() + body = dedent(match.group("body")).strip() + quoted = "\n".join(f"> {line}" if line else ">" for line in body.splitlines()) + return f"> **{title}**\n>\n{quoted}\n" + + +def _markdown(text: str, page: str) -> str: + # images made by running this page: the notebook makes them itself + text = re.sub( + r"!\[[^\]]*\]\([^)]*generated/tutorials/[^)]*\)(\{[^}]*\})?\n", "", text + ) + # the "Open in Colab" and "Download notebook" buttons + text = re.sub(r"^\[.*\]\(.*\)\{[^}]*\.md-button[^}]*\}\n", "", text, flags=re.M) + text = re.sub(r"/// caption\n(.*?)\n///", r"*\1*", text, flags=re.DOTALL) + text = re.sub( + r"^(?:!!!|\?\?\?\+?) (?P\w+)(?: \"(?P[^\"]*)\")?\n\n" + r"(?P<body>(?:(?: {4}.*)?\n)+)", + _admonition, + text, + flags=re.MULTILINE, + ) + # mkdocstrings cross-references: [`name`][microsim.name] -> `name` + text = re.sub(r"\[([^\]]+)\]\[[\w.]+\]", r"\1", text) + text = re.sub( + r"(!?\[[^\]]*\])\(([^)\s]+)\)", lambda m: f"{m[1]}({_url(page, m[2])})", text + ) + text = re.sub(r"\{ ?[.#][^}]*\}", "", text) # attribute lists + # math: \( \) and \[ \] -> $ and $$ + text = re.sub(r"\\\((.+?)\\\)", r"$\1$", text) + text = re.sub(r"\\\[(.+?)\\\]", r"$$\1$$", text, flags=re.DOTALL) + return re.sub(r"\n{3,}", "\n\n", text).strip() + + +def _code(source: str) -> str: + # code annotations, `# (1)!`, are explained in a list after the code + return re.sub(r"# \((\d+)\)!", r"# (\1)", dedent(source)).strip() + + +def _cell(kind: str, source: str, n: int) -> dict: + cell: dict = { + "cell_type": kind, + "id": f"cell-{n}", + "metadata": {}, + "source": source.splitlines(keepends=True), + } + if kind == "code": + cell.update(execution_count=None, outputs=[]) + return cell + + +def notebook(page: Path, sha: str) -> dict: + """The notebook for one tutorial page.""" + text = page.read_text() + text = re.sub(r"\A---\n.*?\n---\n", "", text, flags=re.DOTALL) # front matter + rel = page.relative_to(DOCS).as_posix() + extras = "cosem" if "CosemLabel" in text else "" + requirement = f"microsim{f'[{extras}]' if extras else ''} @ git+{REPO}@{sha}" + + parts = re.split(r"^```python\n(.*?)^```\n", text, flags=re.DOTALL | re.MULTILINE) + title, _, intro = parts[0].strip().partition("\n") + web = _url(rel, posixpath.basename(rel)) + header = ( + f"{title}\n\n*From the [microsim documentation]({web}). Run the cells in " + f"order.*\n\n{_markdown(intro, rel)}" + ) + cells = [ + _cell("markdown", header, 0), + _cell("code", INSTALL.format(sha=sha[:12], requirement=requirement), 1), + ] + annotated = False + for i, part in enumerate(parts[1:], start=1): + if i % 2: # code + annotated = bool(re.search(r"# \(\d+\)!", part)) + cells.append(_cell("code", _code(part), len(cells))) + elif md := _markdown(part, rel): + if annotated: + md = f"Notes on the code above:\n\n{md}" + cells.append(_cell("markdown", md, len(cells))) + return { + "cells": cells, + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3", + }, + "language_info": {"name": "python"}, + }, + "nbformat": 4, + "nbformat_minor": 5, + } + + +if __name__ == "__main__": + sha = _commit() + OUT.mkdir(exist_ok=True) + for page in sorted((DOCS / "tutorials").glob("*.md")): + if page.stem == "index": + continue + path = OUT / f"{page.stem}.ipynb" + path.write_text(json.dumps(notebook(page, sha), indent=1, ensure_ascii=False)) + print("wrote", path.relative_to(DOCS.parent)) diff --git a/src/microsim/schema/__init__.py b/src/microsim/schema/__init__.py index d5c0aa0d..e01f5e7e 100644 --- a/src/microsim/schema/__init__.py +++ b/src/microsim/schema/__init__.py @@ -1,3 +1,10 @@ +"""The models that describe a simulation. + +Everything a simulation needs can be imported from here, usually as +`from microsim import schema as ms`. Each model is documented in the submodule +(or subpackage) that defines it. +""" + import logging from typing import TYPE_CHECKING, Any diff --git a/src/microsim/schema/detectors/_camera.py b/src/microsim/schema/detectors/_camera.py index 65a3eb26..4a32633a 100644 --- a/src/microsim/schema/detectors/_camera.py +++ b/src/microsim/schema/detectors/_camera.py @@ -21,7 +21,7 @@ class _Camera(_Detector): A camera has an array of pixels, each storing charge during the exposure. - Attributes + Parameters ---------- full_well : int Maximum number of electrons a pixel can hold. @@ -114,7 +114,7 @@ class CameraEMCCD(_Camera): amplifier. `relative_gain` is relative to the pixel `full_well`, so at high EM gain `electrons_per_adu` is usually more convenient. - Attributes + Parameters ---------- em_gain : float Mean gain of the EM register. diff --git a/src/microsim/schema/detectors/_detector.py b/src/microsim/schema/detectors/_detector.py index fb820ce3..4c59bf7b 100644 --- a/src/microsim/schema/detectors/_detector.py +++ b/src/microsim/schema/detectors/_detector.py @@ -92,7 +92,7 @@ def _per_channel(value: "Any", ndim: int) -> "Any": class _Detector(SimBaseModel): """Base detector model (see module docstring for the simulation steps). - Attributes + Parameters ---------- camera_type : str Type of detector, for discriminated union. diff --git a/src/microsim/schema/detectors/_point.py b/src/microsim/schema/detectors/_point.py index 4a785d74..3957c33c 100644 --- a/src/microsim/schema/detectors/_point.py +++ b/src/microsim/schema/detectors/_point.py @@ -96,7 +96,7 @@ class PMT(_Detector): - Temperature dependence, drift, and hysteresis of the gain (~1%). - Bidirectional scanning (which flips the streak on alternate lines). - Attributes + Parameters ---------- hv : float, optional HV (or control voltage) setting. Defaults to `ref_hv`. @@ -225,7 +225,7 @@ class HyD(_Detector): `electrons_per_adu = 1 / gain` here. The linearization Leica applies in that mode is not published, and is not modeled. - Attributes + Parameters ---------- dead_time_ns : float Time after each pulse during which no other photon is counted (Leica: < 1.5 diff --git a/src/microsim/schema/lens.py b/src/microsim/schema/lens.py index da6774c6..01d9ac80 100644 --- a/src/microsim/schema/lens.py +++ b/src/microsim/schema/lens.py @@ -20,6 +20,35 @@ class ObjectiveKwargs(TypedDict, total=False): class ObjectiveLens(SimBaseModel): + """Objective lens and immersion conditions. + + The `*_spec` values are those the objective is designed for; differences + between them and the actual values cause spherical aberration in the PSF. + + Parameters + ---------- + numerical_aperture : float + Numerical aperture. Cannot exceed the immersion medium refractive index. + coverslip_ri : float + Refractive index of the coverslip. + coverslip_ri_spec : float + Design refractive index of the coverslip. + immersion_medium_ri : float + Refractive index of the immersion medium. + immersion_medium_ri_spec : float + Design refractive index of the immersion medium. + specimen_ri : float + Refractive index of the specimen. + working_distance_um : float + Design working distance, in µm. + coverslip_thickness_um : float + Coverslip thickness, in µm. + coverslip_thickness_spec_um : float + Design coverslip thickness, in µm. + magnification : float + Magnification. Not used yet. + """ + _renamed_fields: ClassVar[dict[str, str]] = {"na": "numerical_aperture"} numerical_aperture: float = 1.4 diff --git a/src/microsim/schema/modality/_simple_psf.py b/src/microsim/schema/modality/_simple_psf.py index e08e6e08..24a4cd19 100644 --- a/src/microsim/schema/modality/_simple_psf.py +++ b/src/microsim/schema/modality/_simple_psf.py @@ -209,6 +209,12 @@ class Confocal(_PSFModality): the number of pixels). The excitation spot is computed at the excitation wavelengths, and excitation saturation is applied locally (it is strongest at the center of the spot). + + Parameters + ---------- + pinhole_au : float + Pinhole diameter in Airy units (1 AU = 1.22 * wavelength / NA, at the + wavelength set by `airy_unit_wavelength_nm`). """ type: Literal["confocal"] = "confocal" @@ -274,19 +280,27 @@ def _detection( class Widefield(_PSFModality): + """Widefield: uniform illumination, imaged onto a camera. + + The optical image is the emission of each fluorophore convolved with the + emission PSF. + """ + type: Literal["widefield"] = "widefield" class Identity(_PSFModality): """Optical modality in which PSF is not applied. - The idea is to use this modality when the ground truth flurophore distribution is - generated from a light micorscope image, i.e., the PSF convolution is already + The idea is to use this modality when the ground truth fluorophore distribution + is generated from a light microscope image, i.e., the PSF convolution is already applied on the image. This is useful primarily when you are more interested in the spectral properties (fluorophores, filters, bleedthrough, etc.) than the spatial properties (PSF, modality, etc.) in the simulation. """ + type: Literal["identity"] = "identity" + def render( self, truth: xrDataArray, # (F, Z, Y, X) diff --git a/src/microsim/schema/optical_config/config.py b/src/microsim/schema/optical_config/config.py index ea7d97fd..e5cb0463 100644 --- a/src/microsim/schema/optical_config/config.py +++ b/src/microsim/schema/optical_config/config.py @@ -30,6 +30,20 @@ class LightSource(SimBaseModel): + """A light source. + + Parameters + ---------- + name : str + Name of the light source. + spectrum : Spectrum + Emission spectrum of the light source. + power : float, optional + Relative weight: the spectrum is multiplied by it before the light sources + of an `OpticalConfig` are added. The total irradiance is set by + `OpticalConfig.power`. + """ + name: str = "" spectrum: Spectrum # relative to the channel's other lights; `OpticalConfig.power` sets the irradiance @@ -62,6 +76,30 @@ def scaled_spectrum(self) -> Spectrum: class OpticalConfig(SimBaseModel): + """An optical configuration (channel): light sources and filters. + + A string `"<fpbase microscope id>::<config name>"` may be passed wherever an + `OpticalConfig` is expected; the configuration is then loaded from FPbase. + + Parameters + ---------- + name : str + Name of the channel. + filters : list[Filter] + Filters in the excitation and/or emission path (see `placement`). + lights : list[LightSource] + Light sources. If empty, flat white light through the excitation filters. + detector : Detector, optional + Used only for its QE, and only if the simulation has no detector. + exposure_ms : float, optional + Integration time per pixel for this channel, overriding + `Simulation.exposure_ms`. + power : float, optional + Irradiance at the sample, in W/cm^2, summed over wavelength after the + excitation filters. 1 W/cm^2 if not set. For point-scanning modalities, + the peak irradiance at the focus. + """ + name: str = "" filters: list[Filter] = Field(default_factory=list) lights: list[LightSource] = Field(default_factory=list) @@ -517,7 +555,8 @@ def plot_emission( em_spectrum.plot.line(ax=ax, color="k", linewidth=2, label="combined") ax.legend() ax.set_xlim(400, 800) - ax.set_xlabel("transmission [%]") + ax.set_xlabel("wavelength [nm]") + ax.set_ylabel("transmission") def _spectrum_key(spectrum: Spectrum) -> tuple[bytes, bytes]: diff --git a/src/microsim/schema/optical_config/filter.py b/src/microsim/schema/optical_config/filter.py index 62be9a10..f925fc0c 100644 --- a/src/microsim/schema/optical_config/filter.py +++ b/src/microsim/schema/optical_config/filter.py @@ -18,6 +18,8 @@ class Placement(Enum): + """Position of a filter in the light path.""" + EX_PATH = "EX" EM_PATH = "EM" BS = "BS" @@ -77,6 +79,22 @@ def plot(self) -> None: class Bandpass(_FilterBase): + """Bandpass filter with smooth edges. + + Parameters + ---------- + bandcenter : float + Center wavelength, in nm. + bandwidth : float + Full width of the passband, in nm. + transmission : float + Peak transmission, from 0 to 1. + placement : Placement + Where the filter sits: `"EX"`, `"EM"`, `"BS"`, `"BSi"`, or `"ALL"`. + name : str + Name of the filter. + """ + type: Literal["bandpass"] = "bandpass" bandcenter: float # nm bandwidth: float # nm @@ -101,6 +119,22 @@ def _get_spectrum(self) -> Spectrum: class Shortpass(_FilterBase): + """Shortpass filter (transmits below `cutoff`). + + Parameters + ---------- + cutoff : float + Edge wavelength, in nm. + slope : float, optional + Steepness of the edge. Defaults to 5. + transmission : float + Maximum transmission, from 0 to 1. + placement : Placement + Where the filter sits. Defaults to the excitation path. + name : str + Name of the filter. + """ + type: Literal["shortpass"] = "shortpass" cutoff: float # nm slope: float | None = None @@ -127,6 +161,22 @@ def _get_spectrum(self) -> Spectrum: class Longpass(_FilterBase): + """Longpass filter (transmits above `cuton`). + + Parameters + ---------- + cuton : float + Edge wavelength, in nm. + slope : float, optional + Steepness of the edge. Defaults to 5. + transmission : float + Maximum transmission, from 0 to 1. + placement : Placement + Where the filter sits. Defaults to the emission path. + name : str + Name of the filter. + """ + type: Literal["longpass"] = "longpass" cuton: float # nm slope: float | None = None @@ -153,6 +203,18 @@ def _get_spectrum(self) -> Spectrum: class SpectrumFilter(_FilterBase): + """Filter defined by a measured transmission spectrum. + + Parameters + ---------- + transmission : Spectrum + Transmission (0 to 1) as a function of wavelength. + placement : Placement + Where the filter sits: `"EX"`, `"EM"`, `"BS"`, `"BSi"`, or `"ALL"`. + name : str + Name of the filter. + """ + type: Literal["spectrum"] = "spectrum" transmission: Spectrum = Field(..., repr=False) # because of spectrum on super() diff --git a/src/microsim/schema/sample/_distributions/cosem.py b/src/microsim/schema/sample/_distributions/cosem.py index 0637f135..f1cdbf12 100644 --- a/src/microsim/schema/sample/_distributions/cosem.py +++ b/src/microsim/schema/sample/_distributions/cosem.py @@ -30,6 +30,18 @@ class CosemLabel(BaseDistribution): Go to https://openorganelle.janelia.org/datasets/ to find a dataset, and then chose a label from the dataset to render. + + Parameters + ---------- + dataset : str + Dataset ID, e.g. `"jrc_hela-3"`. + label : str + Name (or description) of a segmentation or prediction layer in the dataset, + e.g. `"er-mem_pred"`. + position : tuple[float, float, float], optional + Where the dataset's origin is moved to (in voxels of the resolution level + that is read) before the region around 0 is extracted. By default, the + region is centered in the dataset. """ type: Literal["cosem"] = "cosem" diff --git a/src/microsim/schema/sample/_distributions/matslines.py b/src/microsim/schema/sample/_distributions/matslines.py index dffec69c..7f2da301 100644 --- a/src/microsim/schema/sample/_distributions/matslines.py +++ b/src/microsim/schema/sample/_distributions/matslines.py @@ -14,6 +14,24 @@ class MatsLines(BaseDistribution): + """Randomly oriented, one-voxel-wide line segments. + + Each voxel on a line holds one fluorophore. + + Parameters + ---------- + density : float + Number of lines, as a fraction of the size of the space along X (in voxels). + length : int + Scales the random length of the lines, relative to the field of view. + azimuth : int + Limits the tilt of the lines out of the XY plane: larger values give + flatter lines. + max_r : float + Lines are only drawn within an ellipsoid of this radius, relative to the + size of the space (1 touches the edges). + """ + type: Literal["matslines"] = "matslines" density: float = 1 length: int = 10 diff --git a/src/microsim/schema/sample/fluorophore.py b/src/microsim/schema/sample/fluorophore.py index 5a1d011c..9c9ff91a 100644 --- a/src/microsim/schema/sample/fluorophore.py +++ b/src/microsim/schema/sample/fluorophore.py @@ -10,6 +10,31 @@ class Fluorophore(SimBaseModel): + """A fluorophore: spectra and photophysical properties. + + A string (e.g. `"EGFP"`) may be passed wherever a `Fluorophore` is expected; + its properties are then loaded from FPbase. + + Parameters + ---------- + name : str + Name of the fluorophore. + excitation_spectrum : Spectrum + Excitation (absorption) spectrum. Normalized to 1 at its peak when used. + emission_spectrum : Spectrum + Emission spectrum. Normalized to unit sum when used. + bleaching_half_life_s : float, optional + Not used yet. + extinction_coefficient : float, optional + Molar extinction coefficient at the excitation peak, in M^-1 cm^-1. + Required to compute absorption. + quantum_yield : float, optional + Fraction of absorbed photons that are emitted. Treated as 1 if not set. + lifetime_ns : float, optional + Fluorescence lifetime in ns, used for excitation saturation. No + saturation is applied if not set. + """ + name: str excitation_spectrum: Spectrum emission_spectrum: Spectrum diff --git a/src/microsim/schema/sample/sample.py b/src/microsim/schema/sample/sample.py index 4a44b8ea..8c609d94 100644 --- a/src/microsim/schema/sample/sample.py +++ b/src/microsim/schema/sample/sample.py @@ -40,6 +40,21 @@ class FluorophoreDistribution(SimBaseModel): + """A label: a spatial distribution of one fluorophore. + + Parameters + ---------- + distribution : MatsLines | CosemLabel | FixedArrayTruth | Renderable + Generator of fluorophore counts per voxel. Any object with a + `render(space, xp)` method can be used. + fluorophore : Fluorophore | str + The fluorophore. A string is looked up on FPbase. Defaults to a + placeholder with flat spectra. + concentration : float | Callable, optional + A number to multiply the distribution by, or a function that takes the + rendered distribution and returns a modified one. + """ + distribution: AnyDistribution = Field(union_mode="left_to_right") fluorophore: Fluorophore = MOCK_FLUOR # either a scalar that will be multiplied by the distribution @@ -85,6 +100,16 @@ def __str__(self) -> str: class Sample(SimBaseModel): + """The sample: a list of labels. + + A plain list may be passed wherever a `Sample` is expected. + + Parameters + ---------- + labels : list[FluorophoreDistribution] + The labels. Each becomes one layer along the `f` axis of the ground truth. + """ + labels: list[FluorophoreDistribution] @model_validator(mode="before") diff --git a/src/microsim/schema/settings.py b/src/microsim/schema/settings.py index d2a6113f..1efdd5a9 100644 --- a/src/microsim/schema/settings.py +++ b/src/microsim/schema/settings.py @@ -35,6 +35,20 @@ class InMemoryCacheSizes(SimBaseModel): class CacheSettings(SimBaseModel): + """On-disk cache settings for ground truth. + + A boolean may be passed instead, to set both `read` and `write`. + + Parameters + ---------- + read : bool + Read cached ground truth, if available. + write : bool + Write generated ground truth to the cache. + in_mem_size : InMemoryCacheSizes + Sizes of the in-memory caches. + """ + read: bool = True write: bool = True in_mem_size: InMemoryCacheSizes = Field(default_factory=InMemoryCacheSizes) @@ -50,6 +64,25 @@ def _vmodel(cls, value: Any) -> Any: class Settings(SimBaseModel, BaseSettings): + """Settings that affect how a simulation is computed. + + Every setting can also be set with an environment variable `MICROSIM_<NAME>` + (nested settings separated by `__`, e.g. `MICROSIM_CACHE__WRITE=0`). + + Parameters + ---------- + np_backend : str + Array library: `"numpy"`, `"cupy"`, `"jax"`, `"torch"`, or `"auto"` (CuPy + if it can be imported, otherwise NumPy). + device : str + Not used yet. + random_seed : int, optional + Seed for random ground truth and noise. A random seed is chosen if not + given. + cache : CacheSettings | bool + Whether to read and write the on-disk ground truth cache. + """ + np_backend: BackendName = "auto" device: DeviceName = "auto" float_dtype: FloatDtype = Field( @@ -62,20 +95,22 @@ class Settings(SimBaseModel, BaseSettings): max_psf_radius_aus: float | Literal["auto"] | None = Field( "auto", description=( - "Restrict the lateral radius of simulated PSFs to this many Airy units. " - "`'auto'` (default) is our opinionated balance between speed and " - "accuracy, aiming for ~1% RMSE (and <2% max error) relative to an " - "untruncated PSF, which is below shot noise unless pixels collect well " - "over ~10^4 photons. For widefield, the radius grows with the depth of the " - "simulated volume, since out-of-focus light spreads in a cone of " - "half-angle asin(NA/n): it is ~14 AU (for the tails of the in-focus Airy " - "pattern) plus half the radius of that cone at half the volume depth " - "(e.g. ~17 AU for a 1 um deep volume, ~27 AU for 5 um, at NA 1.4). For " - "confocal, where the pinhole rejects out-of-focus light, it is 8 AU. A " - "number sets the radius directly; a too-small radius loses out-of-focus " - "light (in a 5 um deep widefield volume, 8 AU loses ~20% of it). `None` " - "uses the full extent of the simulated space (most accurate, but much " - "slower for large volumes: ~2-4x slower per sample than 'auto' at " + "Restrict the lateral radius of simulated PSFs to this many Airy radii " + "(1 Airy radius = 0.61 * wavelength / NA, the radius of the Airy disk; " + "half the Airy unit used for `Confocal.pinhole_au`). `'auto'` " + "(default) is our opinionated balance between speed and accuracy, aiming " + "for ~1% RMSE (and <2% max error) relative to an untruncated PSF, which is " + "below shot noise unless pixels collect well over ~10^4 photons. For " + "widefield, the radius grows with the depth of the simulated volume, since " + "out-of-focus light spreads in a cone of half-angle asin(NA/n): it is ~14 " + "Airy radii (for the tails of the in-focus Airy pattern) plus half the " + "radius of that cone at half the volume depth (e.g. ~17 Airy radii for a " + "1 um deep volume, ~27 for 5 um, at NA 1.4). For confocal, where the " + "pinhole rejects out-of-focus light, it is 8 Airy radii. A number sets the " + "radius directly; a too-small radius loses out-of-focus light (in a 5 um " + "deep widefield volume, 8 Airy radii lose ~20% of it). `None` uses the " + "full extent of the simulated space (most accurate, but much slower for " + "large volumes: ~2-4x slower per sample than 'auto' at " "2048x2048 pixels). The PSF is never larger than the simulated space." ), ) @@ -83,10 +118,10 @@ class Settings(SimBaseModel, BaseSettings): spectral_bins_per_emission_channel: int = Field( 1, description="Number of wavelengths to use (per channel) when simulating the " - "optical image. By default, a single centroid wavelength is used to approximate" - "the emission wavelength. Increasing this will make the simulation more " - "realistic, by superposing multiple different PSFs, but will also increase " - "memory usage and time.", + "optical image. By default, a single centroid wavelength is used to " + "approximate the emission wavelength. Increasing this will make the " + "simulation more realistic, by superposing multiple different PSFs, but will " + "also increase memory usage and time.", ) excitation_bin_width_nm: float = Field( 10, diff --git a/src/microsim/schema/simulation.py b/src/microsim/schema/simulation.py index a5f8cb2e..47ef30c7 100644 --- a/src/microsim/schema/simulation.py +++ b/src/microsim/schema/simulation.py @@ -98,7 +98,43 @@ def _from_list(cls, value: Any) -> Any: class Simulation(SimBaseModel): - """Top level Simulation object.""" + """Top level Simulation object. + + Holds every parameter of a simulation. Call `run()` to compute the digital + image, or the stage methods (`ground_truth`, `filtered_emission_rates`, + `optical_image`, `digital_image`) to compute intermediate results. + + Parameters + ---------- + truth_space : Space + Grid on which the sample is drawn and the optical image is computed. + output_space : Space, optional + Pixel grid of the digital image. May be relative to `truth_space` (e.g. + `{"downscale": 4}`). If `None`, the truth space is used. + sample : Sample + The fluorophore distributions (labels) to image. + modality : Modality + How the optical image is formed (e.g. `Widefield`, `Confocal`). + objective_lens : ObjectiveLens + Numerical aperture and refractive indices used for the PSF. + channels : list[OpticalConfig] + Optical configurations (light sources and filters), one per channel. + detector : Detector, optional + Detector model. If `None`, the digital image is the expected number of + photons per pixel, without noise. + exposure_ms : float + Integration time per pixel in ms: camera exposure, or pixel dwell time for + point-scanning modalities. Can be overridden per channel. + tracks : "sequential" | "simultaneous" | list[Track] + Which channels are acquired at the same time (excited by all of their light + sources together). `"sequential"` (the default): each channel on its own. + `"simultaneous"`: all channels at once. Or a list of tracks, each a list of + channels by index or name, e.g. `[[0, 2], [1, 3]]`. + settings : Settings + Computation settings (backend, random seed, caching, ...). + output_path : Path, optional + If set, `run()` writes the result here (`.zarr`, `.nc`, `.tif`, `.tiff`). + """ truth_space: Space output_space: Space | None = None diff --git a/src/microsim/schema/space.py b/src/microsim/schema/space.py index ad2e70d2..b838db6c 100644 --- a/src/microsim/schema/space.py +++ b/src/microsim/schema/space.py @@ -141,6 +141,19 @@ def _validate_axes_space(self) -> "Self": class ShapeScaleSpace(_AxesSpace): + """Space defined by its shape and voxel size. + + Parameters + ---------- + shape : tuple[int, ...] + Number of voxels along each axis (Z, Y, X). + scale : tuple[float, ...] | float + Voxel size along each axis, in µm. A single number applies to all axes. + Defaults to 1. + axes : tuple[Axis, ...] + Axis names, by default the last `len(shape)` of (Z, Y, X). + """ + shape: tuple[int, ...] scale: tuple[float, ...] = () @@ -164,6 +177,18 @@ def extent(self) -> tuple[float, ...]: class ExtentScaleSpace(_AxesSpace): + """Space defined by its physical extent and voxel size. + + Parameters + ---------- + extent : tuple[float, ...] + Size of the space along each axis, in µm. + scale : tuple[float, ...] | float + Voxel size along each axis, in µm. A single number applies to all axes. + axes : tuple[Axis, ...] + Axis names, by default the last `len(extent)` of (Z, Y, X). + """ + extent: tuple[float, ...] scale: tuple[float, ...] @@ -187,6 +212,18 @@ def shape(self) -> tuple[int, ...]: class ShapeExtentSpace(_AxesSpace): + """Space defined by its shape and physical extent. + + Parameters + ---------- + shape : tuple[int, ...] + Number of voxels along each axis (Z, Y, X). + extent : tuple[float, ...] + Size of the space along each axis, in µm. + axes : tuple[Axis, ...] + Axis names, by default the last `len(shape)` of (Z, Y, X). + """ + shape: tuple[int, ...] extent: tuple[float, ...] @@ -218,6 +255,16 @@ def axes(self) -> tuple[str, ...]: class DownscaledSpace(_RelativeSpace): + """Space with voxels `downscale` times larger than the other space. + + Parameters + ---------- + downscale : int | tuple[int, ...] + Integer factor, for all axes or per axis. + reference : Space, optional + The space this one is relative to. Set automatically by `Simulation`. + """ + downscale: tuple[int, ...] | int def rescale(self, img: xrDataArray, mean_axes: Collection[str] = ()) -> xrDataArray: @@ -257,6 +304,16 @@ def scale(self) -> tuple[float, ...]: class UpscaledSpace(_RelativeSpace): + """Space with voxels `upscale` times smaller than the other space. + + Parameters + ---------- + upscale : int | tuple[float, ...] + Factor, for all axes or per axis. + reference : Space, optional + The space this one is relative to. Set automatically by `Simulation`. + """ + upscale: tuple[float, ...] | int @computed_field # type: ignore diff --git a/src/microsim/schema/spectrum.py b/src/microsim/schema/spectrum.py index 0e3f83a9..ede7b57c 100644 --- a/src/microsim/schema/spectrum.py +++ b/src/microsim/schema/spectrum.py @@ -27,6 +27,20 @@ def __repr__(self) -> str: class Spectrum(SimBaseModel): + """Intensity as a function of wavelength. + + A sequence of `(wavelength, intensity)` pairs may be passed instead. + + Parameters + ---------- + wavelength : array + Wavelengths, in nm. + intensity : array + Intensity at each wavelength. Negative values are clipped to 0. + scalar : float + Not used in calculations. + """ + wavelength: NumpyNdarray # nanometers intensity: NumpyNdarray # normalized to 1 scalar: float = 1 # scalar to multiply intensity by, such as EC or QY diff --git a/tests/js/camera.mjs b/tests/js/camera.mjs new file mode 100644 index 00000000..b2a180f3 --- /dev/null +++ b/tests/js/camera.mjs @@ -0,0 +1,16 @@ +// Moments of docs/javascripts/physics/detectors.js simulateCamera on flat images, +// for tests/test_js_physics.py. +import { readFileSync } from "node:fs"; +import * as D from "../../docs/javascripts/physics/detectors.js"; +import { rng } from "../../docs/javascripts/physics/random.js"; + +const quantile = (sorted, q) => sorted[Math.floor(q * (sorted.length - 1))]; +const input = JSON.parse(readFileSync(0, "utf8")); +const out = input.map(({ electrons, params, size }, i) => { + const img = D.simulateCamera(new Float64Array(size).fill(electrons), params, rng(i + 1)); + const mean = img.reduce((s, x) => s + x, 0) / size; + const variance = img.reduce((s, x) => s + (x - mean) ** 2, 0) / size; + const sorted = Float64Array.from(img).sort(); + return { mean, var: variance, quantiles: [0.05, 0.5, 0.95].map((q) => quantile(sorted, q)) }; +}); +process.stdout.write(JSON.stringify(out)); diff --git a/tests/js/detectors.mjs b/tests/js/detectors.mjs new file mode 100644 index 00000000..d5cb2027 --- /dev/null +++ b/tests/js/detectors.mjs @@ -0,0 +1,17 @@ +// Run docs/javascripts/physics/detectors.js on cases from tests/test_js_physics.py. +import { readFileSync } from "node:fs"; +import * as D from "../../docs/javascripts/physics/detectors.js"; + +const input = JSON.parse(readFileSync(0, "utf8")); +const out = { + emccd: input.emccd.map(([g, n]) => D.emccdExcessNoiseFactor(g, n)), + pmt: input.pmt.map((p) => { + const gain = D.pmtGain(p); + return [gain, D.pmtExcessNoiseFactor(gain, p.dynode_stages)]; + }), + hyd: input.hyd.map(([rate, tau]) => D.hydCountingEfficiency(rate, tau)), + hyd_max: input.hyd.map(([, tau]) => D.hydMaxRate(tau)), + round: input.round.map((x) => D.roundHalfEven(x)), + snr: input.snr.map((p) => D.snr(p)), +}; +process.stdout.write(JSON.stringify(out)); diff --git a/tests/js/photometry.mjs b/tests/js/photometry.mjs new file mode 100644 index 00000000..14972137 --- /dev/null +++ b/tests/js/photometry.mjs @@ -0,0 +1,36 @@ +// Run docs/javascripts/physics/photometry.js on cases from tests/test_js_physics.py. +// Reads `{fluorophores, channels, cases}` as JSON on stdin, writes results to stdout. +import { readFileSync } from "node:fs"; +import * as P from "../../docs/javascripts/physics/photometry.js"; + +const input = JSON.parse(readFileSync(0, "utf8")); +const totals = (s) => ({ w: s.w, v: s.v, total: P.total(s) }); + +const out = input.cases.map((c) => { + const fluor = input.fluorophores[c.fluor]; + const ch = input.channels[c.channel]; + const exPath = P.excitationPath(ch.filters); + const channel = { + illumination: P.illumination(ch.lights, exPath), + emission: P.emissionPath(ch.filters), + }; + const b = P.photonBudget({ channel, fluor, ...c.params }); + const k1 = P.total(P.absorptionRate(channel.illumination, 1, fluor)); + return { + cross_section: totals(P.crossSection(fluor.ex, fluor.ec)), + illumination_flux_density: totals( + P.fluxDensity(P.irradiance(channel.illumination, c.params.power)), + ), + absorbed: totals(b.absorbed), + emitted: totals(b.emitted), + filtered: totals(b.filtered), + collected: totals(b.collected), + collection: b.collection, + saturation: b.saturation, + half_saturation_irradiance: fluor.lifetime_ns + ? P.halfSaturationIrradiance(k1, fluor.lifetime_ns) + : null, + max_emission_rate: fluor.lifetime_ns ? P.maxEmissionRate(fluor) : null, + }; +}); +process.stdout.write(JSON.stringify(out)); diff --git a/tests/test_docs.py b/tests/test_docs.py index 687208dc..ef037b79 100644 --- a/tests/test_docs.py +++ b/tests/test_docs.py @@ -13,13 +13,21 @@ CODE_BLOCK = re.compile(r"```python([^`]*)```", re.DOTALL) JSON_BLOCK = re.compile(r"```json([^`]*)```", re.DOTALL) -# these docs fetch fluorophores or filters from FPbase -NEEDS_INTERNET = {"stages.md", "index.md"} +# Only ```python blocks are executed; ```py blocks are illustrative fragments. +# pages that download large datasets (OpenOrganelle) are not run +SKIP = {"two-color-cell.md"} +# pages that fetch fluorophores or optical configs from FPbase +NEEDS_INTERNET = { + "point-scanning-detectors.md", + "samples.md", + "your-own-ground-truth.md", +} +DOCS_MDS = [p for p in DOCS_MDS if p.name not in SKIP] if not HAVE_INTERNET: DOCS_MDS = [p for p in DOCS_MDS if p.name not in NEEDS_INTERNET] -@pytest.mark.parametrize("doc", DOCS_MDS, ids=lambda p: p.name) +@pytest.mark.parametrize("doc", DOCS_MDS, ids=lambda p: str(p.relative_to(DOCS.parent))) def test_docs(doc: Path, tmp_path: Path) -> None: pytest.importorskip("matplotlib") os.chdir(tmp_path) @@ -41,8 +49,6 @@ def test_docs(doc: Path, tmp_path: Path) -> None: namespace: dict[str, object] = {} for n, block in enumerate(blocks): lines = [x for x in block.splitlines() if not x.lstrip().startswith("#")] - if doc.name == "stages.md": - lines = _fill_in_stages(lines) block = "\n".join(lines) try: exec(block, namespace) @@ -53,14 +59,3 @@ def test_docs(doc: Path, tmp_path: Path) -> None: f"{block}\n" f"\n--------------------------\n{e}" ) from e - - -def _fill_in_stages(lines: list[str]) -> list[str]: - # complete Simulation definition in stages.md - # this is just to allow the Simulation object to be instantiated... - # as a smoke test to make sure our examples still work - if not any(x.lstrip().startswith("sample") for x in lines): - lines.insert(-1, " sample={'labels': []},") - if not any(x.lstrip().startswith("truth_space") for x in lines): - lines.insert(-1, " truth_space={'shape': (1,1,1), 'scale': (1,1,1)},") - return lines diff --git a/tests/test_js_physics.py b/tests/test_js_physics.py new file mode 100644 index 00000000..b8bf6ecd --- /dev/null +++ b/tests/test_js_physics.py @@ -0,0 +1,299 @@ +"""The docs' interactive charts reimplement some of microsim's physics in JavaScript. + +These tests run that JavaScript (docs/javascripts/physics/) in node and compare it +with microsim, so the two cannot drift apart unnoticed. +""" + +from __future__ import annotations + +import json +import shutil +import subprocess +from pathlib import Path + +import numpy as np +import pytest + +from microsim import schema as ms +from microsim._data_array import DataArray +from microsim.schema.backend import NumpyAPI +from microsim.schema.optical_config import lib + +JS_TESTS = Path(__file__).parent / "js" +NODE = shutil.which("node") +pytestmark = pytest.mark.skipif(NODE is None, reason="node is not installed") + + +def _run(script: str, payload: dict) -> list[dict]: + assert NODE is not None + result = subprocess.run( + [NODE, str(JS_TESTS / script)], + input=json.dumps(payload), + capture_output=True, + text=True, + check=True, + ) + # JS writes whole floats without a decimal point; keep them floats + return json.loads(result.stdout, parse_int=float) # type: ignore[no-any-return] + + +def _spec(spectrum: ms.Spectrum) -> dict: + return {"w": spectrum.wavelength.tolist(), "v": spectrum.intensity.tolist()} + + +def _gauss(center: float, width: float, step: float = 1) -> ms.Spectrum: + w = np.arange(center - 4 * width, center + 4 * width, step) + return ms.Spectrum(wavelength=w, intensity=np.exp(-(((w - center) / width) ** 2))) + + +FLUOROPHORES = [ + ms.Fluorophore( + name="green", + excitation_spectrum=_gauss(488, 25), + emission_spectrum=_gauss(510, 20), + extinction_coefficient=56000, + quantum_yield=0.6, + lifetime_ns=2.6, + ), + # no lifetime (no saturation), no QY (treated as 1), half-nm emission grid + ms.Fluorophore( + name="red", + excitation_spectrum=_gauss(580, 30), + emission_spectrum=_gauss(610, 25, step=0.5), + extinction_coefficient=72000, + ), +] + +CHANNELS = [ + lib.FITC, + lib.TRITC, + # two weighted light sources, and an inverted beam splitter + ms.OpticalConfig( + name="lights", + lights=[ + ms.LightSource(spectrum=_gauss(480, 10), power=2), + ms.LightSource.laser(561, power=1), + ], + filters=[ + ms.Bandpass(bandcenter=500, bandwidth=150, placement="EX"), + ms.Longpass(cuton=530, placement="BSi"), + ms.Bandpass(bandcenter=600, bandwidth=100, placement="EM"), + ], + ), +] + +PARAMS = [ + {"power": None, "qe": None, "na": 1.4, "specimenRI": 1.47, "saturate": True}, + {"power": 5e4, "qe": 0.8, "na": 0.8, "specimenRI": 1.33, "saturate": True}, + {"power": 5e4, "qe": "spectrum", "na": 1.49, "specimenRI": 1.33, "saturate": False}, +] +QE_SPECTRUM = _gauss(550, 150) + + +def _fluor_json(f: ms.Fluorophore) -> dict: + return { + "ec": f.extinction_coefficient, + "qy": f.quantum_yield, + "lifetime_ns": f.lifetime_ns, + "ex": _spec(f.excitation_spectrum), + "em": _spec(f.emission_spectrum), + } + + +def _channel_json(oc: ms.OpticalConfig) -> dict: + return { + "filters": [ + {"placement": f.placement.value, "spectrum": _spec(f.spectrum)} + for f in oc.filters + ], + "lights": [ + {"power": li.power, "spectrum": _spec(li.spectrum)} for li in oc.lights + ], + } + + +def _assert_same(js: dict, da: object) -> None: + da = da.squeeze() # type: ignore[attr-defined] + np.testing.assert_array_equal(js["w"], da.coords["w"].values) + # (the atol only matters for values too small to hold 1e-9 relative precision) + atol = 1e-15 * float(np.abs(da.values).max()) + np.testing.assert_allclose(js["v"], da.values, rtol=1e-9, atol=atol) + np.testing.assert_allclose(js["total"], float(da.sum()), rtol=1e-9) + + +def test_photometry() -> None: + cases = [] + for p in PARAMS: + qe = _spec(QE_SPECTRUM) if p["qe"] == "spectrum" else p["qe"] + for fi in range(len(FLUOROPHORES)): + for ci in range(len(CHANNELS)): + cases.append({"fluor": fi, "channel": ci, "params": {**p, "qe": qe}}) + payload = { + "fluorophores": [_fluor_json(f) for f in FLUOROPHORES], + "channels": [_channel_json(oc) for oc in CHANNELS], + "cases": cases, + } + results = _run("photometry.mjs", payload) + + for case, js in zip(cases, results, strict=True): + p = case["params"] + fluor = FLUOROPHORES[case["fluor"]] + oc = CHANNELS[case["channel"]].model_copy(update={"power": p["power"]}) + qe = QE_SPECTRUM if isinstance(p["qe"], dict) else p["qe"] + sat = p["saturate"] + lens = ms.ObjectiveLens(numerical_aperture=p["na"], specimen_ri=p["specimenRI"]) + + _assert_same(js["cross_section"], fluor.absorption_cross_section) + _assert_same(js["illumination_flux_density"], oc.illumination_flux_density) + _assert_same(js["absorbed"], oc.absorption_rate(fluor)) + _assert_same(js["emitted"], oc.total_emission_rate(fluor, saturate=sat)) + _assert_same( + js["filtered"], + oc.filtered_emission_rate(fluor, detector_qe=qe, saturate=sat), + ) + assert js["collection"] == pytest.approx(lens.collection_efficiency, rel=1e-12) + assert js["saturation"] == pytest.approx( + oc.saturation_parameter(fluor), rel=1e-9 + ) + sim = ms.Simulation( + truth_space=ms.ShapeScaleSpace(shape=(1, 8, 8), scale=0.1), + sample=[ + ms.FluorophoreDistribution( + distribution=ms.MatsLines(), fluorophore=fluor + ) + ], + channels=[oc], + objective_lens=lens, + detector=None if qe is None else ms.CameraCCD(qe=qe), + ) + _assert_same(js["collected"], sim.filtered_emission_rates(saturate=sat)) + if fluor.lifetime_ns: + half = oc.model_copy(update={"power": js["half_saturation_irradiance"]}) + assert half.saturation_parameter(fluor) == pytest.approx(1, rel=1e-9) + # QY k / (1 + k tau) = (QY / tau) * s / (1 + s), with s = k tau + bright = oc.model_copy(update={"power": 1e9}) + rate = float(bright.total_emission_rate(fluor).sum()) + s = bright.saturation_parameter(fluor) + assert js["max_emission_rate"] * s / (1 + s) == pytest.approx( + rate, rel=1e-9 + ) + + +def _measured_snr(detector: ms.Detector, electrons: float) -> float: + """SNR of a flat image recorded by `detector`, in a 1 s exposure.""" + xp = NumpyAPI() + xp.set_random_seed(0) + image = DataArray(np.full((1, 1, 400, 400), electrons), dims=("c", "z", "y", "x")) + gray = np.asarray(detector.render(image, exposure_ms=1000, xp=xp), dtype=float) + signal = (gray - detector.offset) * detector.conversion_factor + return float(signal.mean() / signal.std()) + + +# no clipping or quantization, and an offset well above the read noise +_EXACT = { + "bit_depth": 32, + "electrons_per_adu": 0.01, + "offset": 10**6, + "dark_current": 0, +} +SNR_CASES = [ + (ms.CameraCCD(read_noise=6, **_EXACT), {"readNoise": 6}), + ( + ms.CameraCMOS(read_noise=1.5, averaging=4, **_EXACT), + {"readNoise": 1.5, "averaging": 4}, + ), + ( + ms.CameraEMCCD(em_gain=300, read_noise=50, full_well=10**9, **_EXACT), + { + "readNoise": 50, + "gain": 300, + "enf": ms.CameraEMCCD(em_gain=300).excess_noise_factor, + }, + ), +] + + +def test_detectors() -> None: + emccd = [(g, n) for g in (1, 1.5, 10, 300, 1000) for n in (604, 100, 1)] + pmt = [ + {"hv": hv, "ref_hv": 0.8, "ref_gain": 5e5, "hv_exponent": e, "dynode_stages": d} + for hv in (0.5, 0.8, 0.9) + for e in (6.7, 6.9) + for d in (9, 12) + ] + pmt += [{"hv_gain": 1e4, "dynode_stages": 9}] + hyd = [(rate, tau) for rate in (1e3, 4e7, 1e9) for tau in (1.5, 0.5)] + snr = [ + {"electrons": n, **params} for _, params in SNR_CASES for n in (0.5, 5, 50, 500) + ] + rounding = [-2.5, -1.5, -0.5, 0.5, 1.5, 2.5, 3.49, 3.5, -3.7, 7] + payload = {"emccd": emccd, "pmt": pmt, "hyd": hyd, "snr": snr, "round": rounding} + js = _run("detectors.mjs", payload) + + for (g, n), f in zip(emccd, js["emccd"], strict=True): + expected = ms.CameraEMCCD(em_gain=g, em_stages=n).excess_noise_factor + assert f == pytest.approx(expected, rel=1e-12) + for p, (gain, f) in zip(pmt, js["pmt"], strict=True): + tube = ms.PMT(**p, hv_range=None) + assert gain == pytest.approx(tube.multiplication_gain, rel=1e-12) + assert f == pytest.approx(tube.excess_noise_factor, rel=1e-12) + for (rate, tau), eff in zip(hyd, js["hyd"], strict=True): + expected = ms.HyD(dead_time_ns=tau)._counting_efficiency(np.array(rate), 1.0) + assert eff == pytest.approx(float(expected), rel=1e-12) + for (_, tau), max_rate in zip(hyd, js["hyd_max"], strict=True): + # the recorded rate n * efficiency(n) at a very high true rate n + n = 1e18 + recorded = n * ms.HyD(dead_time_ns=tau)._counting_efficiency(np.array(n), 1.0) + assert max_rate == pytest.approx(float(recorded), rel=1e-6) + np.testing.assert_array_equal(js["round"], np.round(rounding)) + + # the analytic SNR used in the docs, against microsim's detector simulation + measured = [ + _measured_snr(det, n) for det, _ in SNR_CASES for n in (0.5, 5, 50, 500) + ] + np.testing.assert_allclose(js["snr"], measured, rtol=0.03) + + +CAMERA_CASES = [ + # (electrons per pixel, camera) + (20, ms.CameraCCD(read_noise=6, electrons_per_adu=1, bit_depth=16)), + (3, ms.CameraCMOS(read_noise=1.5, electrons_per_adu=0.5, bit_depth=16)), + (200, ms.CameraCMOS(read_noise=0, electrons_per_adu=1, bit_depth=16)), + (120, ms.CameraCCD(full_well=100, read_noise=2, electrons_per_adu=1)), + (0.5, ms.CameraEMCCD(em_gain=300, read_noise=50, electrons_per_adu=20)), + (5, ms.CameraEMCCD(em_gain=300, read_noise=50, electrons_per_adu=20)), + (5, ms.CameraEMCCD(em_gain=2, read_noise=1, electrons_per_adu=1)), +] + + +def _camera_params(cam: ms.Detector) -> dict: + return { + "readNoise": cam.read_noise, + "gain": cam.multiplication_gain, + "enf": cam.excess_noise_factor, + "electronsPerAdu": cam.conversion_factor, + "offset": cam.offset, + "bitDepth": cam.bit_depth, + "fullWell": cam.full_well, + } + + +def test_camera_simulation() -> None: + size = 200_000 + payload = [ + {"electrons": n, "params": _camera_params(cam), "size": size} + for n, cam in CAMERA_CASES + ] + js = _run("camera.mjs", payload) + for (n, cam), result in zip(CAMERA_CASES, js, strict=True): + cam = cam.model_copy(update={"dark_current": 0}) + xp = NumpyAPI() + xp.set_random_seed(0) + image = DataArray(np.full((1, 1, 1, size), n), dims=("c", "z", "y", "x")) + py = np.asarray(cam.render(image, exposure_ms=1000, xp=xp), dtype=float) + assert result["mean"] == pytest.approx(py.mean(), rel=0.01), cam + assert result["var"] == pytest.approx(py.var(), rel=0.04), cam + expected_q = np.quantile(py, [0.05, 0.5, 0.95]) + np.testing.assert_allclose( + result["quantiles"], expected_q, atol=1.01, rtol=0.02 + ) diff --git a/tests/test_simulation.py b/tests/test_simulation.py index eb93c48e..7d0b6690 100644 --- a/tests/test_simulation.py +++ b/tests/test_simulation.py @@ -294,6 +294,17 @@ def _sim() -> ms.Simulation: assert copied.truth_space.shape == (8, 16, 16) +@pytest.mark.parametrize("modality", [ms.Widefield(), ms.Confocal(), ms.Identity()]) +def test_modality_json_round_trip(modality: ms.Modality) -> None: + sim = ms.Simulation( + truth_space=ms.ShapeScaleSpace(shape=(8, 32, 32), scale=(0.2, 0.1, 0.1)), + sample=ms.Sample(labels=[MATSLINES]), + modality=modality, + ) + loaded = ms.Simulation.model_validate_json(sim.model_dump_json()) + assert type(loaded.modality) is type(modality) + + def test_identity_modality_backend_conversion(np_backend: ms.BackendName) -> None: """Regression test for #124: em_rates must be converted to the active backend before use in Identity.render(), same as truth already is.""" diff --git a/uv.lock b/uv.lock index b9a8e393..fbb61d20 100644 --- a/uv.lock +++ b/uv.lock @@ -1,5 +1,5 @@ version = 1 -revision = 3 +revision = 2 requires-python = ">=3.12" resolution-markers = [ "python_full_version >= '3.15' and sys_platform == 'win32'", @@ -39,15 +39,6 @@ wheels = [ { url = 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"Physically grounded simulation of fluorescence microscopy images, in Python" +site_author = "Talley Lambert" +copyright = "Copyright © 2024 - 2026 Talley Lambert" +repo_name = "tlambert03/microsim" +repo_url = "https://github.com/tlambert03/microsim" +edit_uri = "edit/main/docs/" +docs_dir = "docs" + +extra_css = ["stylesheets/extra.css", "stylesheets/charts.css"] +extra_javascript = [ + { path = "javascripts/charts/index.js", type = "module" }, + "javascripts/mathjax.js", + "https://unpkg.com/mathjax@3/es5/tex-mml-chtml.js", +] + +nav = [ + { "Home" = "index.md" }, + { "Getting started" = [ + "getting-started/installation.md", + "getting-started/first-simulation.md", + ] }, + { "User guide" = [ + "guide/index.md", + "guide/spaces.md", + "guide/samples.md", + "guide/channels.md", + "guide/photometry.md", + "guide/modalities.md", + "guide/detectors.md", + "guide/settings.md", + "guide/saving.md", + ] }, + { "Tutorials" = [ + "tutorials/index.md", + "tutorials/two-color-cell.md", + "tutorials/your-own-ground-truth.md", + "tutorials/point-scanning-detectors.md", + ] }, + { "API reference" = ["api/index.md"] }, + { "About" = [ + "about/contributing.md", + "about/citing.md", + ] }, +] + +[project.extra] +generator = false + +[[project.extra.social]] +icon = "fontawesome/brands/github" +link = "https://github.com/tlambert03/microsim" + +[[project.extra.social]] +icon = "fontawesome/brands/python" +link = "https://pypi.org/project/microsim/" + +# ---------------------------------------------------------------------------- +# Theme + +[project.theme] +variant = "modern" +language = "en" +logo = "images/logo.svg" +favicon = "images/favicon.svg" +features = [ + "content.action.edit", + "content.code.annotate", + "content.code.copy", + "content.code.select", + "content.footnote.tooltips", + "content.tabs.link", + "content.tooltips", + "navigation.footer", + "navigation.indexes", + "navigation.instant", + "navigation.instant.prefetch", + "navigation.instant.progress", + "navigation.path", + "navigation.sections", + "navigation.tabs", + "navigation.top", + "navigation.tracking", + "search.highlight", + "toc.follow", +] + +[[project.theme.palette]] +media = "(prefers-color-scheme)" +toggle.icon = "lucide/sun-moon" +toggle.name = "Switch to light mode" + +[[project.theme.palette]] +media = "(prefers-color-scheme: light)" +scheme = "default" +primary = "custom" +accent = "custom" +toggle.icon = "lucide/sun" +toggle.name = "Switch to dark mode" + +[[project.theme.palette]] +media = "(prefers-color-scheme: dark)" +scheme = "slate" +primary = "custom" +accent = "custom" +toggle.icon = "lucide/moon" +toggle.name = "Switch to system preference" + +[project.theme.icon] +repo = "fontawesome/brands/github" +edit = "lucide/pencil" + +# ---------------------------------------------------------------------------- +# Markdown + +[project.markdown_extensions] +abbr = {} +admonition = {} +attr_list = {} +def_list = {} +footnotes = {} +md_in_html = {} +tables = {} +toc.permalink = true +toc.toc_depth = 3 +pymdownx.arithmatex.generic = true +pymdownx.betterem = {} +pymdownx.blocks.caption = {} +pymdownx.caret = {} +pymdownx.details = {} +pymdownx.emoji.emoji_generator = "zensical.extensions.emoji.to_svg" +pymdownx.emoji.emoji_index = "zensical.extensions.emoji.twemoji" +pymdownx.highlight.anchor_linenums = true +pymdownx.highlight.line_spans = "__span" +pymdownx.highlight.pygments_lang_class = true +pymdownx.inlinehilite = {} +pymdownx.keys = {} +pymdownx.magiclink = { repo_url_shorthand = true, user = "tlambert03", repo = "microsim" } +pymdownx.mark = {} +pymdownx.smartsymbols = {} +pymdownx.snippets = { auto_append = ["includes/abbreviations.md"], check_paths = true } +pymdownx.superfences.custom_fences = [ + { name = "mermaid", class = "mermaid", format = "pymdownx.superfences.fence_code_format" }, +] +pymdownx.tabbed.alternate_style = true +pymdownx.tabbed.combine_header_slug = true +pymdownx.tasklist.custom_checkbox = true +pymdownx.tilde = {} + +[project.markdown_extensions."zensical.extensions.glightbox"] +auto_caption = false + +[[project.markdown_extensions."zensical.extensions.preview".configurations]] +targets.include = ["guide/*", "api/*"] + +# ---------------------------------------------------------------------------- +# Plugins + +[project.plugins.search] + +[project.plugins.redirects.redirect_maps] +"concept.md" = "guide/index.md" +"stages.md" = "guide/index.md" +"tutorial.md" = "tutorials/two-color-cell.md" + +[project.plugins.mkdocstrings.handlers.python] +inventories = [ + "https://docs.python.org/3/objects.inv", + "https://numpy.org/doc/stable/objects.inv", + "https://docs.xarray.dev/en/stable/objects.inv", + "https://docs.pydantic.dev/latest/objects.inv", +] +paths = ["src"] + +[project.plugins.mkdocstrings.handlers.python.options] +docstring_style = "numpy" +# pydantic models document their fields as `Parameters`, but have no explicit +# `__init__` for griffe to compare them with +docstring_options = { warn_unknown_params = false } +extensions = [ + { griffe_fieldz = { include_inherited = true, remove_fields_from_members = true, strip_annotated = true } }, +] +heading_level = 2 +show_root_heading = true +show_root_full_path = false +show_bases = false +show_source = false +show_symbol_type_heading = true +show_symbol_type_toc = true +show_signature_annotations = true +separate_signature = true +signature_crossrefs = true +merge_init_into_class = true +members_order = "source" +filters = ["!^_", "!^apply_(pre|post)_quantization_binning$", "!^model_", "!^cache_key$", "!^detection_type$"] +summary = true +docstring_section_style = "table" +show_if_no_docstring = true + +[project.plugins.markdown-exec] + +# one page per public module, from the source; see docs/api/index.md +[project.plugins.api-autonav] +modules = ["src/microsim"] +api_root_uri = "api" +nav_section_title = "API reference" +# document each object once: these modules' contents are re-exported, and +# documented, by their package (e.g. microsim.schema.optical_config) +exclude = [ + "microsim.schema.optical_config.config", + "microsim.schema.optical_config.filter", + "microsim.schema.sample.sample", + "microsim.schema.sample.fluorophore", + # internals: not part of the user-facing API + "microsim.fft", + "microsim.illum", + "microsim.xarray_jax", + "microsim.cosem.manage", + "microsim.schema.backend", + "microsim.schema.dimensions", +] + +# the top-level packages re-export everything: list their members, don't repeat them +[project.plugins.api-autonav.module_options."^microsim(\\.schema)?$"] +members = false